tag:blogger.com,1999:blog-3163503181709633722024-03-19T04:18:41.809-07:00Teaching With NinjanuityTeaching with Ninjanuity: because teaching thrives on what goes on behind the scenes and everyday ingenuity! This blog includes classroom tips and tricks, engaging activities, center ideas, and time savers to help behind the scenes and in the classroom!Becky from Teaching With Ninjanuityhttp://www.blogger.com/profile/16607170408938714709noreply@blogger.comBlogger41125tag:blogger.com,1999:blog-316350318170963372.post-7297624136039823092020-05-10T16:00:00.002-07:002020-05-10T16:00:21.649-07:00Top 10 Ways to use Dice in the Kindergarten Classroom<h2><br /></h2><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNP-mZAoEIt_Qk5uKRWFVgkdR4qoh06eV1uzOTdEgYMom4zK1JGnukRjJlVFa6YpZ72eoEGc6wvJyblN0rVlalDQ2_UBGhgg4WondTbAA0kqp4V5u2B3kW55RXkW05Pef48qwVdQxAtms/" style="margin-left: 1em; margin-right: 1em;"><img alt="10 Dice Activities For Kindergarten" border="0" data-original-height="535" data-original-width="1580" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNP-mZAoEIt_Qk5uKRWFVgkdR4qoh06eV1uzOTdEgYMom4zK1JGnukRjJlVFa6YpZ72eoEGc6wvJyblN0rVlalDQ2_UBGhgg4WondTbAA0kqp4V5u2B3kW55RXkW05Pef48qwVdQxAtms/d/10+Dice+Activities+for+Kindergarten+Title.png" title="10 Dice Activities to learn numbers, build fluency, and practice sight words in kindergarten" /></a></div><h2>
Top 10 Best Dice Activities in the Kindergarten Classroom</h2>
Dice are one of my FAVORITE classroom supplies because they are so versatile and so easy to differentiate too. My students love getting to use them for different centers and especially love when I take out the "SPECIAL" dice!<br />
<a name='more'></a><br /><br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXQFgpF_dtTWN3RSfllkQYz9akwYoGDCoEXaXvLAqejsyOla_FZ_BI5ahlNlmozmWrgV_Sy5vyvv9AlRQmjvYY8Iyg7IExwx8p85uinm-pxKi9PCJSHMAtM28HRc7uXtWqYD3Gf60wo7g/" style="margin-left: 1em; margin-right: 1em;"><img alt="Dice Collection" border="0" data-original-height="3024" data-original-width="3024" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXQFgpF_dtTWN3RSfllkQYz9akwYoGDCoEXaXvLAqejsyOla_FZ_BI5ahlNlmozmWrgV_Sy5vyvv9AlRQmjvYY8Iyg7IExwx8p85uinm-pxKi9PCJSHMAtM28HRc7uXtWqYD3Gf60wo7g/w640-h640/Dice+Collection.JPG" title="Dice collection for dice activities for kindergarten" width="640" /></a></div><div><br /></div><div><br /></div><div>I love a good dice collection! Many of these dice are from Amazon - including the <a href="https://amzn.to/2LjcNLW" target="_blank">dice #1-12, #1-20, and the decade dice</a>! I even got my <a href="https://amzn.to/3fE2jVl" target="_blank">foam dice on Amazon</a> (foam dice are amazing because they are QUIET!). You can grab the <a href="https://amzn.to/2Ah0oGi" target="_blank">Dice in Dice</a> here too!<br /><div><br /></div><div>So one of my favorite ways to engage students is by using dice! There are so many things students to do and practice when they use dice. With so many different kinds of dice, I've loved having easy ways to differentiate activities or to change things up a little bit for my students. Here is a collection of some of my favorite ways to use dice in the classroom - both for math and language arts too!<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6COZH05_Qa3-QLyKOWXEG0PkV6oV7wEOH_LcPDYiLRn7atQHdPNDalPNqFLa05FRYib6yQpWEP27JOo7znpdARhWgY0hzkWCK16HsLUo5z3TrfVQmKXM3C_xxhV5j9juoikSIY9vN2II/" style="margin-left: 1em; margin-right: 1em;"><img alt="Just add dice number tracing" border="0" data-original-height="2784" data-original-width="2784" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6COZH05_Qa3-QLyKOWXEG0PkV6oV7wEOH_LcPDYiLRn7atQHdPNDalPNqFLa05FRYib6yQpWEP27JOo7znpdARhWgY0hzkWCK16HsLUo5z3TrfVQmKXM3C_xxhV5j9juoikSIY9vN2II/w640-h640/Just+Add+Dice+Roll+and+Trace.JPG" title="Just add dice number tracing with dice for kindergarten" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><h3>
1. Number recognition at the beginning of the year</h3>
Using dice to practice number recognition is one of the first activities I do in the beginning of the year. One of the ways we do this is by using my "Roll and Trace" numbers page. I print these pages and put them in sheet protectors so the students can use them with a whiteboard marker. This activity helps my students practice rolling a number, identifying that number on the page, and then practice writing the number with a whiteboard marker. This activity is especially helpful at the beginning of the year because most of the students need to practice being able to recognize AND write numbers.<br />
<h3><br /></h3><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1qhx-sfz7KgzOBycBNUgiMkuP5f4_BcXWHjbaUKo4La1GT7HOHWGpIntvVCJIMpo98EZz0zyOHgzYNB8-l2F0v9TmOgdnBIlq2Jw313eMpzfvv1AMPSfODF1kLvlXwxO0C5v6Zw1PLD4/" style="margin-left: 1em; margin-right: 1em;"><img alt="Subitizing with Dice" border="0" data-original-height="2876" data-original-width="2876" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1qhx-sfz7KgzOBycBNUgiMkuP5f4_BcXWHjbaUKo4La1GT7HOHWGpIntvVCJIMpo98EZz0zyOHgzYNB8-l2F0v9TmOgdnBIlq2Jw313eMpzfvv1AMPSfODF1kLvlXwxO0C5v6Zw1PLD4/w640-h640/Subitizing+with+Dice.JPG" title="Subitizing 1-6 with Dice for kindergarteners" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><h3>
2. Subitizing to recognize sets of objects quickly</h3>
At the beginning of the year, my students play "Roll and Cover" using dice. I start off by using foam cubes that I bought at either the Dollar Tree or at the Target Dollar Spot. On the foam die I use a sharpie marker and put dots for "1," "2," and "3" as well as the numerals "1," "2," and "3." If you want to mix them up some, you can also leave a space blank for "0" or write the number "0." Then students use the "Roll and Cover" page (in a sheet protector!) as they roll the die and find a group of objects that matches what the die says. They use themed mini erasers (or some other type of manipulative) to cover up one matching box. Then they roll again. As students become fluent with this, I have them use a 1-6 die and do the same activity on a matching "Roll and Cover" page. This activity helps them build association with sets of objects so that they don't have to count them each and every time.<br />
<div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVX-XlqhSnJ7PRK56ImboQfMS-177GsRLWodiTkKf-ZEpoCJR0KuPMjaQ44u5U6eHVZeBv9Dv-SdZmHUO5_iowyfi-6sfd52WtKGmT4GELQTPTPOzSTlo65zfGwkEw279gv0Slo_AF6f0/" style="margin-left: 1em; margin-right: 1em;"><img alt="Counting objects with dice" border="0" data-original-height="3024" data-original-width="3024" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVX-XlqhSnJ7PRK56ImboQfMS-177GsRLWodiTkKf-ZEpoCJR0KuPMjaQ44u5U6eHVZeBv9Dv-SdZmHUO5_iowyfi-6sfd52WtKGmT4GELQTPTPOzSTlo65zfGwkEw279gv0Slo_AF6f0/w640-h640/Counting+Objects+with+dice.JPG" title="Counting objects for one to one correspondence with dice in kindergarten" width="640" /></a></div><h3>
3. Counting objects to match a certain number</h3>
This is another activity I use a lot at the beginning of the year. It's perfect because students put into practice matching the rolled number on the die with the matching amount of objects, incorporating one-to-one correspondence in repetition with numbers 1-6. There are so many ways to practice counting objects to match the number they roll. We use mini erasers, jewels, cubes, etc. My students LOVE when I take out unifix cubes for them to use for this activity because they absolutely love making "towers" with the unifix cubes! <br />
<h3><br /></h3><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidwUS2QyqoMnrUMf2wGO5zlqalJRSuZU-hsOLRmdlwCgOImwZPa5kGgxjGamH1VjujwrdY1hAHQR47s9-6uU9lvvGsEIgPP3RUJG8ihSGrlULD0IqkY74Ze4NYXUBpu8Zsj88JbDlWdww/" style="margin-left: 1em; margin-right: 1em;"><img alt="Just add dice adding two more" border="0" data-original-height="2528" data-original-width="2528" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidwUS2QyqoMnrUMf2wGO5zlqalJRSuZU-hsOLRmdlwCgOImwZPa5kGgxjGamH1VjujwrdY1hAHQR47s9-6uU9lvvGsEIgPP3RUJG8ihSGrlULD0IqkY74Ze4NYXUBpu8Zsj88JbDlWdww/w640-h640/Just+Add+Dice+add+Two+More.JPG" title="Just add dice to practice adding two more to build fluency for kindergarteners" width="640" /></a></div><h3>
4. Number Fluency Practice to build math skills</h3>
This year with math, we've spent a great deal of time building fluency with numbers and their relationships with each other. It has been SO helpful in students being more successful and fluent with their math skills. Four of the biggest concepts we've worked to solidify are "one more," "two more," "small doubles," and "friends of 10." Practicing these concepts has really helped my students to work with numbers much quicker and much more successfully too. We work on these concepts whole group as part of our fluency routines and then in small groups using these practice pages. I print the different concepts on different colored paper (so "one more" might be on pink, "two more" on yellow, etc.). Then I slip them in sheet protectors (can you tell I love my sheet protectors?!?) and the students can use a whiteboard marker with them. These pages are super easy for me to use at an independent center and to differentiate in a few different ways:<br />
<ul>
<li>Students can work on a different concept (maybe some students are on the "one more" page while others are on the "two more" page)</li>
<li>Students can have a different numbered die (a dot die, a numeral die, or a 12 sided die)</li>
</ul>
<h3><br /></h3><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7evMtiuDMgoXOoMtloPM58XAAbmsN1mfapc7msF9VBWnR9C04AK-RN0pJem4HYKUwmN5e65Ngn4HvS4mb1mc7Clsj37ovRPDqnOqs4cP4JJCbEaasEfkg5kPHoVJh1672ayR541NGkGM/" style="margin-left: 1em; margin-right: 1em;"><img alt="Number sentences with dice" border="0" data-original-height="2133" data-original-width="2133" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7evMtiuDMgoXOoMtloPM58XAAbmsN1mfapc7msF9VBWnR9C04AK-RN0pJem4HYKUwmN5e65Ngn4HvS4mb1mc7Clsj37ovRPDqnOqs4cP4JJCbEaasEfkg5kPHoVJh1672ayR541NGkGM/w640-h640/Dice+number+sentences.JPG" title="Differentiated number practice with dice in kindergarten" width="640" /></a></div><h3>5. Adding with Dice</h3>
While the above activity has students adding, another way I incorporate dice into practicing addition is to give students a set of dice where they roll the multiple dice and then write and solve a number sentence to go along with the numbers they rolled. I provide manipulatives and number lines for students who want or need extra support. I introduce this at my small group table and then as students get the hang of it, I have them do it as an independent center. I have small containers from Amazon that I use to hold the dice into differentiated sets. For my students who are still practicing adding numbers 1-6, they have a 1-6 dot die and a 1-6 numeral die. My students who are just above that have the same dice with an added triangular die that has simple numbers on it. The next group has a more complex combination of dice, and lastly, my students who are more advanced have more complex dice than that. My students write number sentences for the numbers shown on their rolled dice in their math journals. This is good practice for them because they are able to use what they know about "one more," "two more," "doubles," and "friends of 10" to help them as they put the numbers together.<br />
<div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirFqqCu7Nt2JP0vTlrUn2-jJbk47vj5utxDYKNqGT366429_I7qxpjdGlY54LmEssJv_5cWF1csw1mxFLiHIsxQMSH96b-lmNqL55gmPCaG4yHC8kIToHk9liP64iqWl4C6CEyFi7-ZR8/" style="margin-left: 1em; margin-right: 1em;"><img alt="Subtracting with Dice" border="0" data-original-height="2555" data-original-width="2555" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirFqqCu7Nt2JP0vTlrUn2-jJbk47vj5utxDYKNqGT366429_I7qxpjdGlY54LmEssJv_5cWF1csw1mxFLiHIsxQMSH96b-lmNqL55gmPCaG4yHC8kIToHk9liP64iqWl4C6CEyFi7-ZR8/w640-h640/Just+add+dice+Subtraction.JPG" title="Subtracting with dice to build number fluency in kindergarten" width="640" /></a></div><h3><br /></h3><h3>
6. Subtracting with Dice</h3>
We just started practicing subtraction with our dice! For this, we use either two dice or a "double dice." We roll the dice and take the bigger number and write that down first. Then we subtract the smaller number to find the answer. Right now, as we are really just getting started with subtraction, we've only been using dice with numbers 1-6. Later as we get better with subtraction, I will have some students swap one of these die out for a 1-10 or 1-12 die. We use a LOT of manipulatives for subtraction since it can be a more difficult concept to grasp than addition.<br />
<h3><br /></h3><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9xIiBxEhkpH5v0UCPA2clNyi-MPfJ-ejegFx2OWbxav2GiXkoQJI4Cv6qCshr8_6xeitzc1qQQ3986JryT0HHZ2mozFjWelOpRxSC00XQ4PARyAHNwmV0ZtdWZyHcJjIe4Fom3kROeOs/" style="margin-left: 1em; margin-right: 1em;"><img alt="More or less game" border="0" data-original-height="2274" data-original-width="2274" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9xIiBxEhkpH5v0UCPA2clNyi-MPfJ-ejegFx2OWbxav2GiXkoQJI4Cv6qCshr8_6xeitzc1qQQ3986JryT0HHZ2mozFjWelOpRxSC00XQ4PARyAHNwmV0ZtdWZyHcJjIe4Fom3kROeOs/w640-h640/More+or+Less+Game.JPG" title="More or Less dice game to practice numbers in kindergarten" width="640" /></a></div><h3>
7. More or Less</h3>
I love using math games for my students to practice concepts we are learning. These are great center games for my students! In my classroom, I use "mixed ability" groups at independent centers so these games are great for my students to practice working together and building a relationship of helping/learning with a peer. Having them work in partners of mixed abilities, the students have been more successful practicing concepts correctly! Two of my favorite games to have my students play are "More or Less" and "Race to ___."<br />
With <b>More or Less</b>, we decide if we are playing "more" or "less." Students get 10 mini erasers each, one dice each, and one game board to share. They roll their dice at the same time and if we are playing "more" then the student whose number is more on their die gets to put one of their mini erasers on the game board. They continue playing this way until the first person has run out of mini erasers and is the winner! As the year goes on, I have students use two dice each to add the numbers together and then determine whose number is more/less. I've also had students play this game as a group of 3 and it's easy enough to add in a third type of mini eraser!<div><br />
<br /><div style="text-align: center;"><img alt="Race to 100 Dice Game" border="0" data-original-height="3024" data-original-width="3024" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiVbjIxd3VEjKA5WZVZ18D3nWQfJTBSYAuNEjasJcDIRR0wHyd09uVyQX26228unwM3WfPC5HQviLwwqyiKixerpqXwbM8hnQRfOBonAxlPKden6iswmMXxUjA2auMbxorGXrxbISO6o0/w640-h640/Race+to+100+Dice+Game.JPG" title="Race to 100 Dice Game to practice fluency and number concepts in kindergarten" width="640" /></div>
<h3>
8. Race to 50 or Race to 100 </h3>
