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	<title>De filosofiejuf</title>
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	<description>Filosoferen met kinderen</description>
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		<title>Taal, friveo maar ook Wodhee!</title>
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		<pubDate>Mon, 23 Apr 2012 11:16:44 +0000</pubDate>
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		<description><![CDATA[Je kunt nieuwe woorden verzinnen tot je erbij neervalt, maar ze zullen niet zomaar worden opgenomen in de taal. Met andere woorden, hangon wat je wil, maar dat gebeurt niet zomaar. Waarom werden de woorden wildbreien, info-besitas, twitteratuur en boemerangkind dat dan wel? Wie is nou eigenlijk de baas over taal? Na een halfuur hoempahoempa [...]]]></description>
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" alt="" width="250" height="235" />Je kunt nieuwe woorden verzinnen tot je erbij neervalt, maar ze zullen niet zomaar worden opgenomen in de taal. Met andere woorden, hangon wat je wil, maar dat gebeurt niet zomaar. Waarom werden de woorden <a href="http://nos.nl/artikel/313898-wildbreien-mooiste-nieuwe-woord-van-2011.html">wildbreien, info-besitas, twitteratuur en boemerangkind</a> dat dan wel? Wie is nou eigenlijk de baas over taal? Na een halfuur hoempahoempa over nieuwe woorden is de conclusie van tien bovenbouwers: <span id="more-548"></span></p>
<p>- De dikke van Dale</p>
<p>- Wij allemaal want een nieuw woord wordt pas een echt woord als we het allemaal gaan gebruiken.</p>
<p>- Degene die het nieuwe woord bedacht heeft, die is de baas over dat woord en dan gaan we met elkaar afspreken of we dat wel een goed woord voor onze taal vinden.</p>
<p>- De baas van de Van Dale, die zegt wanneer een woord geaccepteerd wordt.</p>
<p>- Vooral beroemdheden zijn de baas, zij maken ergens een hype van.</p>
<p>- Als je een woord bedacht hebt dan moet je iemand die veel gevolgd wordt op tv en zo het heel veel laten zeggen en zo wordt het een echt nieuw woord.</p>
<p>- De taalman!</p>
<p>Het recht van de sterkste dus, dat schijnt weer een heel nieuwe schamschijn op taal. Je hebt er gewoon niets tot weinig over te zeggen. Zo teleurgesteld dat ik best een bak beis zou willen eten.</p>
<p><strong>Verklarende woordenlijst</strong></p>
<p>friveo - raar</p>
<p>wodhee - wauw</p>
<p>hangon - op de kop hangen</p>
<p>Hoempa-hoempa- kan elk werkwoord zijn</p>
<p>schamschijn - licht</p>
<p>Beis - ijs van bijenhoning</p>
]]></content:encoded>
			<wfw:commentRss>http://www.filosofiejuf.nl/?feed=rss2&#038;p=548</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Gewoon doen waar je zin in hebt</title>
		<link>http://www.filosofiejuf.nl/?p=538</link>
		<comments>http://www.filosofiejuf.nl/?p=538#comments</comments>
		<pubDate>Mon, 23 Apr 2012 10:19:38 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Denk zelf - lees zelf]]></category>

		<guid isPermaLink="false">http://www.filosofiejuf.nl/?p=538</guid>
		<description><![CDATA[Ergens in oktober deelden mijn docenten van mijn studie &#8216;gespreksleider filosoferen met kinderen&#8217; mij mee dat ik ook een eindwerkje moest maken. &#8216;Een filosofisch onderzoekje over een thema dat je boeit.&#8217; Dat &#8216;je&#8217; komt dus niet van mij. Zelfs in mijn boeken voor jonge kinderen ben ik niet van het verkleinen. Goed, een eindwerkje dus, [...]]]></description>
			<content:encoded><![CDATA[<p>Ergens in oktober deelden mijn docenten van mijn studie &#8216;gespreksleider filosoferen met kinderen&#8217; mij mee dat ik ook een <span style="text-decoration: underline;">eindwerkje </span>moest maken. &#8216;Een filosofisch <span style="text-decoration: underline;">onderzoekje </span>over een thema dat je boeit.&#8217; Dat &#8216;je&#8217; komt dus niet van mij. Zelfs in mijn boeken voor jonge kinderen ben ik niet van het verkleinen.</p>
