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Prikvačeni tweet
My new pinned tweet, because it's a post about the best fold I know.https://bookzoompa.wordpress.com/2018/02/02/the-best-fold-to-know-how-to-do/ …
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Description of first Frieze group. The part I liked most about making this post is making frieze symmetry with pattern blocks. It's an interest constraint.https://bookzoompa.wordpress.com/2020/02/01/frieze-symmetry-f1-p1-%e2%88%9e%e2%88%9e/ …
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Paula Beardell Krieg proslijedio/la je Tweet
Since my recent foray into knots on the cube, I’ve decided to read up and actually learn about knot theory. Now, I’m exploring which knots I can make, starting from the beginning. I’ve made the unknot & trefoil before. Here are the figure 8 (4_1) & 5_1 knots.pic.twitter.com/nVLAh2Ft6j
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What an great site. Making the Parallelepiped will be first on my list
@shskaercherhttps://twitter.com/shskaercher/status/1223649350531895304 …Hvala. Twitter će to iskoristiti za poboljšanje vaše vremenske crte. PoništiPoništi -
Paula Beardell Krieg proslijedio/la je TweetHvala. Twitter će to iskoristiti za poboljšanje vaše vremenske crte. PoništiPoništi
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What a compelling spread illustrating 1/2 by
@edsouthall & sonhttps://twitter.com/edsouthall/status/1223560165024239616 …
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For the symmetry building activity Ss cut out two sets of tangrams (an idea inspired by
@findthefactors ) then arranged them like mirror reflections. Am continually amazed by how quickly young kids understand & can create symmetry, & how it delights them.pic.twitter.com/dZleHG9SG8
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Inside the folders are number lines with sliders, bead grouping activity for 10s facts, a skip counting game and symmetry building shapes+pic.twitter.com/mvIJmy9ySt
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Spent the week making math activity folders with first graders. Wanted a striking, simple graphic on the cover. Gave them a prompt bases on frieze symmetry then they made their own designs +pic.twitter.com/pMTMJKGeWa
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Paula Beardell Krieg proslijedio/la je Tweet
Frieze Friday! More fun with frieze symmetry at
@PaulaKrieg's blog. https://wp.me/pEFoL-2y3 Here's a quick@geogebra applet to play with the gyration point. https://www.geogebra.org/m/ygndsf7f#iteachmath#mtbos woot.Hvala. Twitter će to iskoristiti za poboljšanje vaše vremenske crte. PoništiPoništi -
This in the next one in a series of posts about Frieze groups. It's the one that I've been most eager to share because it's about making sense out the most confusing aspect of these groupshttps://bookzoompa.wordpress.com/2020/01/30/frieze-symmetry-intro-3-square-bases-gyration-points/ …
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Paula Beardell Krieg proslijedio/la je Tweet
My new surface design collaboration with
@rantonse is now on Instagram! Follow STRUCTURE at https://www.instagram.com/getstructure/ pic.twitter.com/Fo3EDsmXYo
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He thinks of this as 4 from 10. At the moment I responded, saying 4 from 10 is accurate, but the way it's taught is 10 minus 4. He has a keener number sense than me so I am still thinking about this. Also thinking about how even after 30 years his thinking still surprises me.
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Since I'm doing projects with First graders for the next two weeks, these kinds of materials are laying around the house. My husband, whose circumstances and full dyslexia kept him from the education most if us had, saw these cards and was confused, saying, isn't that backwards?+pic.twitter.com/SXb3G2LYFL
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Yesterday I workshopped in a first grade classroom whose teacher had done a PD day with me a decade ago. She's passed on my way of working with materials to her students, which made the project we were doing so much easier to teach!
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I remember how surprised I was when I realized that pi could be placed in the number line. So glad I explain this.
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She didn't know that pi had a value that could be pointed to on the number line. "But doesn't it have infinite digits?" I explained that those refinements are pretty indistinguishable after a few digits. Then talked about circle stuff. She was so happy. +
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I have a friend who has been showing interest in math. Today we talked about pi. Her experiences led her to believe that she would never be able to comprehend pi. The first thing I did was show her where is would be on the number line.+
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More about Frieze symmetry, I had so much trouble sorting things out that I'm thoroughly enjoying this attempt to make things less opaque for others. It's a great explorationhttps://bookzoompa.wordpress.com/2020/01/25/frieze-symmetry-patterns-intro-2-language-notation/ …
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First post about Frieze Groups. So much to sort out that just the introduction will be spread into two posts. Not that there's so much to say, but so much to process and to keep organized that a bunch of short posts will work the best.https://bookzoompa.wordpress.com/2020/01/24/frieze-symmetry-patterns-introduction-1/ …
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Paula Beardell Krieg proslijedio/la je TweetHvala. Twitter će to iskoristiti za poboljšanje vaše vremenske crte. PoništiPoništi
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