Race to 5o and Race to 100 is a classroom favorite! With this game, the students get a game board to share, a die, and each student picks a different color crayon. The students take turn rolling the die and coloring in that many boxes starting from the number 1 with their specific color crayon. Then the next player does the same thing and colors in the amount on the die from the spot where the previous player left off. Play continues until the players finish at 50 or 100. When the game board is full, then students go through and count up how many squares each of them colored in. I tell my students there are TWO WINNERS with this game: the player who got to 50 or 100 first and the player who colored in the most squares on their game board. We love playing this with our 4th Grade Buddies on Friday afternoons!! It's always a good check when the students come up to the teachers to show us their finished game and we see they counted their squares and one student had 48 and another had 47 - we send them back to count again since the numbers don't add up to 100!<br />
This game is also great because it can easily be a 3 player game when there aren't enough students to make partners of 2.<br />
<h3>
9. Four Corners</h3>
If I had a dollar for every time my students asked to play Four Corners.... Hahah!!<br />
I use a dice when we play Four Corners! I found it helps if my student who is "it"takes a peek while they are counting and picks a specific corner based on peeking. At the beginning of the year, I label the corners in my classroom with 1-4. We use a 6 sided dice to call out a corner. If we roll a 5 or a 6, then I have my "it" student roll again. As the year continues, I add new numbers to the corners in my classroom. One corner might have the numbers 1, 6, 10. While another corner might have 3 and 7. For that, I use a 10 sided dice. As we get farther along in the year, I add more numbers! A lot of times I just add a "1" in front of the numbers so 4 becomes 14. Then we play with a 10 sided dice and I have the student add that number to 10 - like if they roll a 6, they add 10 and it becomes 16. I especially like playing Four Corners with my students when we are practicing number recognition at the beginning of the year and counting to 10 or counting to 20.</div><div><br /></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEyx2PjGVYna2LHFL4FP0ILJoCsNl-y2gpJ0GrEWuypdvnhxyFHg-znDH4uj-czxVjAw0RMIQyHOLhe7pbQ5FArxCSYxo4ZvTn5wePbWhvoM2gqIIKVnOzcjd1JVuEf0HYiBZ5cO5WA-k/" style="margin-left: 1em; margin-right: 1em;"><img alt="HFW Roll and Write" border="0" data-original-height="274" data-original-width="822" height="214" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEyx2PjGVYna2LHFL4FP0ILJoCsNl-y2gpJ0GrEWuypdvnhxyFHg-znDH4uj-czxVjAw0RMIQyHOLhe7pbQ5FArxCSYxo4ZvTn5wePbWhvoM2gqIIKVnOzcjd1JVuEf0HYiBZ5cO5WA-k/w640-h214/High+Frequency+Words+Roll+and+Write.png" title="High Frequency Word Roll and Write to use dice to practice sight words in kindergarten" width="640" /></a></div><h3><br />
10. Roll and Write High Frequency Words</h3>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: left;"><tbody>
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<tr><td class="tr-caption" style="text-align: center;"><span style="text-align: left;"><br /><br /></span></td></tr></tbody></table>For Language Arts, one of my independent centers is "Roll and Write" high frequency words using these editable Roll and Write lists! I have them printed on color coordinated Astrobrights paper, laminated, hole punched in the upper left corner, and then on a binder ring. This makes them easy and accessible for my students to grab whatever list they are working on. The students spend the whole center on this to practice writing their high frequency words. Depending on the ability level of the student, I have them focus on either just writing the word that they rolled OR I have them use the word in a sentence to help differentiate. Other times I have my students do a mixture of both - where they use the front of their page to practice writing the words they rolled, then the backside is for them to write the word in a sentence.<br /><br />
I think the best part of this <a href="http://bit.ly/TPTHFWRAWBPTPT">High Frequency Words Roll and Write</a> is that it's editable so you can add in your own words depending on what words you are working on!</div><div><br /></div><div>If you are interested in these ideas, you can purchase them by clicking the image below. This product includes 30+ activities including those shown from items 1, 2, 4, 6, 7, and 8 on this list.<br /><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://www.teacherspayteachers.com/Product/Just-Add-Dice-Addition-and-Subtraction-No-Prep-Activities-2589527?utm_source=Blogger&utm_campaign=10%20Dice%20Activities" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img alt="Just Add Dice Activities" border="0" data-original-height="1078" data-original-width="1080" height="399" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMaxLTWTZEvdcpnhe6PABTI3nojfJIaMYbv8ttigC4fI7HIPEM7K9Yb07tKz4Q5oPKVBjdE1FkZH85hAaS3jCeX3fE6L-_MdxOo8iRUw3H0ui0Okq0C-i9zZBdp9QvzNZiHZ5TGVlIRTs/w400-h399/Just+Add+Dice+Addition+and+Subtraction.png" title="Just Add Dice Activities for Kindergaten to practice and build skills using dice" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;">For the High Frequency Words Roll and Write click here:</div><div class="separator" style="clear: both; text-align: center;"><a href="https://www.teacherspayteachers.com/Product/High-Frequency-Word-Roll-and-Write-4901876?utm_source=Blogger&utm_campaign=Dice%20Blog" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img alt="High Frequency Word Roll and Write" border="0" data-original-height="1078" data-original-width="1080" height="399" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqIYWi-reyXxSHdPw2Q0xK7hyphenhyphenA0Dqmlv2PP6KJ9GBpitcXyHwQqXyfDFvT1NUkawOU8VIbnxP53gxBxudfhgwmDXMRd8soZPfcyqNH6geJO3DMiAwZLi6YFxjAbpFteqnHy5RF86VDo0c/w400-h399/High+Frequency+Word+Roll+and+Write.png" title="Editable High Frequency Word Roll and Write activities to practice Sight words and HFW" width="400" /></a></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">I hope these ideas are useful in your classroom! I know my students have LOVED using dice!</div></div></div></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dyptAPhtFhFNzkdAUv_TGEnM4zocYuDAMJh-esoz09AZx0oqZKeWUC6HlofrRIBrywjJys7aJo4tSJnvHuobg' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMmDdSbXtoVCdaZT2fgrCdV5JFKyAzzjmMlxtauDtgaoc7QbnoxWAGY24OhFQIvETIMsqJ3O7lV1fqRV1JVj0II8VKQZ6cXacFOF-pVANudk7Wk8I5__ZVBGEYiS6hWGori2qs0MelW2w/" style="margin-left: 1em; margin-right: 1em;"><img alt="10 Dice Activities for Kindergarten Pin" border="0" data-original-height="1102" data-original-width="735" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMmDdSbXtoVCdaZT2fgrCdV5JFKyAzzjmMlxtauDtgaoc7QbnoxWAGY24OhFQIvETIMsqJ3O7lV1fqRV1JVj0II8VKQZ6cXacFOF-pVANudk7Wk8I5__ZVBGEYiS6hWGori2qs0MelW2w/w266-h400/10+Dice+Activities+For+Kindergarten+Pin.png" title="10 Dice Activities for Kindergarten Pin" width="266" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><font size="1"><br /></font></div><div class="separator" style="clear: both; text-align: center;"><font size="1">**Some of the items in this post are affiliate links. The writer of this blog will earn a small commission from your purchase.</font></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div>Becky from Teaching With Ninjanuityhttp://www.blogger.com/profile/16607170408938714709noreply@blogger.com0tag:blogger.com,1999:blog-316350318170963372.post-77993610386862526972020-03-14T20:35:00.001-07:002020-03-14T22:00:25.145-07:00Shamrock Art Project for March Classroom Bulletin Board and Student Memory Book<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuEc8WE3olZ6Gc-RL1VvNA5RgUWdlFyPHL2VrZ70TwonfT1dFlNhF-r-jUwyXSHSTPVXlcCUgC_RvDQNDCNctCtmMqbeGavqZMTpTzBGGxVuPBEkgNWTVyNMat7AXODTFj2t3l_WdN4Z0/s1600/Shamrock+Art+Project.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Shamrock Art Project for Classroom Bulletin Boards and Memory Books" border="0" data-original-height="535" data-original-width="1580" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuEc8WE3olZ6Gc-RL1VvNA5RgUWdlFyPHL2VrZ70TwonfT1dFlNhF-r-jUwyXSHSTPVXlcCUgC_RvDQNDCNctCtmMqbeGavqZMTpTzBGGxVuPBEkgNWTVyNMat7AXODTFj2t3l_WdN4Z0/s1600/Shamrock+Art+Project.png" title="Shamrock Art Project" /></a></div>
<h2>
Shamrock Art Project for Classroom Bulletin Boards and Memory Books</h2>
I LOVE having a seasonal art project up on my bulletin boards. They always add a festive feeling to our classroom and are such easy and simple decorations too!<br />
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I try to get my art bulletin board switched out each month but then I end up leaving something like snowmen up until the end of February! <b>#oops #reallife</b> Each month I do an art project that I can put into the kids' memory books for the end of the year. I love doing this one to tie some writing in that will be fun for the kids (and their families) to look back on later!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdgM02ZqANaQF-KaUmJxxK6fc8XWBskd9xevKOrH_cmiRYtS65n3j3BY-dKAO7RlEKUybOxY5XbRFFvqz1RiBAql7HHr4z5SFP8H8modiuoMQNbtRVp_ZOYm6trBxro0P4dv92RTXRuQU/s1600/Shamrock+Stencil+Setup.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Shamrock Art Stencil Setup for art project" border="0" data-original-height="274" data-original-width="822" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdgM02ZqANaQF-KaUmJxxK6fc8XWBskd9xevKOrH_cmiRYtS65n3j3BY-dKAO7RlEKUybOxY5XbRFFvqz1RiBAql7HHr4z5SFP8H8modiuoMQNbtRVp_ZOYm6trBxro0P4dv92RTXRuQU/s1600/Shamrock+Stencil+Setup.png" title="Shamrock Art Stencil Setup" /></a></div>
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<h2>
Shamrock Stencil </h2>
For this project, I cut out a <a href="https://www.google.com/search?q=clover+clipart&source=lnms&tbm=isch&sa=X&ved=2ahUKEwjl8LvowJvoAhUKuZ4KHYQRAsUQ_AUoAXoECA0QAw">shamrock shape</a> I found using Google Images from card stock (or a file folder) and then laminate it to make a stencil. I have 4 of these ready to go so I (or a parent helper!) can do the project with just a few students at a time. Having them laminated makes them easy to wipe down with a baby wipe or a wet paper towel between students. I paperclip the stencil onto white paper to secure it.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRwh900X-3wJI6dJrvWAZlf6UZXj4N5GlTaIHiFLn-o2dnOAkROEL2YceFJFBBWh1h_5BEh0lr7imQSj4ngXWW2liKKMFll8pZeX8tIvvdM6leqfFQQz3Tp-_9tO6OPJwK2ayK5dJH4FU/s1600/Shamrock+Paint+Colors.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Shamrock Paint Colors for Students to mix" border="0" data-original-height="274" data-original-width="822" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRwh900X-3wJI6dJrvWAZlf6UZXj4N5GlTaIHiFLn-o2dnOAkROEL2YceFJFBBWh1h_5BEh0lr7imQSj4ngXWW2liKKMFll8pZeX8tIvvdM6leqfFQQz3Tp-_9tO6OPJwK2ayK5dJH4FU/s1600/Shamrock+Paint+Colors.png" title="Shamrock Paint Colors" /></a></div>
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Painting with a cotton ball for easy cleanup!</h2>
Then I put white, green, and yellow paint on a paper plate. The kids get to "paint" with a cotton ball and they get to mix the colors up on the paper plate however they want. Painting with a cotton ball is fun for the kids because it gives them a totally different experience than using a paintbrush - even though some still sweep it around like they would a paintbrush! AND - everyone loves an easy cleanup over cleaning paint brushes! It ends up giving some fun dimension to their shamrock that makes them "pop" more than everyone having the same green paint.<br />
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Sentence Frame Freebie!</h2>
This year I prepped the white paper onto the dark green paper and put the lighter green sentence frame on the bottom ahead of time. Last year, I did this part after the painting part was dry. It works either way! You can get the easy printable sentence frame for free by clicking here: <a href="http://bit.ly/TWNIALBPDF">"I am lucky because..." sentence frame printable.</a><br />
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After the project is all dry and ready to go, I have students write a reason they are lucky. I always love hearing their ideas! Things from "I am lucky because my family loves to give me hugs," to "I am lucky because I have a great teacher," or "I am lucky because my family takes me to Legoland." <br />
<h2>
These make great pieces to put in your students' memory books at the end of the year! </h2>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJnc5cKG_w-A3hGdIOvg7l9IYe0FhHyDsj5Fl0SgJMVwO_59ajI8yTTZODEjW9x-clPjAeUCDXcv4mhP52npFDZWK4J1Cfof-dM7w34CCGBLD7yTLU3aF4O_k1akPdt_JZPglFjD5v_E0/s1600/Shamrock+Art+Project+Pin.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Shamrock Art Project March Classroom Bulletin Board Ideas" border="0" data-original-height="1102" data-original-width="735" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJnc5cKG_w-A3hGdIOvg7l9IYe0FhHyDsj5Fl0SgJMVwO_59ajI8yTTZODEjW9x-clPjAeUCDXcv4mhP52npFDZWK4J1Cfof-dM7w34CCGBLD7yTLU3aF4O_k1akPdt_JZPglFjD5v_E0/s640/Shamrock+Art+Project+Pin.png" title="Shamrock Art Project Pin" width="426" /></a></div>
<br />Becky from Teaching With Ninjanuityhttp://www.blogger.com/profile/16607170408938714709noreply@blogger.com0tag:blogger.com,1999:blog-316350318170963372.post-67004958491326376952020-03-06T21:20:00.003-08:002020-03-14T22:00:19.732-07:00STEM Leprechaun Trap Project<div class="separator" style="clear: both; text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSqLwFnyXnpNq47RHo0aLRg50_jtz5HxCHmBDti-iFscOWH9SjkfGquIbOtynDc6zFTSuSadpNaugMy69HRaAZkoqC594TyE5w5VlO95tIlWnut9sq0C4EVirX2Y98jreTldmP7alcyWg/s1600/Stem+Leprechaun+Trap+Project.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="STEM Leprechaun Trap Project Ideas for Kids" border="0" data-original-height="535" data-original-width="1580" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSqLwFnyXnpNq47RHo0aLRg50_jtz5HxCHmBDti-iFscOWH9SjkfGquIbOtynDc6zFTSuSadpNaugMy69HRaAZkoqC594TyE5w5VlO95tIlWnut9sq0C4EVirX2Y98jreTldmP7alcyWg/s1600/Stem+Leprechaun+Trap+Project.png" title="STEM Leprechaun Trap Project" /></a></div>
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<h2>
STEM Leprechaun Trap Project </h2>
One of my FAVORITE projects of the school year is having students make a <a href="https://www.teacherspayteachers.com/Product/St-Patricks-Day-Leprechaun-Trap-STEM-Project-3046576" target="_blank">Leprechaun Trap</a> just in time for St. Patrick's Day! My students and families talk about it being their favorite too!<br />
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I started this project because I wanted a fun and engaging activity to tie into our
measurement unit that let students practice measuring things while also
using academic vocabulary to go along with it. I also wanted to include
other content areas as well - including science, reading and writing too!<br />
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Making Leprechaun Traps </h3>
I like to send this project home for students to work on with their
families but it could also be done in class with students working in a