<p>Goed, een eindwerkje dus, dat klinkt toch heel lieflijk en als &#8216;zo klaar&#8217;. Leuk, dacht ik.</p>
<p><span id="more-538"></span></p>
<p>Het thema moest wat mij betreft iets met lezen of taal zijn en ik begon maar eens met het lezen van taalfilosoof Wittgenstein. Al lezende begon ik mij toch af te vragen wat het &#8216;eindwerkje&#8217; nu precies in hield.</p>
<p>Een soort scriptie? &#8216;Nee, het moest geen academisch opstel worden.&#8217; Een paper dan? &#8216;Nee, zo wetenschappelijk hoeft het echt niet te zijn.&#8217; Overpeinzingen? &#8216;Nee, niet zo persoonlijk.&#8217; Wat het nou eigenlijk wel moest worden werd maar niet concreet. Dus besloot ik maar gewoon te doen waar ik zin in had.</p>
<p>Het moest een filosofische beschouwing op leesbevordering in het onderwijs worden, bedacht ik. Al schrijvende kwam ik tot de conclusie dat ik een essay aan het produceren was. Zorgelijk, want had ik me niet ooit voorgenomen nooit een essay te gaan schrijven? Wegens veel te saai en stoffig!</p>
<p><img class="aligncenter" src="http://iloapp.fabienvankempen.nl/blog/allesisrond?ShowFile&amp;image=1334528958.jpg" alt="" /></p>
<p>Maar het blijkt dat de combinatie van onderzoeken, informatie verzamelen, daar over schrijven en zo tot allerhande inzichten te komen die ook weer uiteengezet moeten worden me uitstekend bevalt. Zo goed dat ik helemaal doorsla. Ik heb wat van Wittgenstein gelezen, Gadamer, Augustinus, Saussure en Derrida. Door het werk van deze filosofen kwam ik ook op het spoor van Heidegger, Russel en Schleierermacher die ook een interessant licht op de kwestie konden werpen. En natuurlijk hebben filosofen uit de klassieke Oudheid ook&#8230;</p>
<p>Maar dat kan natuurlijk niet. Dan wordt het eindwerkje een eindwerk en één ding waren de docenten erg standvastig in: het moest een <span style="text-decoration: underline;">eindwerkje </span>worden. Met vijf filosofen blijkt mijn beschouwing al veel te lijvig. Zo blijkt dat ook voor een essay geldt: schrijven is schrappen. Schrappen tot het een werkje is. Door te schrappen op zoek naar de essentie. Een behoorlijk filosofisch en arbeidsintensief <span style="text-decoration: underline;">klusje</span>.</p>
<p>(Deze post verscheen oorspronkelijk op 15 april 2012 op mijn oude blog)</p>
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		<title>Poeppraatjes</title>
		<link>http://www.filosofiejuf.nl/?p=536</link>
		<comments>http://www.filosofiejuf.nl/?p=536#comments</comments>
		<pubDate>Mon, 23 Apr 2012 10:18:40 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Opmerkelijke vragen]]></category>

		<guid isPermaLink="false">http://www.filosofiejuf.nl/?p=536</guid>
		<description><![CDATA[Een filosofisch gesprek begint altijd met een vraag. Een vraag die uit de groep moet komen want de kinderen moeten eigenaar van het gesprek zijn en blijven. Elke les krijgt elk kind de gelegenheid om naar aanleiding van de stimulus vragen te stellen en dan kies ik er een uit om over te praten. Ook [...]]]></description>
			<content:encoded><![CDATA[<p>Een filosofisch gesprek begint altijd met een vraag. Een vraag die uit de groep moet komen want de kinderen moeten eigenaar van het gesprek zijn en blijven. Elke les krijgt elk kind de gelegenheid om naar aanleiding van de stimulus vragen te stellen en dan kies ik er een uit om over te praten. Ook laat ik de kinderen regelmatig stemmen. Dat pakt niet altijd uit zoals ik het graag zou willen. Zo zat ik dus ineens opgescheept met de vraag:</p>
<p>‘Waarom vinden mensen poep niet lekker, want het is gewoon verteerd eten?’</p>
<p><span id="more-536"></span></p>
<p>Dat vond ik nou net de minst filosofische vraag van die dag en wat ik vooral jammer vond is dat we nu de prachtige vraag: ‘Zijn een boom en een blaadje bevriend?’ moesten laten liggen. Die was filosofisch en poëtisch bovendien.</p>
<p>Maar ja, ik had nu eenmaal gezegd dat ze zelf mochten stemmen dus ik vond het flauw om nu te zeggen: ‘nee, deze doen we niet.’ Bovendien, op zich is de vraag best interessant. Het is alleen dat hij zo uitnodigt tot vieze praatjes.</p>
