Her kan man hente forskellige typer materiale.
Prikpapir
![](data:image/png;base64,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)
Almindeligt prikpapir
Blå
Prikpapir (2.5 mm):
Prikpapir (5 mm):
Prikpapir (7.5 mm):
Prikpapir (10 mm):
Isometrisk papir
![](data:image/png;base64,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)
Isometrisk prikpapir
Blå
Isometrisk prikpapir (5 mm):
Isometrisk prikpapir (10 mm):
Isometrisk prikpapir (15 mm):
Isometrisk prikpapir (20 mm):
Isometrisk papir
![](data:image/png;base64,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)
Isometrisk stregpapir
Blå
Isometrisk stregpapir (5 mm):
Isometrisk stregpapir (10 mm):
Isometrisk stregpapir (15 mm):
Isometrisk stregpapir (20 mm):
Sømbrætspapir
![](data:image/png;base64,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)
Sømbrætspapir
Blå
Sømbrætspapir (5 mm):
Sømbrætspapir (10 mm):
Sømbrætspapir (15 mm):
Sømbrætspapir (20 mm):
Spejlingspapir
![](data:image/png;base64,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)
Isometrisk xyz-aksen
Blå
Isometrisk prikpapir (5 mm):
Isometrisk prikpapir (10 mm):
Isometrisk prikpapir (15 mm):
Isometrisk prikpapir (20 mm):
Spejlingspapir
![](data:image/png;base64,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)
Isometrisk x-aksen
Blå
Isometrisk prikpapir (5 mm):
Isometrisk prikpapir (10 mm):
Isometrisk prikpapir (15 mm):
Isometrisk prikpapir (20 mm):
Spejlingspapir
![](data:image/png;base64,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)
Isometrisk y-aksen
Blå
Isometrisk prikpapir (5 mm):
Isometrisk prikpapir (10 mm):
Isometrisk prikpapir (15 mm):
Isometrisk prikpapir (20 mm):
Spejlingspapir
![](data:image/png;base64,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)
Isometrisk z-aksen
Blå
Isometrisk prikpapir (5 mm):
Isometrisk prikpapir (10 mm):
Isometrisk prikpapir (15 mm):
Isometrisk prikpapir (20 mm):
Spejlingspapir
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)
Isometrisk xyz-aksen
Blå
Isometrisk stregpapir (5 mm):
Isometrisk stregpapir (10 mm):
Isometrisk stregpapir (15 mm):
Isometrisk stregpapir (20 mm):
Spejlingspapir
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)
Isometrisk x-aksen
Blå
Isometrisk stregpapir (5 mm):
Isometrisk stregpapir (10 mm):
Isometrisk stregpapir (15 mm):
Isometrisk stregpapir (20 mm):
Spejlingspapir
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)
Isometrisk y-aksen
Blå
Isometrisk stregpapir (5 mm):
Isometrisk stregpapir (10 mm):
Isometrisk stregpapir (15 mm):
Isometrisk stregpapir (20 mm):
Spejlingspapir
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)
Isometrisk z-aksen
Blå
Isometrisk stregpapir (5 mm):
Isometrisk stregpapir (10 mm):
Isometrisk stregpapir (15 mm):
Isometrisk stregpapir (20 mm):
Kvadratpapir
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHoAAACqCAYAAABiZ1vLAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAV4SURBVHhe7Z1Pax1lFIcvIbQlTSRG0oQ2JMUSCxHFbAR37gS/gaDfoehHcOPClQt32Qq6ksy1q9rkXkyh+KebSAiU9k6aRQQDReje90wHuaYnczPv+a2G54Ffm5mTnHdOnzsz0AxML/Ei5bemXL50Zf/68tqpV8vNzdX1ieu2ydLijZOrM7OHXi0n1st6erXcqGc2J+bGq53J85Tqi0aGPx2/NShG39WbEgb9cuK6bRj2y693iqcf1pthrJf1rDclqGc2J+am3mxi2/5AtAOiRSA6DqIFIFoEouMgWgCiRSA6DqIFIFoEouMgWgCiRSA6DqIFdE70/GsLT4b9o08as11+PizKPbeWnXLyum1SlP3d4umXbi0jVa/U06vlRz7zXuXGq41leWnl994br197lob6oinpk/hVavqHV8tN+jROXLdNUr/dQX/0rVfLifWynl4tN+qZzYm58WrjWVu59aed1ly6HbhHi0B0HEQLQLQIRMdBtABEi0B0HEQLQLQIRMdBtABEi0B0HEQLQLQIRMdBtABEi0B0HEQLQLQIRMdBtABEi0B0nFaip6amHv3y48FcU3bvHm+mg/zBq+UmHeTEddtkUJTf/Fw8/tir5cR6WU+vlhv5zMmJufFq45menr7bW1259U/6gZ2mDPujh+kg//JqgUxct03S2XeUxDzyallJvaqeXi0/0pnNSeXGq43l3bff/9tOay7dDtyjRSA6DqIFIFoEouMgWgCiRSA6DqIFIFoEouMgWgCiRSA6DqIFIFoEouMgWgCiRSA6DqIFIFoEouMgWgCiRSA6DqIFdE40z4ydk649M8ZToH469xRogku3A/doEYiOg2gBiBaB6DiIFoBoEYiOg2gBiBaB6DiIFoBoEYiOg2gBiBaB6DiIFoBoEYiOg2gBiBaB6DiIFoBoEYiO00o076b007l3U/K2WT9Vry69bTbBpduBe7QIRMdBtABEi0B0HEQLQLQIRMdBtABEi0B0HEQLQLQIRMdBtABEi0B0HEQLQLQIRMdBtABEi0B0HEQLQLQIRMdpJfrypSv79s1NGRRHHw2KsvBquUkHOXHdVumXWzvbTz5zaxmpeqWeXi036pnNibnxauOZnZm737u+vHZqn4zmWMPR6NX9oVxg3Rbplwcp99xaTqyX9fRq+dHOXDmp3Hi1/7Jxe/PYTmsu3Q7co0UgOg6iBSBaBKLjIFoAokUgOg6iBSBaBKLjIFoAokUgOg6iBSBaBKLjIFoAokUgOg6iBSBaBKLjIFoAokUgOg6iBXRO9M3V9Rd2AI0pRvspp24tO6PJ67bLSTrGQ2d/Xl72OnllfyjimV8+g7bv1sby3jsfPDfbnNEOXLpFIDoOogUgWgSi4yBaAKJFIDoOogUgWgSi4yBaAKJFIDoOogUgWgSi4yBaAKJFIDoOogUgWgSi4yBaAKJFIDoOogV0TvTS4o0TG2hCtgb90YGzPztp6Iuse/EUR7+mwb93axmpeqWeXi036plrJ1tn95/N+psbj3tXZ2YP7dPblGH/2afpIO95tdykf8iJ67bJMIlJf985uz+QO3VPr5YV9czmxNx4tfEszF/bs9OaS7eD9bKe9aYE9czmhHt0EESLQHQcRAtAtAhEx0G0AESLQHQcRAtAtAhEx0G0AESLQHQcRAtAtAhEx0G0AESLQHQcRAtAtAhEx0G0gM6J5lGic9OtR4l4ONBP1atLDwcmuHQ7WC/rWW9KUM9sTrhHB0G0CETHQbQARItAdBxEC0C0CETHQbQARItAdBxEC0C0CETHQbSALoq2N6jYF+dmdmbu/sbtzWOvlpv6zS1uLSf2H/cL84sPvFpOrFf9ywC3nhP1zObE3Hi1/6d38i8LZh0KKISc0QAAAABJRU5ErkJggg==)
Kvadreret papir
Blå
Kvadratpapir (5 mm):
Kvadratpapir (10 mm):
Kvadratpapir (15 mm):
Kvadratpapir (20 mm):
Linjeret papir
![]()
![](data:image/png;base64,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)
Linjeret papir u. margin
Blå
Linjeret papir (5 mm):
Linjeret papir (10 mm):
Linjeret papir (15 mm):
Linjeret papir (20 mm):
Koordinat-system
![](data:image/png;base64,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)
Kartesisk (X/Y)
Blå
Kartesisk (5 mm):
Kartesisk (10 mm):
Kartesisk (15 mm):
Kartesisk (20 mm):
Koordinat-system
![](data:image/png;base64,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)
Kartesisk (X/Z)
Blå
Kartesisk (5 mm):
Kartesisk (10 mm):
Kartesisk (15 mm):
Kartesisk (20 mm):
Koordinat-system
![](data:image/png;base64,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)
Kartesisk (Y/Z)
Blå
Kartesisk (5 mm):
Kartesisk (10 mm):
Kartesisk (15 mm):
Kartesisk (20 mm):
Rumlige figurer
![](../Resources/Polyedre/Foldbare/Tetraede/Tetraede-farve1.png)
Tetraede:
Rumlige figurer
![](../Resources/Polyedre/Foldbare/Kasse/Kasse-farve1.png)
Kasse:
Rumlige figurer
![](../Resources/Polyedre/Foldbare/6sidetterning.jpg)
6-sidet terning:
Rumlige figurer
![](../Resources/Polyedre/Foldbare/4sidetpyramide.jpg)
4-sidet pyramide:
Rumlige figurer
![](../Resources/Polyedre/Foldbare/5sidetpyramide.jpg)
5-sidet pyramide:
Rumlige figurer
![](../Resources/Polyedre/Foldbare/oktaede.jpg)
Oktaede (8-sidet):
Rumlige figurer
![](../Resources/Polyedre/Foldbare/12kantetterningmtal.jpg)
Dodekaede m. tal (12-sidet):
Rumlige figurer
![](../Resources/Polyedre/Foldbare/12kantetterningutal.jpg)
Dodekaede u. tal (12-sidet):
Emneord
#prikpapir #isometriskpapir #matematiskpapir #papirtilmatematik #papirtiludprint #sømpapir #polyedre #polyedreimatematik