small group or individually. There's a letter to send home to parents to give them information about the project. I make the project optional and have the students bring them back by at least the 16th so we can set up our traps that afternoon.<br />
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I have students share the traps with the class - we measure different parts of them so we can continue working on our academic vocabulary.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbm5K7yVz1dBI3H8g2iW5kMAYyEpOQ8dLmAORwnK7vJItTpc4HQEJ7hsAwF07-gzp7rDJJ6QOr-sqhn1f7nMwpsxNP0DvwmFMskVEWu_Dapjz5VRqzqOHcYKzOfel9k1QM5AlqP6yYuLQ/s1600/Leprechaun+Lookout+Agency.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Leprechaun Lookout Agency Activity" border="0" data-original-height="851" data-original-width="851" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbm5K7yVz1dBI3H8g2iW5kMAYyEpOQ8dLmAORwnK7vJItTpc4HQEJ7hsAwF07-gzp7rDJJ6QOr-sqhn1f7nMwpsxNP0DvwmFMskVEWu_Dapjz5VRqzqOHcYKzOfel9k1QM5AlqP6yYuLQ/s320/Leprechaun+Lookout+Agency.png" title="Leprechaun Lookout Ageny" width="320" /></a></div>
<h3>
Kicking Off the Project </h3>
To start off the project, I print out a tiny letter from "Lucky the Leprechaun" that shows up mysteriously in our classroom at the beginning of March. The letter is a cute little rhyme saying Lucky is coming to our classroom to look for gold. Later that day, I show kids that a large envelope showed up in my mailbox in the office - the envelope is form the "Leprechaun Lookout Agency." Inside the package, there is a letter that asks for our help in catching Lucky.<br />
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The "Leprechaun Lookout Agency" continues to send us "missions," materials, books, and so on leading up until St. Patrick's Day. The kids LOVE this part the most - they cannot wait to know if the LLA sent us another package and what might be inside. Sometimes I put new St. Patrick's Day themed math centers in the envelope for the LLA to send to us, other times it's books about catching Leprechauns or about building traps. One of my favorites is putting my <a href="https://amzn.to/2VvK1OI" target="_blank">St. Patrick's themed mini erasers</a> into the envelope and then dumping them out onto the table in front of the students! Then we use these mini erasers for the "Shamrock Shake" decomposing math center included in the project.<br />
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Optional Time Line</h3>
There's an optional timeline included so you can see some ideas of what I do with the project during those two weeks of school between March 1 and March 17. This timeline includes what I have the Leprechaun Lookout Agency send us during that time as well as some of the exploration we are doing along with the project.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyo8Rq67VtIkDEk3zm0wmnrgZd-8papKFkinXWj9yJBP3zovYABz2HNFmmc6YMFM5wP0weiba5RO7MGzjL9JNSNlNjB968_gQv0xfOH0ZW9L4cf8Z8_63r_cGhj8DuZ8D_QuK6-GvngSI/s1600/Leprechaun+Trap.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="STEM Leprechaun Trap Rainbow" border="0" data-original-height="851" data-original-width="851" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyo8Rq67VtIkDEk3zm0wmnrgZd-8papKFkinXWj9yJBP3zovYABz2HNFmmc6YMFM5wP0weiba5RO7MGzjL9JNSNlNjB968_gQv0xfOH0ZW9L4cf8Z8_63r_cGhj8DuZ8D_QuK6-GvngSI/s320/Leprechaun+Trap.png" title="Leprechaun Trap Rainbow" width="320" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdY1Bcda9sbIbClpplTpd1E2ydiJVXerUGELj8LC1B36GiO82qXl2J7yJV7yoyzxkAjxinalo-pOrOJ8kvvkVVZl8VLcIj0LqDfPibkiH9IhIKQ9TlOe8Z0Ms9-ZTGG59ZiHKSLeYk1nw/s1600/Leprechaun+Trap+2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="STEM Leprechaun Trap Project" border="0" data-original-height="851" data-original-width="851" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdY1Bcda9sbIbClpplTpd1E2ydiJVXerUGELj8LC1B36GiO82qXl2J7yJV7yoyzxkAjxinalo-pOrOJ8kvvkVVZl8VLcIj0LqDfPibkiH9IhIKQ9TlOe8Z0Ms9-ZTGG59ZiHKSLeYk1nw/s320/Leprechaun+Trap+2.png" title="Leprechaun Trap Hat" width="320" /></a></div>
<h3>
Science and Engineering</h3>
One of the academic vocabulary pieces in our measurement unit is "capacity" which can be a hard concept for primary grades! So to learn more about capacity, I included an activity where students can explore capacity using different sized containers and water. In the activity, the students compare the capacity of the different sized containers to the capacity of a soda can - seeing which ones hold more and which ones hold less.<br />
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Building the trap to catch the Leprechaun involves students to think critically about the design and construction of their trap. Many of my students came up with clever ways to "trap" the Leprechaun in a way where he wouldn't be able to get out. The project naturally aligns itself for students to think with purpose and intention about the design of their trap. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLQBfkQv6G9PG_Kl6o6dnS99SG8Njxxsov1XcRenU2vcdcyUDIU6EbV8EQZ0XthHKkiDTiD3oAYCwO_WycGr9ms-810DyojwjFuBunKXngjlUv8RgKDCDWnbDRrH1qZXpmt__BZuzm0bA/s1600/Measurement+Journal.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="STEM Leprechaun Trap Measurement Journal" border="0" data-original-height="851" data-original-width="851" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLQBfkQv6G9PG_Kl6o6dnS99SG8Njxxsov1XcRenU2vcdcyUDIU6EbV8EQZ0XthHKkiDTiD3oAYCwO_WycGr9ms-810DyojwjFuBunKXngjlUv8RgKDCDWnbDRrH1qZXpmt__BZuzm0bA/s320/Measurement+Journal.png" title="Measurement Journal" width="320" /></a></div>
<h3>
Math</h3>
Since our measurement unit is a math unit, I included a Measurement Journal where students practice our academic vocabulary and also get to use a "Shamrock Ruler" to measure objects. My students LOVE using their Shamrock Rulers to go around the room and measure objects. The journal makes it easy to include different explorations related to measurement all in one place - you can read more about why I LOVE using journals in the classroom by <a href="https://teachingwithninjanuity.blogspot.com/2020/02/using-journals-in-classroom.html" target="_blank">reading this post</a>!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZNLGAD6alssvb5Jf4c7zam6IiDTuPGuAvPo2XaGJ0AqHLEqMgby-DY_Rbi1tkvPyWpXa95sVAJP1Z8mvEixCT8SyRHfnv7qcbYzwfpc6dXXyVYQPpWiOzr4xWEcBvVitqIfocK5uTwhY/s1600/Shamrock+Shake.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="STEM Leprechaun Trap Shamrock Shake Math Game" border="0" data-original-height="851" data-original-width="851" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZNLGAD6alssvb5Jf4c7zam6IiDTuPGuAvPo2XaGJ0AqHLEqMgby-DY_Rbi1tkvPyWpXa95sVAJP1Z8mvEixCT8SyRHfnv7qcbYzwfpc6dXXyVYQPpWiOzr4xWEcBvVitqIfocK5uTwhY/s320/Shamrock+Shake.png" title="Shamrock Shake Math Game" width="320" /></a></div>
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Included is also a game called "Shamrock Shake" (mentioned above) where my students use shamrock, pots of gold, and rainbow shaped mini erasers to practice addition and decomposing. For this, my students get a number of mini erasers and a shamrock shake page. They hold the erasers in their hand and then shake them out onto the page. Then they write a number sentence to go along with how many erasers are ON the shamrock and how many are OFF of the shamrock. I love doing this because it helps build fluency in their addition skills. A lot of times I have students use 10 erasers so they can practice using Friends of 10 but I will also differentiate the amount of erasers the students get as needed.<br />
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Writing</h3>
We also write about our traps. There are some pages included for
students to answer specific questions about their trap and to write
about how their trap will catch Lucky. The kids and parents put so much
creative thought into their traps that it is always fun to read how the
designed their trap to lure Lucky the Leprechaun!<br />
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There are also pages included for students to write using transition words about how they almost caught Lucky the Leprechaun. <br />
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Books with Leprechauns and Leprechaun Traps</h3>
There are so many fun books that are great additions to this project! Here are some of our favorites each year.<br />
<a href="https://www.amazon.com/How-Catch-Leprechaun-Adam-Wallace/dp/1492632910/ref=as_li_ss_il?keywords=leprechaun+books&qid=1582921917&sr=8-2&linkCode=li2&tag=teachingwithn-20&linkId=4c33e7b5cfd46643c467e4af1a5459d1&language=en_US" target="_blank"><img border="0" src="//ws-na.amazon-adsystem.com/widgets/q?_encoding=UTF8&ASIN=1492632910&Format=_SL160_&ID=AsinImage&MarketPlace=US&ServiceVersion=20070822&WS=1&tag=teachingwithn-20&language=en_US" /></a> <img alt="" border="0" height="1" src="https://ir-na.amazon-adsystem.com/e/ir?t=teachingwithn-20&language=en_US&l=li2&o=1&a=1492632910" style="border: none !important; margin: 0px !important;" width="1" /> <a href="https://www.amazon.com/Night-Before-St-Patricks-Day/dp/0448448521/ref=as_li_ss_il?keywords=leprechaun+books&qid=1582921917&sr=8-4&linkCode=li2&tag=teachingwithn-20&linkId=8d13c11f782d0ae8048fa2523671bc16&language=en_US" target="_blank"><img border="0" src="//ws-na.amazon-adsystem.com/widgets/q?_encoding=UTF8&ASIN=0448448521&Format=_SL160_&ID=AsinImage&MarketPlace=US&ServiceVersion=20070822&WS=1&tag=teachingwithn-20&language=en_US" /></a><img alt="" border="0" height="1" src="https://ir-na.amazon-adsystem.com/e/ir?t=teachingwithn-20&language=en_US&l=li2&o=1&a=0448448521" style="border: none !important; margin: 0px !important;" width="1" /><a href="https://www.amazon.com/There-Was-Lady-Swallowed-Clover/dp/0545352223/ref=as_li_ss_il?keywords=leprechaun+books&qid=1582921917&sr=8-7&linkCode=li2&tag=teachingwithn-20&linkId=82b7f13f0831b63f7dc01c4ebb699b13&language=en_US" target="_blank"> <img border="0" src="//ws-na.amazon-adsystem.com/widgets/q?_encoding=UTF8&ASIN=0545352223&Format=_SL160_&ID=AsinImage&MarketPlace=US&ServiceVersion=20070822&WS=1&tag=teachingwithn-20&language=en_US" /></a> <img alt="" border="0" height="1" src="https://ir-na.amazon-adsystem.com/e/ir?t=teachingwithn-20&language=en_US&l=li2&o=1&a=0545352223" style="border: none !important; margin: 0px !important;" width="1" /><a href="https://www.amazon.com/Gingerbread-Man-Leprechaun-Loose-School/dp/1101996943/ref=as_li_ss_il?keywords=leprechaun+books&qid=1582921917&sr=8-8&linkCode=li2&tag=teachingwithn-20&linkId=5dce80424ff396cfa40ace62c472c001&language=en_US" target="_blank"><img border="0" src="//ws-na.amazon-adsystem.com/widgets/q?_encoding=UTF8&ASIN=1101996943&Format=_SL160_&ID=AsinImage&MarketPlace=US&ServiceVersion=20070822&WS=1&tag=teachingwithn-20&language=en_US" /></a><img alt="" border="0" height="1" src="https://ir-na.amazon-adsystem.com/e/ir?t=teachingwithn-20&language=en_US&l=li2&o=1&a=1101996943" style="border: none !important; margin: 0px !important;" width="1" /><br />
<br />
One of my favorite parts of the <a href="https://www.teacherspayteachers.com/Product/St-Patricks-Day-Leprechaun-Trap-STEM-Project-3046576" target="_blank">STEM Leprechaun Project</a> is how much it builds excitement for learning and a shared experience for the students. The get so excited to tell me about their traps as they are making them - telling me when they are going to get their materials, what creative ideas they came up with to trap Lucky the Leprechaun, and how their mom or dad helped them! It's just an all around fun project to be involved in!<br />
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<a href="https://www.teacherspayteachers.com/Product/St-Patricks-Day-Leprechaun-Trap-STEM-Project-3046576?utm_source=https%3A%2F%2Fteachingwithninjanuity.blogspot.com%2F&utm_campaign=blog" target="_blank"><img alt="STEM Leprechaun Trap Project " border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4kE10zd7NfMQ_Ih9B2a8o_1dmlu5-DnHNWh4tOReYqlvtcNtca1Da3eAuam1KwTUOFMcoc7w8DeHkKDY2Rj8mLPRxCdC_zbNhzioAATNBLDLL5RWBMVzGE_-4OOur2dLG_jc6nsvRYBQ/s400/St.+Patricks+Day+Leprechaun+Trap+PIN+2.001.jpeg" title="STEM Leprechaun Trap Pin" width="266" /></a></div>
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<span style="font-size: xx-small;"><br /></span>
<span style="font-size: xx-small;">**this post may contain affiliate links to Amazon.</span><br />
Becky from Teaching With Ninjanuityhttp://www.blogger.com/profile/16607170408938714709noreply@blogger.com0tag:blogger.com,1999:blog-316350318170963372.post-80457772156513922062020-02-22T07:10:00.000-08:002020-03-14T22:00:29.453-07:007 Tips for Making Sub Plan Writing EASIER!<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: "verdana" , sans-serif;">Whatever the reason you need to be out of the classroom, writing sub plans can feel like way MORE work than actually coming in to school in the first place! Am I right?? </span><br />
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<span style="font-family: "verdana" , sans-serif;">Whether you're sick, have meetings, or professional development, writing sub plans can require a lot of extra thought when you're in a hurry! I've found so many little things that have helped me make writing sub notes easier and they've all been real time savers! </span><br />
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<span style="font-family: "verdana" , sans-serif;"><span style="font-weight: normal;"><span style="font-size: small;">For starters - All of my sub plans are saved in Google Drive - it makes it easier for me access my
notes from anywhere and I love that I can easily share my sub plans with
either my sub (if I know my sub!) or with my friend across the hall so
she can print them out for me! </span></span></span><br />
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<span style="font-family: "verdana" , sans-serif;">
Here are my top 7 tips for making it easier to write sub plans<span style="font-size: small;">:</span></span></h2>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHHnyr4xrKRC3N_TvQPujOKf-zqjk1s4fa2AZMFP1y5xEejB6P3BvNRS8yfpRDXX0Az5i79sIuFu9Zr8q8N-6G3TdZSZnd8YakgPpr_USjQylvziG79tgZD0CHIqkF91D9Nw7_osfKy1g/s1600/Sub+notes+template+.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Make a sub note template that includes as much information as possible and is easy for your sub to use" border="0" data-original-height="966" data-original-width="1238" height="311" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHHnyr4xrKRC3N_TvQPujOKf-zqjk1s4fa2AZMFP1y5xEejB6P3BvNRS8yfpRDXX0Az5i79sIuFu9Zr8q8N-6G3TdZSZnd8YakgPpr_USjQylvziG79tgZD0CHIqkF91D9Nw7_osfKy1g/s400/Sub+notes+template+.png" title="Sub note template" width="400" /></a></div>
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<span style="font-family: "verdana" , sans-serif;"><span style="font-size: large;">1.
Make a "template" for your sub plans -</span> this helps me SO much. I created a template that
gave a little welcome note to my substitute teacher, gives important
classroom information, and then organizes the plans in a way that is
quick to reference (time, student location in the classroom, and