<p>Inderdaad werden er een hoop vieze details gedeeld maar toch dachten de kinderen echt serieus na over de kwestie.</p>
<p>Eline: stel je koopt allemaal lekkere dingetjes, bloemkool, eiersalade, worst, croissantjes en dan maak je er met een stamper een prutje van en dan doe je er nog water doorheen. Kijk, dat is toch ook goor, maar dat eet ik liever dan poep.</p>
<p>Hanna: ik denk dat het komt omdat het heel vies ruikt, en als het heel vies ruikt dan wil je het echt niet eten.</p>
<p><img class="aligncenter" src="http://iloapp.fabienvankempen.nl/blog/allesisrond?ShowFile&amp;image=1334385266.jpg" alt="" /></p>
<p>Eline: maar je proeft ook met je neus. Stel poep stinkt heel erg maar het smaakt heel lekker? De meeste mensen hebben poep nog nooit geproefd.</p>
<p>Hanna: je neus is met je mond verbonden. Meestal als ik iets ruik, dan proef ik het ook een beetje.</p>
<p>Dat ruiken en proeven nauw verbonden zijn is nog geen bevredigend antwoord voor de kinderen. Er zijn namelijk genoeg dingen die vies ruiken en toch lekker smaken. Zo wordt vis, bloemkool en spruitjes als voorbeeld genoemd. De kinderen ontdekken al snel dat dit ook heel smaak gebonden is. Maar poep dat eet toch echt niemand. Dat heeft niets met smaak te maken maar waarmee dan wel? De kinderen kwamen er niet uit. Nu kon ik hierover door gaan zagen of nog even experimenteren met die mooie vraag over vriendschap. Het werd het laatste al hadden we nog maar vijf minuten.</p>
<p>Zijn een boom en een blaadje bevriend?</p>
<p>Hanna: ik denk het wel, anders zaten ze niet bij elkaar. Maar ze kunnen niet denken, dus dat weet ik nog niet helemaal zeker.</p>
<p>Boudewijn: nou, katten praten niet zoals wij, dat wij het kunnen horen want Marijn kan nu horen dat ik nu praat maar katten praten volgens mij met zintuigen en niet met hun gemauw dus bij een boom kan dat misschien ook wel zo zijn. Maar een kat heeft wel een neus en een mond en zintuigen en een boom heeft dat niet.</p>
<p><img class="aligncenter" src="http://iloapp.fabienvankempen.nl/blog/allesisrond?ShowFile&amp;image=1334385285.jpg" alt="" /></p>
<p>Hanna: eigenlijk is de boom de moeder of de vader van de blaadjes. Met zijn wortels zuigt hij sap uit en dat geeft hij aan zijn blaadjes en in de herfst kan hij niet meer zorgen voor die blaadjes en dan laat hij ze los.</p>
<p>Tara: in de herfst lijkt het wel of de boom de blaadjes haat. Maar ik weet het eigenlijk niet want ze hebben ook geen gezicht of zo dat je kan zien of hij blij is of niet. Hij kan ook niet met de blaadjes praten.</p>
<p>In nog geen vijf minuten lagen er een paar prachtige thema’s op tafel:</p>
<p>– Wat heb je nodig om vrienden te kunnen zijn?</p>
<p>– Kunnen bomen en dieren praten oftewel wat is praten?</p>
<p>– Is loslaten een vorm van haten (of liefde)?</p>
<p>Er werden trouwens niet alleen mooie dingen gezegd, iedereen was ook met zijn volle aandacht bij het gesprek. Er werd diep nagedacht en goed geluisterd naar de ander. Deze vraag had alles in zich voor een mooi gesprek.</p>
<p>Gelukkig zagen de meeste kinderen ook in dat het tweede gesprek filosofischer was (zou worden) dan het eerste. En zo kon ik in deze les die over ‘het stellen van goede vragen’ ging aantonen hoe belangrijk een goede startvraag is.</p>
<p>Dat wist ik natuurlijk allang. Een les voor mij was er toch ook. Wat ik wel aanvoelde maar niet in de praktijk bracht is dat democratie niet altijd het antwoord is.</p>
<p>Dus die mooie vraag die komt beslist in een andere les terug. Dat beslis ik gewoon, heel ondemocratisch.</p>
<p>(Deze post verscheen oorspronkelijk op 14 april 2012 op mijn oude blog)</p>
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		<title>Bloemkool, hoe gaat het met je?</title>
		<link>http://www.filosofiejuf.nl/?p=534</link>
		<comments>http://www.filosofiejuf.nl/?p=534#comments</comments>
		<pubDate>Mon, 23 Apr 2012 10:17:35 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://www.filosofiejuf.nl/?p=534</guid>
		<description><![CDATA[Margriet: Is het leuk om opgegeten te worden? Eline: hoe is het om verteerd te worden? Mak: hoe voelt het om door de toilet gespoeld te worden als je bent uitgepoept? Hanna: hoe is het om gekookt te worden? Meinte: hoe voelt het om een bloemkool te zijn? Marijn: hoe is het om in de [...]]]></description>
			<content:encoded><![CDATA[<p><img class="alignleft" src="http://iloapp.fabienvankempen.nl/blog/allesisrond?ShowFile&amp;image=1334310356.jpg" alt="" /></p>
<p>Margriet: Is het leuk om opgegeten te worden?</p>
<p>Eline: hoe is het om verteerd te worden?</p>
<p><span id="more-534"></span></p>
<p>Mak: hoe voelt het om door de toilet gespoeld te worden als je bent uitgepoept?</p>
<p>Hanna: hoe is het om gekookt te worden?</p>
<p>Meinte: hoe voelt het om een bloemkool te zijn?</p>
<p>Marijn: hoe is het om in de grond te groeien?</p>
<p>Marijn: heb je hersens?</p>
<p>Boudewijn: hoe voelt het om van zaadje naar bloemkool te worden?</p>
<p>Eline: hoe voelt het om in stukken gescheurd te worden voordat je de pan ingaat?</p>
<p>Tara: hoe voelt het om in de koelkast te liggen?</p>
<p>Jente: hoe warm is het in de pan?</p>
<p>Hanna: hoe voelt het om geprut te worden als je in de soep moet.</p>
<p>Eline: hoeveel beestjes wonen er onder de grond?</p>
<p>Raar? Nee hoor, het is helemaal niet raar om vragen te stellen aan een bloemkool. En ook niet om vragen te stellen aan een boom, of een allesweter, of jezelf. Vragen helpen je vooruit. Zeker als je het verschil weet tussen soorten vragen.</p>
<p>- zintuigvragen<br />
- kennisvragen<br />
- interviewvragen<br />
- filosofische vragen</p>
<p>Bovengenoemde middenbouwers kunnen je nu haarfijn het verschil uitleggen. Mocht je het zelf even niet weten, vraag er gerust naar&#8230;</p>
<p>(Deze post verscheen oorspronkelijk op 13 april 2012 op mijn oude blog)</p>
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		<title>Denken over denken</title>
		<link>http://www.filosofiejuf.nl/?p=531</link>
		<comments>http://www.filosofiejuf.nl/?p=531#comments</comments>
		<pubDate>Mon, 23 Apr 2012 10:16:33 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Opmerkelijke antwoorden]]></category>

		<guid isPermaLink="false">http://www.filosofiejuf.nl/?p=531</guid>
		<description><![CDATA[Marijn (8): &#8216;Je hebt beelddenkers en stemmetjesdenkers en woorddenkers en allesdenkers.&#8217; Jente (8): &#8216;Sommige sommen heb je gewoon al in je hoofd en dan is het antwoord er gewoon, bijvoorbeeld 10+10=20.&#8217; Meinte (8): &#8216;Bij mij gaat het dan gewoon van: Pling. Pling. Pling.&#8217; Marijn (8): &#8216;Ik heb een kaartje in mijn hoofd en daar staan [...]]]></description>
			<content:encoded><![CDATA[<p>Marijn (8): &#8216;Je hebt beelddenkers en stemmetjesdenkers en woorddenkers en allesdenkers.&#8217;</p>
<p>Jente (8): &#8216;Sommige sommen heb je gewoon al in je hoofd en dan is het antwoord er gewoon, bijvoorbeeld 10+10=20.&#8217;</p>
<p>Meinte (8): &#8216;Bij mij gaat het dan gewoon van: Pling. Pling. Pling.&#8217;</p>
<p><span id="more-531"></span></p>
<p>Marijn (8): &#8216;Ik heb een kaartje in mijn hoofd en daar staan alle sommen op. Sommen die ik uit mijn hoofd weet en dan kijk ik op dat kaartje.&#8217;</p>
<p>Eline (8): &#8216;Volgens mij zit er een beestje in je hoofd want er zitten 1000 miljoen beestjes in je lijf. Dat zijn goeie bacteriën.&#8217;</p>
<p>Hannah (7): &#8216;Eigenlijk vind ik dat je alleen met je hoofd kan denken want ik denk ik ga nu op de computer en ik denk ik druk op dat knopje.&#8217;</p>
<p>Boudewijn (8): &#8216;Je denkt ook met je darmen, want die zeggen wanneer je moet poepen.&#8217;</p>
<p>Mak (7): &#8216;Met je neus kun je ook denken, als je moet niezen.&#8217;</p>
<p>Eline (8): &#8216;Als je opa of oma is overleden dan denk je &#8216;ik wil er niet meer aan denken&#8217;, maar dat kan niet.&#8217;</p>