activity).</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuf7X8BmbYtDdqElA-5AlHZdvioGEK_aYgmC8QxRFLnUzYC3v1SdswyFPaF5yqDWaP13e2Nd_WnnjpD9thAyQrWfK_ryx_TYtOUhH1BO10WwYeXqpXItuT00nHZDhuE2PJH189K4yauvI/s1600/Sub+notes+save+notes+with+a+specific+name.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Save sub notes in the same place with a specific name" border="0" data-original-height="966" data-original-width="1238" height="311" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuf7X8BmbYtDdqElA-5AlHZdvioGEK_aYgmC8QxRFLnUzYC3v1SdswyFPaF5yqDWaP13e2Nd_WnnjpD9thAyQrWfK_ryx_TYtOUhH1BO10WwYeXqpXItuT00nHZDhuE2PJH189K4yauvI/s400/Sub+notes+save+notes+with+a+specific+name.png" title="Saving sub notes" width="400" /></a></div>
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<span style="font-family: "verdana" , sans-serif;"><span style="font-size: large;">2. Save each set of plans in the same location with a specific name - </span>I like to save my <span class="il">sub</span> notes to show me the date, the day of the week, and why I was out that day. Later when I need to make <span class="il">sub</span> plans for a similar day of the week or a similar reason, I can quickly
go through my previous plans for the year and copy and paste anything
that is the same!</span></div>
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<span style="font-family: "verdana" , sans-serif;"><span style="font-size: large;">3. COPY AND PASTE! </span>As mentioned above, having the previous plans saved makes it easy to copy and paste similar parts of my <span class="il">sub</span>
notes. There's no use typing up what I have already typed up before!
Also, if I'm going to be out on a similar day of the week, I find a similar set of plans that I've already created and make a copy of it on Google.
That way I can go through and quickly change up a few things to make it
current.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglL_0_1lMJSiAAAvqPp0yJGPpjeaF1BWMPJeKlEOqZ8PRmbz1DYq6OsziU6cB0wcCrQ6VgQ6VIHdM8smRyuBUEGZ_yiHBUjnoCG8yVyx3yDujxFuJq1IoN_DWFdNYYBukgWdiKC8H3XVg/s1600/Sub+Notes+Highlight+things+to+fix+later.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Highlight areas of your sub notes to fix or check later" border="0" data-original-height="966" data-original-width="1238" height="311" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglL_0_1lMJSiAAAvqPp0yJGPpjeaF1BWMPJeKlEOqZ8PRmbz1DYq6OsziU6cB0wcCrQ6VgQ6VIHdM8smRyuBUEGZ_yiHBUjnoCG8yVyx3yDujxFuJq1IoN_DWFdNYYBukgWdiKC8H3XVg/s400/Sub+Notes+Highlight+things+to+fix+later.png" title="Highlight things to go back to" width="400" /></a></div>
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<span style="font-family: "verdana" , sans-serif;"><span style="font-size: large;">4. Highlight things you need to
fix or check on later -</span> I do this for so many reasons! When I'm home and
I need to check on something at school before I finalize my <span class="il">sub</span> plans, or if I'm in the middle of typing my <span class="il">sub</span> plans up and need to walk away, I highlight the areas that I know need
to be fine tuned or need to be changed. That way, the next time I pull
up my plans, I know exactly what things I need to give my attention to.</span></div>
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<span style="font-family: "verdana" , sans-serif;"><span style="font-size: large;">5. Print out Curriculum Notes -</span> this one I learned from some fantastic friends! Instead of typing step by step what the <span class="il">sub</span>
needs to do for one lesson (or leaving your teacher's manual to flip
through), if you have online access to your curriculum, print off the
lessons that the <span class="il">sub</span> will be doing. On the
print out you can write the time the lesson will be given, highlight any
important parts, and cross off anything the <span class="il">sub</span> doesn't need to worry about. You could also copy the pages from your teacher's manual as well. In my actual <span class="il">sub</span> plans, I list the title of the lesson, write in how long the lesson should take, and then I write in "See Benchmark Notes." </span></div>
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<span style="font-family: "verdana" , sans-serif;"><span style="font-size: large;">6.
Timing -</span> I try and write in how long each activity or lesson should
take. It helps me to know that I'm matching the amount of minutes given
in that time chunk for the day and it helps a <span class="il">sub</span> know how to pace the lessons. </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjG8I4P4VLO3OaWQLpEg8pjKu2kYOFuSE-d_fbc6vGOBHceGFHx0HrUUrBQ2clMhiu6At4LiNghTaRp2v_Bp3AOnpIKZlGkUCKj2k3I-9H16R3yla8Pc1WNqsJI-TXlS2tJg4zmUby0HBs/s1600/Sub+Notes+If+you+have+extra+time.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Add a section for if a sub has extra time - give activties that are easy to do and don't require a lot of prep" border="0" data-original-height="966" data-original-width="1240" height="311" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjG8I4P4VLO3OaWQLpEg8pjKu2kYOFuSE-d_fbc6vGOBHceGFHx0HrUUrBQ2clMhiu6At4LiNghTaRp2v_Bp3AOnpIKZlGkUCKj2k3I-9H16R3yla8Pc1WNqsJI-TXlS2tJg4zmUby0HBs/s400/Sub+Notes+If+you+have+extra+time.png" title="If you have extra time" width="400" /></a></div>
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<span style="font-family: "verdana" , sans-serif;"><span style="font-size: large;">7. "If you have more time" -</span> leave a section of your plans that tells your <span class="il">sub</span>
what things he or she can do if they have more/extra time. Even with
the best planning there is bound to be a few minutes where the <span class="il">sub</span>
could use a small activity to do. I add in two to three activities
that are easy to do, that the students are familiar with, that don't
require copies to be made OR I already have copies for, and that also go along with what we are
learning in class. Doing this gives me extra peace of mind that my <span class="il">sub</span> will have a successful day! </span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span>
<span style="font-family: "verdana" , sans-serif;">If you need some low prep activities to leave in case there is some extra time, my students L-O-V-E playing <a href="https://www.teacherspayteachers.com/Product/Four-Corners-Review-Game-Shapes-3418183?utm_source=Blogger&utm_campaign=4CornersShapesBlog" target="_blank">Four Corners Shapes Review</a>!</span><br />
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<span style="font-family: "verdana" , sans-serif;">Here's a BONUS tip: </span></h2>
<span style="font-family: "verdana" , sans-serif;">Keep a "reserve" of already copied or prepped materials. Whether it's a set of math workbook pages, language arts work pages, a book the sub can read with an extension activity, or even blank writing paper. Each month, I make a few class sets of some math work pages that I grab for our everyday use if I'm in a pinch - but I also will pull these and add them to my sub plans if I need to! I love having ready to go writing paper that I can just type a prompt for in my sub plans too - it's super simple for me to plan for. We also have math workbooks that I have parent helpers pull pages from and staple together - they are great for times when a special gets cancelled, but they are also great for leaving for a sub. The point is, have a few things already prepped and ready that you don't need to make copies of and that are easy for anyone to implement with your class!</span><br />
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<span style="font-family: "verdana" , sans-serif;">Here's a free <a href="https://docs.google.com/document/d/18jMhwgpex_6nsztJTpDcvqP1ZJ2Cyfj4_2Vtbk68mdk/edit?usp=sharing" target="_blank">Google Drive copy</a> of my sub plans template for you!</span></h2>
<span style="font-family: "verdana" , sans-serif;">If you decide to use the template, once you open it, you'll need to make a copy of it for yourself in order to edit it. It's not fancy (maybe one day!) or worth of me posting on Teachers Pay Teachers, but it works for what it's for! I left in some of my notes so you can see what things I include and how I format it for different parts of the day. You are free to make it your own since it will be your copy, but please know that it is not for you to post or share as if you created it yourself.</span><br />
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<span style="font-family: "verdana" , sans-serif;">Leave a comment below and let me know which of these tips is most helpful to you!</span><br />
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Becky from Teaching With Ninjanuityhttp://www.blogger.com/profile/16607170408938714709noreply@blogger.com0tag:blogger.com,1999:blog-316350318170963372.post-71763933492995039502020-02-15T07:52:00.000-08:002020-03-14T22:00:34.450-07:00Save time in the Classroom by using Journals<div class="separator" style="clear: both; text-align: center;">
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Save time in the Classroom by using Journals!</h2>
My whole motto is "work smarter, not harder." I think I got it from my Dad - at least I can hear him saying it as one of his dadisms!<br />
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So many times I've found myself "pulling" resources that weren't always what I wanted and were leaving me making copies DAILY.<br />
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In the past, I've put together writing "packets" that had a writing organizer/planner page on one side, then a page to do a more "final copy" writing based on the organizer page. I loved how it was put together and would last me the whole unit we were teaching (4 weeks!). That's when I started making my "Seasons Writing Informational Journals" to go along with our unit about the seasons.<br />
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<img alt="Seasonal Writing Journals for students to practice informational writing" border="0" data-original-height="720" data-original-width="720" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSTTpnSjgHWpzNZw-eje0gD6FRr2I4L5kfM1lKsLbSNw2NzkcCTWHSeicl1gRRhBbvByxcg4_e_3rl-_e6fAnDTR-_nbvT1QMkYF0P53lSWo6q26KfAlq8w80psJy3GacVWoIrzES6YKE/s320/Seasons+Writing+Journal+Preview.001.jpeg" title="Seasonal Informational Writing Journal" width="320" /> </div>
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<a href="https://www.teacherspayteachers.com/Product/Seasons-Writing-Informational-Journal-4038786?utm_source=blogger&utm_campaign=SeasonsJournalBlogger" target="_blank">Seasons Writing Informational Journal</a></div>
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Seasonal Writing Journals </h2>
It was so nice to have that packet already put together so I wasn't trying to pull something last minute AND make copies of it in time for class! I also loved that it helped my students build skills overtime that lead to their success, confidence, and independence. It also helped to look back on a collection of related work and see the growth and development the students had made over just a few weeks! <br />
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<img alt="Number Journals to practice important number sense skills for numbers 0-20" border="0" data-original-height="720" data-original-width="720" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYcEFawrlgzCxonFBeAjE8GsPQzJKi2442HDCetxTAZKNNAT3_gGQha-GC9fN70UNgu7Kaml84UaxsAl1GnVzSRKcQgkUFwlkWqab7hfxM1EtMhoxP97bXRw5SAxpqrtcpNtHyVgI-HRU/s320/Number+Journal+0-20+Cover.001.jpeg" title="Number Journal for numbers 0-20" width="320" /> </div>
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<a href="https://www.teacherspayteachers.com/Product/Number-Journal-for-Numbers-0-20-3578007?utm_source=blogger&utm_campaign=NumberJournalBlogger" target="_blank">Number Journals</a></div>
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Number Journals to build number sense </h2>
From there, number journals were born to focus on all the standards we were working on in math for numbers 1-20.<br />
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<img alt="Opinion writing journal practice for students in kindergarten through 2nd grade" border="0" data-original-height="300" data-original-width="700" height="273" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhno1NiG9sm7Q8FPLCIrkQCfNY2IBibHPAvICzOCTSk8U8Vn200F_ESKQMm5dkhoC2nVk7mS51DsZnl2ompLBB27YCpOOxGYSh3NB27CM2XuzA7DCx5opeyhJcOnp2bqyopVJolAb3n8uU/s640/Blogging+Images+Templates+.001.jpeg" title="Opinion Writing Journals kindergarthen" width="640" /> </div>
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<a href="https://www.teacherspayteachers.com/Product/Opinion-Writing-Journal-3586409?utm_source=blogger&utm_campaign=OpinionJournalBlogger" target="_blank">Opinion Writing Journals</a></div>
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Opinion Writing Journals </h2>
I'd have to say - one of my all time favorite journals has been our Opinion Writing Journals!! The students literally SQUEAL when I pull them out and they get to find out what they will be writing about! I LOVE the excitement it brings them when they get to write in their Opinion writing Journal!<br />
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While journals can essentially be made by simply stapling lined papers
together, I found that having a "theme" to the journal has helped not
only structure the USE of the journals themselves, but also my students'
understanding of the expectations within the journal - all of that to
say: when my students are working on their Opinion Writing Journals,
they know that they will choose their favorite from a topic, then write
their opinion, supported by a reason, with a complete sentence. Then
they will check their work. The students know these expectations
because they are the same throughout the whole journal - which is a
tremendous help since it cuts back on the amount of direction giving I
have to do each time we pull out our Opinion Writing Journals!<br />
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P.S. If you're interested in the amazing magnetic holders pictured on the right holding my Opinion Writing Journals - you can get them on Amazon in a 2 pack! They are AMAZING! Here is an affiliate link: <a href="https://amzn.to/2UPfScO" target="_blank"> </a><a href="https://amzn.to/2xh1MHf" target="_blank">Magnetic Magazine Holders</a><br />
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Huge Benefits for Students: </h2>
While journals can
essentially be made by simply stapling lined papers together, I found
that having a "theme" to the journal has helped not only structure the
USE of the journals themselves, but also my students' understanding of
the expectations within the journal - all of that to say: when my
students are working on their Opinion Writing Journals, they know that
they will choose their favorite from a topic, then write their opinion,
supported by a reason, with a complete sentence. Then they will check
their work. The students know these expectations because they are the
same throughout the whole journal - which is a tremendous help since it
cuts back on the amount of direction giving I have to do each time we
pull out our Opinion Writing Journals! <br />
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<span style="font-size: large;">Making it easy for a Sub </span></h2>