<p>Hannah (7): &#8216;Het leven zou veel makkelijker zijn als je de baas was over je denken. Dan kun je beter leren op school want als je iets niet goed uit je hoofd krijgt, kun je niet goed leren. Als je dat wel kan, van nu denk ik alleen aan die sommen, dan leer je veel beter.</p>
<p>Na een half uur diep denken over denken schrijven de kinderen op wat volgens hun een gedachte is. (klik voor een vergroting)<br />
<a href="http://www.fabienvankempen.nl/plaatjes/een_gedachte_is.pdf" target="_blank"><img class="aligncenter" src="http://iloapp.fabienvankempen.nl/blog/allesisrond?ShowFile&amp;image=1333530475.jpg" alt="" /></a></p>
<p><em>Uit de lessenserie &#8216;Denkpark&#8217; voor de middenbouw met verwerkingsopdrachten die eindigen in een &#8216;filosofie-expositie&#8217;. </em></p>
<p>(Deze post verscheen oorspronkelijk op 4 april 2012 op mijn oude blog)</p>
<p><em><br />
</em></p>
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		<title>Rekenen? Nergens voor nodig!</title>
		<link>http://www.filosofiejuf.nl/?p=528</link>
		<comments>http://www.filosofiejuf.nl/?p=528#comments</comments>
		<pubDate>Mon, 23 Apr 2012 10:15:38 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Opmerkelijke antwoorden]]></category>

		<guid isPermaLink="false">http://www.filosofiejuf.nl/?p=528</guid>
		<description><![CDATA[Soms stel je een vraag en kun je daarna lekker achterover leunen: Ooit in een ver verleden zijn mensen begonnen met het tellen en meten van dingen. Waarom? Thomas: &#8216;Misschien omdat als je een brood ruilt of zo dan wil je weten of dat wel eerlijk is.&#8217; Vera: &#8216;Als je je geld gaat tellen dan [...]]]></description>
			<content:encoded><![CDATA[<p>Soms stel je een vraag en kun je daarna lekker achterover leunen:</p>
<p><em>Ooit in een ver verleden zijn mensen begonnen met het tellen en meten van dingen. Waarom?</em></p>
<p>Thomas: &#8216;Misschien omdat als je een brood ruilt of zo dan wil je weten of dat wel eerlijk is.&#8217;</p>
<p>Vera: &#8216;Als je je geld gaat tellen dan wil je weten of je iets kan kopen.&#8217;</p>
<p>Tom: &#8216;Waarom moeten we eigenlijk op school rekenen. Dat hoeft van mij niet.&#8217;</p>
<p><img class="aligncenter" src="http://iloapp.fabienvankempen.nl/blog/allesisrond?ShowFile&amp;image=1333459109.jpg" alt="" /></p>
<p><span id="more-528"></span>Anna: &#8216;Nou, om te tellen. Het is handig als je bijvoorbeeld een bos wil planten en je wil 36 bomen planten in dat bos, dan doe je 6&#215;6. Dat ziet er dan mooi uit. Dan moet je wel kunnen rekenen.&#8217;</p>
<p>Tom: &#8216;Wat maakt het nou uit of er een boom meer of minder is.&#8217;</p>
<p>Eris: &#8216;Nou als je in een flat naar de 21e verdieping moet dan moet je wel kunnen tellen hoeveel je er omhoog bent.&#8217;</p>
<p>Tom: &#8216;Daarvoor hoef je toch niet van die moeilijke sommen te doen.&#8217;</p>
<p>Anna: &#8216;Die zijn misschien handig voor later en je een baan hebt en je een budget moet uitrekenen voor de bouw van een gebouw, wat alle materialen kosten.&#8217;</p>
<p>Tom: &#8216;Dan pak je toch een rekenmachine.&#8217;</p>
<p>Eris: &#8216;Je moet wel snappen wat voor som je moet maken en iemand moet die rekenmachine maken en weten hoeveel het is. Misschien vind je het niet leuk om te doen maar je wilt wel geld krijgen maar dat krijg je pas als je moeilijke sommen uitrekent.&#8217;</p>
<p>Tom: &#8216;Dan ga je op school leren hoe je met een rekenmachine om moet gaan.&#8217;</p>
<p>Jasmijn: &#8216;Dat weet je eigenlijk niet eens wat rekenen is want dan heb je het nog nooit gedaan. Dan weet je ook niet wat 1+1 is.&#8217;</p>
<p>Tom: &#8216;Dan druk je dat toch in en dan weet je het antwoord.&#8217;</p>
<p>Jasmijn: &#8216;Maar als je niet kan rekenen en je drukt per ongeluk 1+2 in en dan zie je 3 dan denk je dat het klopt.&#8217;</p>
<p>Eris: &#8216;Dan verdien je dus echt geen 100 euro om je rekenmachine te kopen.&#8217;</p>
<p>Roeland: &#8216;Ja, en die 100 euro moet je eerst ook tellen.&#8217;</p>
<p>Jasmijn: &#8216;Dus kortom je moet kunnen rekenen.&#8217;</p>
<p>&#8216;I rest my case&#8217;, moet Jasmijn gedacht hebben. En ik? Ik had er niets aan toe te voegen.</p>
<p>&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;&#8212;</p>
<p>Dit gesprek ontstond tijdens een les over ontelbaarheid. Wil je ook eens filosoferen met een groep kinderen? Deze filofofieles over ontelbaarheid bied ik gratis aan &#8211; een kant-en-klaarpakketje waar iedereen mee aan de slag kan. Mail naar: info@fabienvankempen.nl</p>
<p>(Deze post verscheen oorspronkelijk op 30 maart 2012 op mijn oude blog)</p>
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		<title>Een zaadje waar iets moois uit groeit</title>
		<link>http://www.filosofiejuf.nl/?p=522</link>
		<comments>http://www.filosofiejuf.nl/?p=522#comments</comments>
		<pubDate>Mon, 23 Apr 2012 10:13:14 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Opmerkelijke antwoorden]]></category>

		<guid isPermaLink="false">http://www.filosofiejuf.nl/?p=522</guid>
		<description><![CDATA[Deze week startte ik een nieuwe filosofiegroep op de Boerhaaveschool in Groningen. Negen jongens en meisjes uit groep 4 en 5. Om uit te leggen wat filosoferen is begon ik met een zintuiglijke ervaring. Dat klinkt erg vaag, abstract en onduidelijk en dat is opzet. De oefening moet namelijk geheim blijven. Als iedereen hem al [...]]]></description>
			<content:encoded><![CDATA[<p>Deze week startte ik een nieuwe filosofiegroep op de Boerhaaveschool in Groningen. Negen jongens en meisjes uit groep 4 en 5. Om uit te leggen wat filosoferen is begon ik met een zintuiglijke ervaring.</p>
<p>Dat klinkt erg vaag, abstract en onduidelijk en dat is opzet. De oefening moet namelijk geheim blijven. Als iedereen hem al kent voordat ik op een school geweest ben, moet ik immers wat anders gaan verzinnen. Dat zou jammer zijn want het is zo’n leuke oefening. Dat vonden de kinderen ook. Leuk, spannend, raar een beetje eng maar ook lekker!</p>
<p><span id="more-522"></span></p>
<p>Eline (8) vroeg of we elke les zoiets zouden doen. Dat is dus zo. ‘Elke les begint met een stimulus die je aan het denken zet,’ leg ik uit. Stimulus klinkt al net zo vaag als zintuiglijke ervaring en dit keer ligt het niet in mijn bedoeling vaag te zijn. Ik probeer het dus goed uit te leggen aan de kinderen. ‘Oh,’ zegt Hannah (7) na mijn verhaal, ‘dus dat is eigenlijk een soort zaadje waar iets moois uitgroeit.’</p>
<p>Ik had het niet mooier kunnen omschrijven.</p>
<p><img class="aligncenter" src="http://iloapp.fabienvankempen.nl/blog/allesisrond?ShowFile&amp;image=1333459140.jpg" alt="" /></p>
<p>Interesse in een kennismakingsles? Dat kan, al kan ik niet precies vertellen waar de les begint of eindigt. Dat mogen de kinderen mij uitleggen. Mail: info@fabienvankempen.nl</p>
<p>(Deze post verscheen oorspronkelijk op 30 maart 2012 op mijn oude blog)</p>
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		<title>Onzinnige regels</title>
		<link>http://www.filosofiejuf.nl/?p=520</link>
		<comments>http://www.filosofiejuf.nl/?p=520#comments</comments>
		<pubDate>Mon, 23 Apr 2012 10:12:25 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Morele ontwikkeling]]></category>

		<guid isPermaLink="false">http://www.filosofiejuf.nl/?p=520</guid>
		<description><![CDATA[Huiswerkopdracht: bedenk wat je de meest onzinnige regel ooit vindt. Het resultaat: Uit deze lijst werd vervolgens de meest onzinnige regel der onzinnige regels gekozen. Elke ochtend en elke middag de juf een hand moeten geven kwam zeker in aanmerking. Maar de regel dat je je vinger niet mag opsteken als de juf iets uitlegt [...]]]></description>
			<content:encoded><![CDATA[<p>Huiswerkopdracht: bedenk wat je de meest onzinnige regel ooit vindt. Het resultaat:</p>
<p><img class="alignleft" src="http://iloapp.fabienvankempen.nl/blog/allesisrond?ShowFile&amp;image=1332757539.jpg" alt="" /></p>
<p>Uit deze lijst werd vervolgens de meest onzinnige regel der onzinnige regels gekozen.</p>