<span style="font-size: large;">AND having journals already put together was SO perfect to leave for a sub if I was in a pinch! </span><br />
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<span style="font-size: large;"><span style="font-size: small;">Another BONUS of journals has been when I was out on maternity leave
with my son, I had journals ready to go for my long term sub! It made
planning for my leave so much easier and I know it helped my sub be more
successful as well!</span> </span><br />
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That's when I realized how helpful and EFFECTIVE making journals is - not only for me as a teacher, a substitute, but also for my students too!<br />
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Top Reasons to Use Journals in the Classroom: </h2>
Making journals has saved me SO MUCH TIME because:<br />
-I don't have to make copies each day.<br />
-I don't have to keep track of a ton of loose papers.<br />
-We could "move on" easily to the next assignment<br />
-When students were absent or didn't finish an assignment, I could easily have them work on those pages when they had some spare time<br />
-Students could finish their work easily at an independent table<br />
<span style="font-size: large;">-Students were REALLY proud of their collective work... And so was I :)</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFNhsukk8OVOUgpUmuXAxg95F1iqizsn9_pnLCbqRNgs_lwODB6tak_RpgS9kRyyfLCbHDdT0_N3XLwNFRtSQY4DyC8u7UIwD9eP_rIyglTDPHpcE3bmcIQ4isoJPgAtNqh-7vlB9rrlc/s1600/Pins+Templates.001.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Using journals in the clasroom pinterest pin" border="0" data-original-height="1500" data-original-width="1000" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFNhsukk8OVOUgpUmuXAxg95F1iqizsn9_pnLCbqRNgs_lwODB6tak_RpgS9kRyyfLCbHDdT0_N3XLwNFRtSQY4DyC8u7UIwD9eP_rIyglTDPHpcE3bmcIQ4isoJPgAtNqh-7vlB9rrlc/s400/Pins+Templates.001.jpeg" title="Using journals in the classroom" width="266" /></a></div>
Becky from Teaching With Ninjanuityhttp://www.blogger.com/profile/16607170408938714709noreply@blogger.com0tag:blogger.com,1999:blog-316350318170963372.post-65596738724913382332017-01-14T21:02:00.000-08:002017-01-14T21:02:18.049-08:00How to EASILY Save $100s on Classroom Supplies<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAoDHtHkb1x5Mkx7rNZqWKVj5NM41q54bGECiYeWDjYio6lgSlgDvKpihTeS2LsflWeWx5rZ6JRPnSCkLv3wLf9ffK0vNR3CLmixDZdIpvI5kR3RF4PlgSjKfiC6TYiocEIKx1WJGRRyA/s1600/Howtoeasilysave.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAoDHtHkb1x5Mkx7rNZqWKVj5NM41q54bGECiYeWDjYio6lgSlgDvKpihTeS2LsflWeWx5rZ6JRPnSCkLv3wLf9ffK0vNR3CLmixDZdIpvI5kR3RF4PlgSjKfiC6TYiocEIKx1WJGRRyA/s640/Howtoeasilysave.png" width="579" /></a></div>
Raise your hand if you like to save money!! Seriously, I am always looking for ways to <span style="font-size: large;">stretch a buck! <span style="font-size: small;">Being a teacher, that's not always easy!</span></span><br />
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<span style="font-size: large;">Insert NAEIR.org. </span><br />
Have you ever heard of NAEIR.org?<br />
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It's an organization that gives schools and non-profit companies access to tons and tons of quality products at low and discounted prices! <span style="font-size: large;">We're talking markers, tape, address labels, pens, sticky notes, stickers, reading materials, etc. etc. etc.!</span> <span style="font-size: large;">I know some teachers even got personal laminators for $9!!!</span> Their inventory is changing quite regularly, but they have A LOT of things that, as teachers, <span style="font-size: large;">we are buying on our own already. Why not save some money?!?!</span><br />
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<span style="font-size: large;"><span style="font-size: small;">Browsing the website isn't for the weary. </span> It's like shopping at Ross, TJ Maxx, or Marshalls. <span style="font-size: small;">You don't always know what you're looking for until you find it for a <span style="font-size: large;">great deal</span>. </span> I always think of my Ross shopping trips as "treasure hunts." <span style="font-size: small;">I'd say it's like that to browse the NAEIR.org website.</span></span> <br />
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<u>Membership:</u> You can sign up for a teacher membership and once approved, you can start browsing the many products offered on the website. <br />
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<u>Prices:</u> The only "cost" you pay is for Shipping and Handling! You'll need to have a minimum order of $25 - which is considered the S&H cost. Easy peasy! <br />
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I just received my first order and am SO excited I wanted to share with you! <span style="font-size: large;"><b>I only spent $30.50!!!</b></span><br />
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Here's what I got:<br />
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<span style="font-size: large;">1. Adhesive Tape Runners</span> (I posted about them in my <a href="http://teachingwithninjanuity.blogspot.com/2016/09/4-of-best-school-supplies.html" target="_blank">4 of the BEST School Supplies</a>).<br />
These are SERIOUSLY my FAVORITE. The website said that there were "4 rollers per carton" for $1.25. <span style="font-size: large;">Which means that each roller comes out to $0.31! <span style="font-size: small;">I bought 6! So for $7.50 I have 24 tape rollers. I use these for EVERYTHING - it's a quick way to adhere pictures, game pieces, construction paper, etc! I typically buy these at the 99c store for a dollar each - so I would have paid $24 for all of these.</span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifth5WGfzKGp0HqeDabzLzhQrx8NcFazr0S8RwqdiuHporGieb8vlaCWsoOsCcyvRlu2vShI2k3aVst75_IElEYrQmK7SbirsQ99Gq8umhrx_8XZ0JJslWsxggnCE12nfWLWMHg0TjM0Y/s1600/TapeRollers.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifth5WGfzKGp0HqeDabzLzhQrx8NcFazr0S8RwqdiuHporGieb8vlaCWsoOsCcyvRlu2vShI2k3aVst75_IElEYrQmK7SbirsQ99Gq8umhrx_8XZ0JJslWsxggnCE12nfWLWMHg0TjM0Y/s320/TapeRollers.png" width="240" /></a></div>
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<span style="font-size: large;"><span style="font-size: small;"><span style="font-size: large;">2. Mr. Sketch Markers</span> - I bought two different sets of Mr. Sketch Markers. I bought one "kit" that had 6 colors (red, warm pink, hot pink, yellow, black, and light blue) with 10 markers each for $11. The next set of Mr. Sketch Markers had 4 colors (hot pink, dark blue, orange, and green) with 12 markers each for a total of $3. <span style="font-size: large;">That's 108 Mr. Sketch Markers, wonderful smelling markers, for $14! </span>I checked on Amazon for a set of 12 - it's $5.08. To get 108 markers, it would have cost $45.72!</span></span><br />
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<span style="font-size: large;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHUE6n0glJtBUqMfLkpyBzhVyrosR__uV33dWmQ7viIi0fCKxq1z0qym1lpnd5r-Rmc9Uaom6IzIBmaTJEFeqIKGV81Lpd896bTF97q91NGEaueMdPVQ4tLqtBu7r_i461cHCsgdpo8fE/s1600/Mr.SketchMarkers.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHUE6n0glJtBUqMfLkpyBzhVyrosR__uV33dWmQ7viIi0fCKxq1z0qym1lpnd5r-Rmc9Uaom6IzIBmaTJEFeqIKGV81Lpd896bTF97q91NGEaueMdPVQ4tLqtBu7r_i461cHCsgdpo8fE/s320/Mr.SketchMarkers.png" width="320" /></a></span></span></div>
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<span style="font-size: large;">3. Binder Spines</span> - I have been meaning to make some spines for my binders to organize all my school binders - my assessment binders for ELA and math, my student info binder, my planning materials, and my sub plans. As much as I have wanted to make these spines, I have not gotten around to it! Even just to write on these with sharpies and put them in my binders will save me loads of time!! <span style="font-size: large;">I paid $1.25 for a package of 50.</span> On Amazon, they are $7.73 for a package of 25, so I'd be paying over $15 for 50.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2BEvYT8TXtsQid7C1T0hfcpQQU7kNwyvM31tZFe2nArkNyCE5jwSajby8CAk74FaKo1nfOrMtUgKK_afUBHzJ1fzJ4VrkjnVbEL4GrsE0pk4Kem3MeHfSV6VZVgSroPW8KBvegFJgepY/s1600/BinderSpines.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="250" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2BEvYT8TXtsQid7C1T0hfcpQQU7kNwyvM31tZFe2nArkNyCE5jwSajby8CAk74FaKo1nfOrMtUgKK_afUBHzJ1fzJ4VrkjnVbEL4GrsE0pk4Kem3MeHfSV6VZVgSroPW8KBvegFJgepY/s320/BinderSpines.png" width="320" /></a></div>
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<span style="font-size: large;">4. Post-it pads</span> - I saw these and knew I needed them for my assessment binder! <span style="font-size: large;">For 18 pads (with 25 post its each), I paid $2.50. That comes out to $0.14 per note pad.</span> I can't find a comparable product online. I found the exact ones on Amazon, but for 2 pads it was $45. Sooooo.. for an off brand, to get 4 pads it would cost $11.75 which is $2.94 a pad or about $52.88 for 18. I already started using these in my assessment binder and <span style="font-size: large;">THEY ARE AMAZING</span>! I went through and wrote out all of the things I need to assess before the semester ends in a few weeks.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidzXMXgMHiMzLU5EjIZqVGItdWFkAffrQRenhzgGRtnmdExScAFdHPbp_r_GqzE9afc6phPer3jtvaQYwGRYKl0PckIHW45lRh-OMJikqI96J8T3cb2jeUnUkVwX7OgJ4ygsQTChoFUGo/s1600/PostIts.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidzXMXgMHiMzLU5EjIZqVGItdWFkAffrQRenhzgGRtnmdExScAFdHPbp_r_GqzE9afc6phPer3jtvaQYwGRYKl0PckIHW45lRh-OMJikqI96J8T3cb2jeUnUkVwX7OgJ4ygsQTChoFUGo/s320/PostIts.png" width="240" /></a></div>
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<span style="font-size: large;">5. Clear Address Labels</span> - <span style="font-size: large;"><span style="font-size: small;">Address labels have always been super useful in my classroom - I label the children's folders, consumable books, crayons, etc. I most recently started putting math word problems on address labels to easily put on to pages of our math notebooks. </span>For 5 packages of 300 labels (1,500 labels altogether) I paid $4.00. That's $.80/package.</span> On amazon for the same amount of clear address labels from the same company, it would cost $34.98. That works out to be $6.99 per package!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioNwco9uniC0pJgDkbrVWf1fX0P_OgmiUkl2U0ou42Vq6fYHssMRK4i_mu8TzuLHs0okBnQjSvDROqLOoHE7_QKrjmB_G8FyaXm-JdD7SXnuTnKOndrFmafN2kHJD5ofO7nv0LzPBmZw8/s1600/AddressLabels.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioNwco9uniC0pJgDkbrVWf1fX0P_OgmiUkl2U0ou42Vq6fYHssMRK4i_mu8TzuLHs0okBnQjSvDROqLOoHE7_QKrjmB_G8FyaXm-JdD7SXnuTnKOndrFmafN2kHJD5ofO7nv0LzPBmZw8/s320/AddressLabels.png" width="320" /></a></div>
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To pay full price for all of these items, <span style="font-size: large;">I would have paid $173.04!! </span>Uhm... I don't have that kind of extra money laying around to spend on my classroom all at once!! Isn't it like $250 you can write off for taxes each year? <span style="font-size: large;">We already know teachers spend WAY more than that, but being able to save $142.54 here and there, YES <span style="font-size: x-large;">PLEASE!!</span></span><br />
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<span style="font-size: large;"><span style="font-size: x-large;">So.. Ready to check out NAEIR.org? It can't hurt! </span></span><br />
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<span style="font-size: small;">I have found myself browsing the website a few times already since I placed my first order. Right now, I'm set with what I've got, but I know if I find something that is too good to pass up, I<span style="font-size: large;">'ll be placing my second order!</span></span><br />
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<a href="http://www.naeir.org/" target="_blank"><img alt="http://www.naeir.org/" border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoKZPWAsNxug0olwSrMYczJqEci6vX3uE8dBioFjf6O3X3zrs0rPuVmnogzR0Qok3-cWEmunEi73lPPcDCW9vxFhyphenhyphenmt8ab21F3rvT6LGVND3GdoCTME5KgbLbVMtlnyrHrXpceTQm_TCY/s320/CheckoutNAEIR.png" width="291" /></a></div>
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<br />Becky from Teaching With Ninjanuityhttp://www.blogger.com/profile/16607170408938714709noreply@blogger.com0tag:blogger.com,1999:blog-316350318170963372.post-70508938156092699992017-01-05T15:13:00.000-08:002020-03-04T20:29:13.613-08:00What is a Common Core Gradebook?<span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-size: small;">Is your gradebook a mess? Does it make it difficult to get organized for report cards? Mine was that same way! Grading and report cards are already tedious tasks. I set out to create a gradebook that would be efficient in all the right ways!! The motto "work smarter, not harder" was my driving force! </span></span><br />
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<span style="font-family: "trebuchet ms" , sans-serif;">I <span style="font-size: large;">LOVED</span> my Common Core Gradebook so much that I made it for grades <span style="font-size: x-large;">Kinder through 6th</span> to help other teachers too! There is an <span style="font-size: large;">ELA version and a Math version</span> of each one, and a <span style="font-size: large;">bundled option to save money on them as well</span>!</span><br />
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<span style="font-family: "trebuchet ms" , sans-serif;">I made a few short videos to show you more about how the gradebook works!</span><br />
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<span style="font-size: small;"><span style="font-family: "trebuchet ms" , sans-serif;">I am <span style="font-size: large;">constantly</span> finding new ways I like to use my gradebooks. <span style="font-size: large;">There are so many things you can do with them!</span></span></span><br />
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<span style="font-family: "trebuchet ms" , sans-serif;">There are two versions in each gradebook - a "condensed" and an "extended" version. I use each of the versions for different things.</span><br />
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<span style="font-family: "trebuchet ms" , sans-serif;">The condensed version is my go to when organizing data for report cards especially. I also like to use this version to collect standard based test scores. In this short video I talk about how I color code my condensed version!</span><br />
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<span style="font-family: "trebuchet ms" , sans-serif;">The extended version is probably the main reason I created these gradebooks - it makes it SUPER easy to organize and collect standards based data in an easy to see way so that I'm not searching through my gradebook to find things all connected to one particular standard. It's all laid out with the extended version!</span><br />