<p>Elke ochtend en elke middag de juf een hand moeten geven kwam zeker in aanmerking.</p>
<p>Maar de regel dat je je vinger niet mag opsteken als de juf iets uitlegt werd net wat onzinniger gevonden, want wanneer moet je dan ooit je vraag stellen?!</p>
<p>Goeie vraag&#8230; Wie het weet, mag het zeggen.</p>
<p>(Deze post verscheen oorspronkelijk op 26 maart 2012 op mijn oude blog)</p>
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		<title>Ook jij bent een holbewoner!</title>
		<link>http://www.filosofiejuf.nl/?p=518</link>
		<comments>http://www.filosofiejuf.nl/?p=518#comments</comments>
		<pubDate>Mon, 23 Apr 2012 10:11:38 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Opmerkelijke antwoorden]]></category>

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		<description><![CDATA[&#160; ‘Een tangle is meer dan alleen speelgoed’ staat er in een reclametekst op toysforhands.com. Dat kan ik beamen na een filosofieles met bovenbouwers over de begrippen begin en einde. Wat deed de tangle in deze les? Het antwoord daarop vind je in dezelfde reclametekst: ‘Het heeft geen begin en geen eind, het blijft voortdurend [...]]]></description>
			<content:encoded><![CDATA[<p>&nbsp;</p>
<p><img class="alignleft" src="http://iloapp.fabienvankempen.nl/blog/allesisrond?ShowFile&amp;image=1332571670.jpg" alt="" /></p>
<p>‘Een tangle is meer dan alleen speelgoed’ staat er in een reclametekst op <a href="http://toysforhands.com/?page_id=255" target="_blank">toysforhands.com.</a> Dat kan ik beamen na een filosofieles met bovenbouwers over de begrippen begin en einde.</p>
<p>Wat deed de tangle in deze les? Het antwoord daarop vind je in dezelfde reclametekst: ‘<em>Het</em> heeft geen begin en geen eind, het blijft voortdurend in beweging.’ Daarom dus wierp ik het net als de kastanje en het pollepelpoppetje in de kring met de vraag: waar begint dit voorwerp en waar eindigt het?<span id="more-518"></span></p>
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<p>Door deze voorwerpen was de evolutietheorie al uitgebreid aan bod gekomen maar Marjorie leidde met haar opmerking het gesprek een hele andere kant op: ‘Je kunt dat wriemelding in stukjes opdelen en elk stukje heeft zijn eigen begin.’</p>
<p>Dit klonk als het begin van iets interessants. Zou dit ook gelden voor het pollepelpoppetje en de kastanje?</p>
<p>‘Voor de pollepel wel,’ zei Anna, want je hebt het hout van het lijf en de wol van het haar bijvoorbeeld.’</p>
<p>‘De kastanje,’ vond Roeland, ‘die kan je platstampen en dan heb je meerdere stukjes.’</p>
<p>En hoe zou het met de mens zitten?</p>
<p>‘Wij zijn eigenlijk al een stukje,’ bedacht Anna, ‘een stukje van de mensheid. En die kastanje, als je die kastanje door midden deelt, dan hebben die twee stukjes eigenlijk hetzelfde DNA en als je mij doormidden doet dan hebben mijn twee stukjes ook hetzelfde DNA. Maar die pollepel, als je het haar eraf haalt dan heeft dat een ander iets soort DNA dan die pollepel.’</p>
<p>Eris: ‘Ik denk wel dat Anna gelijk heeft, want al die stukjes hebben hetzelfde DNA.’</p>
<p>Marjorie: ‘Maar je bent toch nooit helemaal gelijk? Je ene oor is toch niet precies hetzelfde als je andere oor?’</p>
<p>Jasmijn: ‘Dan is dit oor van mijn moeder en dit oor van mijn vader.’</p>
<p>Marjorie: ‘Of van je opa.’</p>
<p>Thomas: ‘Maar je hebt toch twee opa’s?’</p>
<p>Roeland: ‘Misschien is het wel het DNA van een aap.’</p>
<p>Eris: Technisch gezien is dat wel zo, maar ook een beetje DNA van jezelf want bijvoorbeeld:</p>
<p>Mijn moeder heeft DNA1 en mijn vader heeft DNA2 en ik heb DNA3 en daar zit DNA1 en DNA2 ook in.&#8217; Ze maakte bij haar theorie een tekening op het bord die er ongeveer zo uitziet:<img class="aligncenter" src="http://iloapp.fabienvankempen.nl/blog/allesisrond?ShowFile&amp;image=1332490250.jpg" alt="" /></p>
<p>Thomas: ‘Welk nummer DNA ben ik dan? Want de eerste mens is DNA1 maar daarna kwam nog zoveel.’</p>
<p>Jasmijn: ‘En ik heb bijvoorbeeld nog een broertje, wat heeft die dan voor nummertje? Dan heb je toch ook DNA1 + DNA2, dat is toch ook 3 dan zijn we toch allemaal 3?’</p>
<p>Anneloena: ‘Zou het DNA van je opa er dan ook nog bij zitten?’</p>
<p>Anna: ‘Ja, want al die DNA’s bij elkaar is dan weer een nieuw rondje.’</p>
<p>Roeland: ‘Eigenlijk heb ik dan dus ook DNA van een holbewoner?!’</p>
<p>Deze opmerking moest even landen. De hele groep keek diep peinzend voor zich uit. Het is dan ook best schokkend om je te realiseren dat je ook een stukje holbewoner in je hebt.</p>
<p>(Deze post verscheen oorspronkelijk op 23 maart 2012 op mijn oude blog)</p>
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		<title>Het begon met een grassprietje</title>
		<link>http://www.filosofiejuf.nl/?p=516</link>
		<comments>http://www.filosofiejuf.nl/?p=516#comments</comments>
		<pubDate>Mon, 23 Apr 2012 10:10:29 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Opmerkelijke antwoorden]]></category>

		<guid isPermaLink="false">http://www.filosofiejuf.nl/?p=516</guid>
		<description><![CDATA[Het gesprek begon met een gedicht. Of nee, dat is eigenlijk niet waar. Want ik schreef dat gedicht dus het begon met mij, en ik begon bij mijn geboorte, of in de baarmoeder, dat kan ook, of bij mijn oma? Mm, waar begon het gedicht nu eigenlijk en waar begon ik? Anna: Eigenlijk begin je [...]]]></description>
			<content:encoded><![CDATA[<p>Het gesprek begon met een gedicht. Of nee, dat is eigenlijk niet waar. Want ik schreef dat gedicht dus het begon met mij, en ik begon bij mijn geboorte, of in de baarmoeder, dat kan ook, of bij mijn oma? Mm, waar begon het gedicht nu eigenlijk en waar begon ik?</p>
<p>Anna: Eigenlijk begin je aan het begin van de wereld. Want aan het begin van de wereld is er een mens begonnen, ooit, of twee mensen en daardoor zijn er allemaal andere mensen begonnen.</p>
<p>Tom: Ik denk eigenlijk dat wij uit apen zijn ontstaan dus je kan niet zeggen dat het begonnen is met twee mensen. Het is allemaal begonnen met een eencellige. Uiteindelijk is dat mijn begin.</p>
<p>Anna: Ja, het begon met een grassprietje!<span id="more-516"></span></p>
<p><img class="aligncenter" src="http://iloapp.fabienvankempen.nl/blog/allesisrond?ShowFile&amp;image=1331672864.jpg" alt="" /></p>
<p>Een grassprietje! Die houden we erin, het grassprietje als symbool voor de allereerste eencellige. Daar kunnen we ons allemaal in vinden. En ook dat bij dat grassprietje je begin ligt. Maar hoe zit het dan met het einde?</p>
<p>Anna: Eigenlijk kun je nooit weten of iets een einde heeft. Het kan later nog stoppen. Bijvoorbeeld de wind die blijft eindeloos doorgaan, maar dat weet je nooit want misschien stopt de wind ooit ergens wel een keer. Dus je kan nooit zeggen dat iets geen einde heeft.</p>
<p>Eris: Elk einde is ook weer een nieuw begin.</p>
<p>Roeland: Maar dan is het dus geen einde.</p>
<p>Anna: Alles moet wel een einde hebben want ooit is er wel een einde aan altijd.</p>
<p>Vera: De wereld komt ook ten einde. Het begint met een ontploffing, maar het eindigt ook met een ontploffing. Misschien is het heelal al afgelopen. Dan zijn we een soort echo. Net als sterren, die zijn er ook niet meer.</p>
<p>Het zou kunnen. Maar over het einde worden we het toch niet eens. Het probleem is dus nog niet opgelost als het gesprek ten einde is.</p>
<p>Tom: Het gesprek is nooit afgelopen want altijd komt er wel weer een nieuwe vraag.</p>
<p>Anna: Het heeft wel een einde want als we nu naar de klas moeten heeft het gesprek een einde.</p>
<p>Tom: Ik denk wel dat iedereen vanavond iets aan zijn ouders vertelt en dan gaat het gesprek misschien weer verder.</p>
<p>Goed mogelijk en als die ouders dan vragen waarom hun kind over het einde begint te praten, kan hij of zij antwoorden dat het allemaal begon met een gedicht en eigenlijk zelfs met een grassprietje.</p>
<p>(Deze post verscheen oorspronkelijk op 13 maart 2012 op mijn oude blog)</p>
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