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<span style="font-size: large;"><span style="font-family: "trebuchet ms" , sans-serif;"> Here are some more odds and ends I wanted to point out!</span></span><br />
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<span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-size: large;">Click below to check out Common Core Gradebooks on my Teachers Pay Teachers Store!</span></span></div>
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<br />Becky from Teaching With Ninjanuityhttp://www.blogger.com/profile/16607170408938714709noreply@blogger.com0tag:blogger.com,1999:blog-316350318170963372.post-7235433786233330922016-12-31T13:28:00.001-08:002016-12-31T13:28:35.459-08:00Highlights of 2016It's New Years Eve and what a better way to spend the morning than by reflecting on the top 5 "Highlights" of this year!<br />
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This is a link up with <a href="http://daisydesignstpt.blogspot.com/2016/12/the-highlights-of-2016.html" target="_blank">Daisy Designs</a> so be sure to check out her original post to see more highlights!!<br />
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First!! The BIGGEST highlight of the year was the birth of our daughter, Kennedy!! She was born June 13th at 3:21am! Weighing 7lbs 4oz and measuring 20 1/2 inches!! We are blessed to be her parents each and every day!<br />
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A second big highlight this year is that we upgraded my husband's truck - we found the prefect truck in the color that he actually wanted! He needs his truck for work, but it also needed to be a family truck that would haul things! I don't really have a picture of it to add, but it's been the perfect fit for our family!!<br />
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We have been doing a lot of family stuff! This fall we bought two quads so that we can go out to the desert to go riding. It has been so awesome!! We've made two family trips out to the desert so far this year and my husband has been able to take the quads out riding with some friends a few times, too! We also went camping with Kennedy for the first time (she was 5 months old!).<br />
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I finished out the year (well.. almost! Kennedy was born a week and a half before the end of the school year) teaching TK and then moved up to Kindergarten! I ABSOLUTELY LOVE this age and am SO excited to be a part of kindergarten again!! It's been years since I've taught kindergarten, but it is truly my favorite age!!<br />
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We celebrated, visited, enjoyed, and relaxed A LOT with our family and friends!! Having our baby, it just has been so wonderful to visit with everyone and enjoy each others company!<br />
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What are your highlights from 2016??<br />
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<br />Becky from Teaching With Ninjanuityhttp://www.blogger.com/profile/16607170408938714709noreply@blogger.com2tag:blogger.com,1999:blog-316350318170963372.post-31816397385146981242016-12-22T13:44:00.001-08:002017-12-08T21:03:05.019-08:00Making Christmas Wreaths with my Students!<div class="separator" style="clear: both; text-align: center;">
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I LOVE making little Christmas gifts for my students to give their parents. I always think about what I would love to get from my kiddo at Christmas time - something hand made with a picture of them! I love looking at my mother in law's tree and seeing all of the little ornaments and crafts my husband made as a kid. These types of things are my favorite!</div>
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These wreaths are SUPER simple and inexpensive to make!</div>
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1. I bought puzzles from the a local thrift store for a total of $7. You could also get some from the dollar store. A total of 2,000 pieces! <br />
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2. I had a doughnut shape template cut out (by a parent volunteer!). I knew I wanted to make the child's picture 3 inches (because I have a 3' punch), so I used that as a guide and had the doughnut shapes cut out of cardstock.<br />
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3. I had a green piece of construction paper cut out that was the same size as the outer circle of my doughnut shape (this is for the back of the ornament).<br />
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4. We had our "4th grade big buddies" help us glue the puzzle pieces to the doughnut shape. I told the kiddos to make 3 rows of pieces (to make sure we had enough pieces for everyone). Some kiddos did 3, some did 8!!!!<br />
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5. I took the wreaths home and spray painted them green.<br />
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6, I took the kiddos pictures, got them developed, and punched them out with my punch. I put an address label on the back of each green construction piece that said "Christmas 2016 Mrs. M's Kindergarten Class." Then I had the children write their name in sharpie above the sticker because it's fun to see how children wrote their name in kindergarten! I glued these pictures in the middle of the green construction paper back. Then I laminated them and cut them out! <br />
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7. I used an 18' strand of garland beads from the dollar store - I cut between each bead.<br />
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8. I had the kiddos put a black sharpie dot where they wanted me to put a red bead. I stayed after school one afternoon and hot glued all the beads on while listening to Christmas music! <br />
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9. I hot glued a string to hang the wreaths on the back of the original doughnut shape. Then I hot glued the laminated green construction paper on with the child's picture.<br />
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10. Lastly, I had the children pick out a bow they wanted to put on their wreath and then hot glued those on!<br />
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In years past I usually try and find little gift bags on sale for the children to wrap their gifts for their moms and dads, but this year, I used brown paper lunch bags! I printed out a "MERRY CHRISTMAS" image that was in bubble letters so the children could color it. They wrote "To: Mom and Dad" and "From:" on it after coloring. They wrapped their wreath in tissue paper and I put them in their bags, folded down the edge and stapled it shut! I'm sure there are much more elegant and classy ways to wrap these gifts, but honestly, I love how simple it was to do it this way!!<br />
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<br />Becky from Teaching With Ninjanuityhttp://www.blogger.com/profile/16607170408938714709noreply@blogger.com0tag:blogger.com,1999:blog-316350318170963372.post-52973204773507317432016-12-05T04:00:00.000-08:002016-12-05T19:14:36.716-08:00Elf-tacular Giveaway!<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: "verdana" , sans-serif;"><span style="font-size: small;">I am SO excited to have you join me for the Elf-tacular Giveaway! You'll find an elf holding a letter hidden within this blogpost. Collect all 7 letters from the other blogs within this Blog Hop, then unscramble the letters to make a word and you'll be able to unlock the rafflecopter to enter the giveaway!</span></span><br />
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<span style="font-size: large;"><span style="font-family: "verdana" , sans-serif;">While you're here, check out my <span style="font-size: x-large;"><b> </b></span></span></span><br /><span style="font-size: large;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;"><b>"How to Build a Snowman"</b></span> </span></span><br /><span style="font-size: large;"><span style="font-family: "verdana" , sans-serif;">sequence and writing activity!</span></span></div>
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<span style="font-family: "verdana" , sans-serif;">This is such a fun activity for my kiddos! The children LOVE sorting through the sequence cards (there are 19 of them!) and arranging them into different sequences to tell how to build a snowman. </span><br />
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<span style="font-family: "verdana" , sans-serif;">Why this activity is so great: </span><br />
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<span style="font-family: "verdana" , sans-serif;"><b>Automatic brainstorming!</b> With the sequence cards, I don't have students saying "I don't know what to write..." I like to use the sequence cards at an independent center for students to explore before we start working on the writing piece. With 19 different cards, the students find different combinations which is fun to see as part of their writing.</span><br />
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<span style="font-family: "verdana" , sans-serif;"><b>It's also easy to differentiate.</b> There are 3 different picture organizers - 3 steps, 4 steps, and an open box for more open ended writing. There are also 4 different formats of lines - two sets of dotted lines for primary grades, and two sets of upper grade lines in different sizes. </span><br />
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<span style="font-family: "verdana" , sans-serif;"><b>It's different EVERY TIME</b>. The sequence cards and the unique ways that they can be put together make each child's writing different. I love that they can have a shared experience while creating different pieces of work!</span><br />
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<span style="font-family: "verdana" , sans-serif;"><b>It's great for the whole winter season.</b> I love having these writing pieces displayed during the winter months! It's not something specific to just one month, but instead can be a great activity all season long!</span><br />
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<span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;"><b>It's at a discounted price until <span style="font-family: "verdana" , sans-serif;">Friday December</span> <span style="font-family: "verdana" , sans-serif;">9</span>th! </b></span></span><br />
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<span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;"><b><span style="font-family: "verdana" , sans-serif;">Click below to <span style="font-family: "verdana" , sans-serif;">find it on TPT!</span></span> </b></span></span><br />
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Becky from Teaching With Ninjanuityhttp://www.blogger.com/profile/16607170408938714709noreply@blogger.com0tag:blogger.com,1999:blog-316350318170963372.post-65308068002586158472016-11-20T16:37:00.002-08:002016-11-20T20:34:43.409-08:00What is your BEST teaching secret?<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: "verdana" , sans-serif;">Yesterday I met another kindergarten teacher and she asked me:</span></div>
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<span style="font-family: "verdana" , sans-serif;"><span style="font-size: large;">What is your BEST teaching secret?</span></span></div>
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<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;">I've never thought about that before! It was an awesome question, and I have to say, it was really fun to share "secrets" with her!</span></span></div>
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<span style="font-size: large;"><span style="font-family: "verdana" , sans-serif;">On the spot, I told her my best teaching secret is: <span style="font-size: large;"><br /></span></span></span></div>
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<span style="font-size: x-large;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: large;">BOUNDARIES</span>.</span></span></div>
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<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;">Regardless of whatever classroom management system you use, boundaries are fitting in every classroom, and from my experience, </span></span></div>
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<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;">kids actually <span style="font-size: large;">NEED</span> and <span style="font-size: large;">THRIVE</span> when there are boundaries in place!</span></span></div>
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<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;">So, what do boundaries look like in my classroom?</span></span></div>
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<span style="font-size: large;"><span style="font-family: "verdana" , sans-serif;">1. I am quick to praise!</span></span></div>
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<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;">--Students NEED praise. They need to know their teacher is looking for and acknowledging their efforts on a very regular basis. </span></span></div>
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<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;">Anywhere from "Wow! I really love how ___ is following directions quickly!" to "Wow! Watch how ____ is coming quietly to the carpet!" or one of my favorites, "___ is it okay for me to share with the class how you were problem solving?"</span></span></div>
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<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;">The children LOVE<span style="font-family: "verdana" , sans-serif;"> <span style="font-family: "verdana" , sans-serif;">being praised and e<span style="font-family: "verdana" , sans-serif;">specially love being an example to their peer<span style="font-family: "verdana" , sans-serif;">s. I try<span style="font-family: "verdana" , sans-serif;"> to look for <span style="font-family: "verdana" , sans-serif;">different children every day <span style="font-family: "verdana" , sans-serif;">and cycle through the class<span style="font-family: "verdana" , sans-serif;">. </span></span></span></span></span></span></span></span> </span></span></div>
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<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: large;">2. Children get many opportunities to show correct behaviors.</span></span></span></div>
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<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: large;"> <span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;">--Piggybacking on praise, I have the students <span style="font-family: "verdana" , sans-serif;">who are doing a great job in class model for the other students what the be<span style="font-family: "verdana" , sans-serif;">havi<span style="font-family: "verdana" , sans-serif;">or is. <span style="font-family: "verdana" , sans-serif;">Depending on how much practice we need at tha<span style="font-family: "verdana" , sans-serif;">t particu<span style="font-family: "verdana" , sans-serif;">lar time, I may call on <span style="font-family: "verdana" , sans-serif;">students <span style="font-size: large;">one at </span><span style="font-family: "verdana" , sans-serif;"><span style="font-size: large;">a time</span> to show the correct behavior<span style="font-family: "verdana" , sans-serif;"> - like lining up quietly at the door - <span style="font-size: large;">or a </span><span style="font-family: "verdana" , sans-serif;"><span style="font-size: large;">whole g</span><span style="font-family: "verdana" , sans-serif;"><span style="font-size: large;">roup</span> <span style="font-family: "verdana" , sans-serif;">- li<span style="font-family: "verdana" , sans-serif;">ke coming to the carpet quietly from their table groups.<span style="font-family: "verdana" , sans-serif;"><span style="font-size: large;"> </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: large;"><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: large;">3. <span style="font-family: "verdana" , sans-serif;">I <span style="font-family: "verdana" , sans-serif;">am consistent.</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: large;"><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">--I try to be as co<span style="font-family: "verdana" , sans-serif;">nsistent as possible<span style="font-family: "verdana" , sans-serif;"> so that students know exactly what is <span style="font-family: "verdana" , sans-serif;">e<span style="font-family: "verdana" , sans-serif;">xpected and how our classroom r<span style="font-family: "verdana" , sans-serif;">uns.<span style="font-family: "verdana" , sans-serif;"> They can be most successful w<span style="font-family: "verdana" , sans-serif;">hen they are set up for <span style="font-family: "verdana" , sans-serif;">success<span style="font-family: "verdana" , sans-serif;">! One example of this is </span></span></span></span></span></span></span></span>d</span>uring<span style="font-family: "verdana" , sans-serif;"> cente<span style="font-family: "verdana" , sans-serif;">rs time, I <span style="font-family: "verdana" , sans-serif;">use a timer or a b<span style="font-family: "verdana" , sans-serif;">ell <span style="font-family: "verdana" , sans-serif;">to get children's attention. Typically at th<span style="font-family: "verdana" , sans-serif;">is time it<span style="font-family: "verdana" , sans-serif;"> is time for students to get ready to ro<span style="font-family: "verdana" , sans-serif;">tate centers. When the bell goes off, they free<span style="font-family: "verdana" , sans-serif;">ze with their hands on their <span style="font-family: "verdana" , sans-serif;">shoulders. I say "Our hands are here, our voices off, our eyes <span style="font-family: "verdana" , sans-serif;">are on me<span style="font-family: "verdana" , sans-serif;">." and I wait for <span style="font-family: "verdana" , sans-serif;">ALL <span style="font-family: "verdana" , sans-serif;">the students to follow through <span style="font-family: "verdana" , sans-serif;">wit<span style="font-family: "verdana" , sans-serif;">h these dire<span style="font-family: "verdana" , sans-serif;">ctions. </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: large;"><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">--Next, I use hand<span style="font-family: "verdana" , sans-serif;"> motions for our directi<span style="font-family: "verdana" , sans-serif;">o<span style="font-family: "verdana" , sans-serif;">ns. W<span style="font-family: "verdana" , sans-serif;">e all say these together: <span style="font-family: "verdana" , sans-serif;">First, we clean up<span style="font-family: "verdana" , sans-serif;">. Second we stand up. Third, we do it quickly and quietly!<span style="font-family: "verdana" , sans-serif;"> <span style="font-family: "verdana" , sans-serif;">For the past <span style="font-family: "verdana" , sans-serif;">few weeks, we've <span style="font-family: "verdana" , sans-serif;">been doing the<span style="font-family: "verdana" , sans-serif;">se directions with JUST the hand motions<span style="font-family: "verdana" , sans-serif;">. I mouth the words along with<span style="font-family: "verdana" , sans-serif;"> the direction<span style="font-family: "verdana" , sans-serif;">s, but this sets the students up to go into these routines quiet<span style="font-family: "verdana" , sans-serif;">ly.<span style="font-family: "verdana" , sans-serif;"> <span style="font-family: "verdana" , sans-serif; font-size: large;">Since we've been doing the dire<span style="font-family: "verdana" , sans-serif;">ctions <span style="font-family: "verdana" , sans-serif;">with just hand motions, </span>m</span>y parent helpers have watched in amazement!</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><span style="font-size: large;"> </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span> </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: large;"><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif; font-size: large;">4. The first month to <span style="font-family: "verdana" , sans-serif;">two months<span style="font-family: "verdana" , sans-serif;">, <span style="font-family: "verdana" , sans-serif;">are "BOOT CAMP"</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: large;"><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif; font-size: large;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: small;">--That sounds more extreme<span style="font-family: "verdana" , sans-serif;"> than it is! I just go over r<span style="font-family: "verdana" , sans-serif;">ules and routines<span style="font-family: "verdana" , sans-serif;"> <span style="font-family: "verdana" , sans-serif;">CONSTANTLY! I have students demo<span style="font-family: "verdana" , sans-serif;">nstrat<span style="font-family: "verdana" , sans-serif;">e correct behavi<span style="font-family: "verdana" , sans-serif;">or <span style="font-family: "verdana" , sans-serif;">over and over again<span style="font-family: "verdana" , sans-serif;">. Students practice, practice, practice. </span></span></span></span></span></span></span></span></span></span> It is grueling. <span style="font-size: small;">By th<span style="font-family: "verdana" , sans-serif;">e time the month or two months i<span style="font-family: "verdana" , sans-serif;">s over, I<span style="font-family: "verdana" , sans-serif;"> <span style="font-family: "verdana" , sans-serif;">find myself thinking "WOW! T<span style="font-family: "verdana" , sans-serif;">hey have become SO independent!" And all of tha<span style="font-family: "verdana" , sans-serif;">t painful struggle of <span style="font-family: "verdana" , sans-serif;">"boo<span style="font-family: "verdana" , sans-serif;">t camp<span style="font-family: "verdana" , sans-serif;">" pays off! <span style="font-family: "verdana" , sans-serif;">L<span style="font-family: "verdana" , sans-serif;">ooking back over last year, I gave my <span style="font-family: "verdana" , sans-serif;">littles a month to get into the groove<span style="font-family: "verdana" , sans-serif;">. The remainder of the year was smooth sailing!! <span style="font-family: "verdana" , sans-serif;">So worth it in th<span style="font-family: "verdana" , sans-serif;">e end!! </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span> </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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<span style="font-size: large;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">5</span>. Children get one warning</span></span></div>
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<span style="font-size: large;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: small;">--I give <b><u>one</u></b> warning. This is one of the biggest <span style="font-family: "verdana" , sans-serif;">components to boundaries<span style="font-family: "verdana" , sans-serif;"> in my classroom. <span style="font-family: "verdana" , sans-serif;">When students are off task, I give them <span style="font-family: "verdana" , sans-serif;">one warning <span style="font-family: "verdana" , sans-serif;">related to <span style="font-family: "verdana" , sans-serif;">the classroom rule they aren't following<span style="font-family: "verdana" , sans-serif;">. <span style="font-family: "verdana" , sans-serif;">I offer a suggestion as to <span style="font-family: "verdana" , sans-serif;">how they <span style="font-family: "verdana" , sans-serif;">can better fulfill that direction, and let them know if <span style="font-family: "verdana" , sans-serif;">I need to remind them again, they will be moving their clip down<span style="font-family: "verdana" , sans-serif;">. Because I do so much <span style="font-family: "verdana" , sans-serif;">in the firs<span style="font-family: "verdana" , sans-serif;">t two months of school to practice routines and behaviors, as well<span style="font-family: "verdana" , sans-serif;"> as praising the stud<span style="font-family: "verdana" , sans-serif;">ents<span style="font-family: "verdana" , sans-serif;"> so <span style="font-family: "verdana" , sans-serif;">frequen<span style="font-family: "verdana" , sans-serif;">tly, I find that this one w<span style="font-family: "verdana" , sans-serif;">arning generally el<span style="font-family: "verdana" , sans-serif;">iminates poor behaviors pretty quickly! If <span style="font-family: "verdana" , sans-serif;">the behavior continues, <span style="font-family: "verdana" , sans-serif;">I f<span style="font-family: "verdana" , sans-serif;">ollow through with my discipline <span style="font-family: "verdana" , sans-serif;">proc<span style="font-family: "verdana" , sans-serif;">edures. </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></div>
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Becky from Teaching With Ninjanuityhttp://www.blogger.com/profile/16607170408938714709noreply@blogger.com0tag:blogger.com,1999:blog-316350318170963372.post-20525622837754440572016-09-09T21:42:00.000-07:002020-03-04T20:29:40.706-08:004 of the BEST School Supplies<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: "verdana" , sans-serif;">When it comes to school supplies, I've found myself reaching for certain ones over and over again. Besides my love of flair pens, I gravitate towards these four supplies on a daily basis. They make my life easier and more functional!</span><br />
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<span style="font-family: "verdana" , sans-serif;">1. Tape Runners</span><br />
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<span style="font-family: "verdana" , sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYs2OTpYbruZILWNJVqvq8XVDoLno0qiFjOzLwsPaSxQLqdZbhyMJsqHNjRuXjRVFd7D_cGVIX1nXL7NBZxSV7RbBKyZtxPjjp34EfLJd5txV2EBrqr2jXPECTsW66z7pgB34-A6xtNd4/s1600/TapeRunners.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="326" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYs2OTpYbruZILWNJVqvq8XVDoLno0qiFjOzLwsPaSxQLqdZbhyMJsqHNjRuXjRVFd7D_cGVIX1nXL7NBZxSV7RbBKyZtxPjjp34EfLJd5txV2EBrqr2jXPECTsW66z7pgB34-A6xtNd4/s640/TapeRunners.png" width="640" /></a></span></div>
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<span style="font-family: "verdana" , sans-serif;">These tape runners are THE BEST! I have tried so many different kinds and had some pretty big letdowns over the years, but I've found that these are one of my absolute biggest "go to" school supply. They make projects go quickly and I never have to worry about the end result like I sometimes do when I use glue sticks. The best part about them is that I find them at the <span style="font-size: large;"><b>99 cent</b></span> store! SCORE! I know some craft stores and other stores sell them in packs of 3 for anywhere from $7 to $9. I will go to the 99 cent store JUST to grab 10 of these things!! </span><br />
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<span style="font-family: "verdana" , sans-serif;">2. Paper Cutter</span><br />
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<span style="font-family: "verdana" , sans-serif;">My school has a few of those big guillotine style paper cutters which are great for construction paper, trimming down multiple pages at once, and big projects. We have a guillotine cutter in our grade level work room, but this paper cutter is my go to for smaller, more detailed projects. <span style="font-size: large;">It's light weight, fits in my cupboard, is precise, has a guide that helps hold your project in place, and has a ruler that swings out to measure bigger projects.</span> I use this ALL the time for prepping materials in my kindergarten classroom. I used it all the time in my 3rd grade classroom as well! It was perfect for things I needed to do super quick - like cut paper to make fraction pieces or cutting around the edge of lamination. I purchased it at either Joann's or Michaels with a coupon. The blade is also super easy and cheap to replace! </span><br />
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<span style="font-family: "verdana" , sans-serif;">3. Baskets, baskets, baskets!</span><br />
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<span style="font-family: "verdana" , sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9wrjJTekpJ1FkIg5eNJbB8KWLwqa_k-zBSzika49S3vdKjvdArH1Ed6ANcuBCRMux2w52SJs0f9z-X4D08FUrqbZHaOceE__2hcs0fo4FkxCYYkuRzw36odb0YIQdyk5nN3mvlmyGVtE/s1600/littlebaskets.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="361" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9wrjJTekpJ1FkIg5eNJbB8KWLwqa_k-zBSzika49S3vdKjvdArH1Ed6ANcuBCRMux2w52SJs0f9z-X4D08FUrqbZHaOceE__2hcs0fo4FkxCYYkuRzw36odb0YIQdyk5nN3mvlmyGVtE/s400/littlebaskets.png" width="400" /></a></span></div>
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<span style="font-family: "verdana" , sans-serif;">These are some "little" baskets I have in my classroom right now. I have matching baskets in a long and thin size and matching baskets in a long and wide size. <span style="font-size: large;">They are perfect for EVERYTHING!!</span> Today I made these two baskets to hold crayons by color. I wanted the crayons to be easy to grab for my students when they are coloring in their day at the end of the day. I used my paper cutter and cut some cardstock in half, folded it up and made "dividers" to separate the crayons. Even with this little divider, I can still stack the baskets inside of each other and put them out of the way which is super nice! <span style="font-size: large;">I got all of these baskets for just a few bucks at Wal-mart.</span> I grabbed a BUNCH of them in different sizes. They different sizes come in 2 packs or 3 packs. I bought a bunch of them not knowing exactly what I'd use them for at the time. I've since found so many uses! I organized my drawers and supplies with a bunch of them. I use two long thin baskets to keep my pencils in - sharpened pencils ready to be put out for the kiddos are in one, and the other had pencils needing to be sharpened! <span style="font-size: large;">SO MANY USES!!</span></span><br />
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<span style="font-family: "verdana" , sans-serif;"><span style="font-size: large;"><span style="font-size: small;">4. Sheet Protectors</span></span></span><br />
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<span style="font-family: "verdana" , sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOZKcRXWHaefAw3Hc5GzHqtpc_30BOOqJDHRsf0c7QRDt6WtGXW6vWafcJZZ1VBLyIIIPfc24853vW4W9sJVGKtNPT0iGqPvpppVKHTmbG_h0SyneXNSQJcjccgfI7XmnLiNDeDafzWds/s1600/SheetProtectors.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOZKcRXWHaefAw3Hc5GzHqtpc_30BOOqJDHRsf0c7QRDt6WtGXW6vWafcJZZ1VBLyIIIPfc24853vW4W9sJVGKtNPT0iGqPvpppVKHTmbG_h0SyneXNSQJcjccgfI7XmnLiNDeDafzWds/s400/SheetProtectors.png" width="292" /></a></span></div>
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<span style="font-family: "verdana" , sans-serif;"><span style="font-size: large;"><span style="font-size: small;">I use these ALL THE TIME!! My two biggest uses are for <span style="font-size: large;">centers work</span> and for <span style="font-size: large;">practice pages</span> in my students' take home folder. <a href="https://www.teacherspayteachers.com/Product/ABC-and-123-Tracing-Mats-2122511" target="_blank">These ABC writing pages</a> will first be a center in class this week and then they will be going home in my children's take home folders along with a whiteboard marker to practice their stroke order at home. Right now I have a sheet protector page in their take home folder so that they can practice writing their name. <span style="font-size: large;">These are GREAT for games at centers too</span> - children can use whiteboard markers on them and quickly wipe them off! Last year this eliminated a lot of extra "fluff" for me! I didn't have a bunch of student papers I needed to send home, which was SO nice. I also didn't have to make a ton of copies. Since they can be easily wiped off, these helped <span style="font-size: large;">give easy repetition to the skills </span>my students were working on at centers time too!!</span></span></span><br />
<span style="font-family: "verdana" , sans-serif;"><span style="font-size: large;"><span style="font-size: small;">It also serves as "instant lamination" when I know I don't have time to get something laminated! </span></span></span><br />
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<span style="font-family: "verdana" , sans-serif;"><span style="font-size: large;"><span style="font-size: small;">What are some of your favorite school supplies?</span></span></span><br />
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<br />Becky from Teaching With Ninjanuityhttp://www.blogger.com/profile/16607170408938714709noreply@blogger.com1tag:blogger.com,1999:blog-316350318170963372.post-52104921692503244862016-08-16T09:53:00.000-07:002016-08-16T09:58:10.325-07:00Challenge Boxes - and SO much more!<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;">I am always on the lookout for great ways and ideas to organize, simplify, enhance, and [you get the picture] my classroom.</span></span><br />
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<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;">Insert these wonderful, awesome, incredible Photo and Craft Boxes!!</span></span><br />
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<tr><td style="text-align: center;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;"><a href="https://img.michaels.com/L6/3/IOGLO/864863590/208486869/10468242_2.jpg?fit=inside%7C540:540" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://img.michaels.com/L6/3/IOGLO/864863590/208486869/10468242_2.jpg?fit=inside%7C540:540" width="200" /></a></span></span></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-size: xx-small;">Photo from Michaels</span></span></span></td></tr>
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<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;">They come in multi-color or in all clear. Each box has 16 cases that can be used to keep 4" by 6" photos.... and <span style="font-size: x-large;">so. much. more!!</span></span></span><br />
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<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-size: x-large;"><span style="font-size: small;">These boxes were a huge hit this summer in a Facebook Group I'm in. I was so excited about all of the uses of these boxes that I went out to Michaels and got three of them: one colored, and two clear. They run at $39.99 but were on sale for 40% off. I had gotten the colored one for this price and then a member of the FB group posted that there was a 30% off coupon that was one day only and could be used on an already marked down storage/organization item. <span style="font-size: large;">At that point, I was so addicted to these boxes, I drove to Michael's, realized I had forgotten my wallet at home, drove all the way home, and drove back to Michael's</span> to purchase one at 40% then 30% off of that, and the second one at 40% off. </span></span></span></span><br />
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<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-size: large;">These boxes are incredible and the uses for them in the classroom are seemingly endless!</span></span></span><br />
<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-size: large;"> <span style="font-size: small;">1. Challenge Boxes</span></span></span></span><br />
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<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-size: large;"><span style="font-size: small;">This is how I'll be using my colored set of boxes in my classroom this year. </span></span><span style="font-size: large;"><span style="font-size: small;">It's a great <span style="font-size: large;">Fast Finisher Activity</span>!</span></span><span style="font-size: large;"><span style="font-size: small;"> I love that I can switch in and out <span style="font-size: large;">task cards</span> or activities that go along with what we are learning. It helps me keep track of student progress and I can use this data to reteach in small groups. I can even use the boxes to assess students!</span></span></span></span><br />
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<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-size: large;"><span style="font-size: small;">2. Math Toolkits - I'll be using one of my clear sets for this in my classroom. I will have about 26 children, so these toolkits will be great for pairing children up in whole group lessons and for using in small groups too! Right now I have all my pieces printed out, laminated, and waiting to be cut by a parent volunteer! <b>Check out Teaching Pineapples' blog about <a href="http://bit.ly/tpmttwncbpost" target="_blank">Math Toolkits</a>!</b></span></span></span></span><br />
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<tr><td style="text-align: center;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;"><a href="http://bit.ly/tpmttpttwncbbp" style="margin-left: auto; margin-right: auto;" target="_blank"><img alt="Check out Math Toolkits on TPT" border="0" height="320" src="https://scontent.fsan1-2.fna.fbcdn.net/v/t34.0-12/14055615_10154947210870400_1848441318_n.jpg?oh=c4310166a261790c5641800c2f3977e1&oe=57B63C6C" width="320" /></a></span></span></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;"><a href="http://bit.ly/tpmttpttwncbbp" target="_blank">Check out Math Toolkits on TPT</a></span></span></td></tr>
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<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-size: large;"><span style="font-size: small;">3. Storing monthly items - (calendar pieces, bulletin board letters, memory book cut outs, etc.) I can use 10 cases to store things from August - June (If I combine August and September) and then still have 6 more cases for seasonal or holiday items!</span></span></span></span><br />
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<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-size: large;"><span style="font-size: small;">4. Supply boxes - these will be great for holding a set of crayons each. Especially for centers time! They'll be great for children to use individually or in pairs.</span></span></span></span><br />
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<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-size: large;"><span style="font-size: small;">Here are some other great ideas shared by other teachers: </span></span></span></span><br />
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<li><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;">Task Cards <span style="font-size: x-small;">shared by Kelsey</span></span></span></li>
<li><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;">"Fine Motor Suitcase" with different tools, manipulatives, and tasks for working on fine motor skills <span style="font-size: x-small;">also shared by Kelsey</span></span></span></li>
<li><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;">Busy boxes with lacing cards, ABC puzzles, tracing cards, color match games, etc. <span style="font-size: x-small;">shared by Gianna</span></span></span></li>
<li><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;">Card boxes for individual decks of cards <span style="font-size: x-small;">shared by Patti</span></span></span></li>
<li><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;">Counting Collections where each box holds different amounts of objects (mini erasers, macaroni noodles, beads, pennies, mini pine cones, foam shapes, etc.) with amounts going up to 30 and extending into higher numbers like 100 for more of a challenge <span style="font-size: x-small;">shared by Tarah</span></span></span></li>
<li><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;">Organizing Bulletin Board Letters <span style="font-size: x-small;">shared by Kelci</span></span></span></li>
<li><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;">Small Letter Storage including one set of uppercase letters and one set of lowercase letters to make CVC and other words <span style="font-size: x-small;">shared by Lori</span></span></span></li>
<li><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;">Early finisher boxes and individual center boxes <span style="font-size: x-small;">shared by Kara</span></span></span></li>
<li><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "trebuchet ms" , sans-serif;">Word Families for use during literacy centers <span style="font-size: x-small;">shared by Heidi</span></span><span style="font-size: x-large;"> <span style="font-size: small;"><span style="font-family: "trebuchet ms" , sans-serif;"> </span></span></span></span></li>
</ul>
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<span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;"><span style="font-size: small;"><span style="font-family: "trebuchet ms" , sans-serif;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp31JHdH1jOdDbCAHS0vVEAsjQY3XQyJN3rX12nripQnhZq4Oid1nCVAkj3TMtlJxbfhP1o5ckdSI-fq0Rhyphenhyphenuj9H8UPbyfOCYOoPqmjaZDRthHdaXpau-I2BNjwYJQTPv4LoZaffVhZzw/s1600/How+will+you+use+your+box.png" imageanchor="1"><img border="0" height="56" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp31JHdH1jOdDbCAHS0vVEAsjQY3XQyJN3rX12nripQnhZq4Oid1nCVAkj3TMtlJxbfhP1o5ckdSI-fq0Rhyphenhyphenuj9H8UPbyfOCYOoPqmjaZDRthHdaXpau-I2BNjwYJQTPv4LoZaffVhZzw/s640/How+will+you+use+your+box.png" width="640" /></a></span></span></span></span><br />
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<span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;"><span style="font-size: small;"><span style="font-family: "trebuchet ms" , sans-serif;">I'd love to hear how you plan to use your box(es)! Leave a comment below!</span></span></span></span><br />
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<span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;"><span style="font-size: small;"><span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-size: xx-small;"> *bas</span><span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-size: xx-small;">ic photo box ph<span style="font-family: "trebuchet ms" , sans-serif;">oto from Micha<span style="font-family: "trebuchet ms" , sans-serif;">els<span style="font-family: "trebuchet ms" , sans-serif;">.<span style="font-family: "trebuchet ms" , sans-serif;">com</span></span></span></span></span></span></span></span></span></span></div>
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Becky from Teaching With Ninjanuityhttp://www.blogger.com/profile/16607170408938714709noreply@blogger.com0tag:blogger.com,1999:blog-316350318170963372.post-79757769642587873682016-05-28T13:50:00.002-07:002016-05-28T13:50:28.771-07:00Closing out the end of the YearWow! It's been a busy year and I can (almost) hardly believe we just have a few school days left! I think right now we're at <span style="font-size: large;">17</span> more school days!<br />
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With the end of the year coming up, my mind is thinking of all of the final things to do to close out the year:<br />
-Report cards<br />
-Sending home student work<br />
-Sending home student items<br />
-Organizing supplies for the summer<br />
-Giving students end of the year gifts<br />
-Giving my parent volunteers gifts<br />
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With all of that to think about, this year is a little different! <span style="font-size: large;">As I write this, I'm 37 weeks pregnant!</span> I'm due just 4 days before school gets out. I finally decided last week that I'd work until June 13th (a Monday). Since I'll be making sub notes and plans for my "long term sub" I decided I'd take that weekend to make sure all of my plans were ready to go and then I'd be able to make copies when I was at work on the 13th. Also, my sub will shadow me on the 13th. <br />
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So... there also lies my "to do list" for things baby related!<br />
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As we wrap up the end of the year, my main focuses are on getting assessments finished to complete report cards, plan for my "long term sub," and to get all of my students' work and supplies sent home! Then something cute and simple for student gifts. I'll get Starbucks cards for my wonderful parent volunteers!<br />
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What are you doing to wrap up the end of the school year?<br />
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<br />Becky from Teaching With Ninjanuityhttp://www.blogger.com/profile/16607170408938714709noreply@blogger.com0tag:blogger.com,1999:blog-316350318170963372.post-53641014013649258752016-04-17T15:07:00.002-07:002016-04-17T15:07:49.630-07:00Getting started with Planbook.com<span style="font-family: "Trebuchet MS",sans-serif;">Have you heard of <a href="http://planbook.com/"><span style="font-size: large;"><b>Planbook.com</b></span></a>?</span><br />
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<span style="font-family: "Trebuchet MS", sans-serif;">I've heard about it so many times over the past few years. I always navigate to the homepage, then sit there thinking, <span style="font-size: large;"><b>"Am I really going to use this?"</b> </span>or <span style="font-size: large;"><b>"Could I really give up my custom paper and pen lesson plan book?"</b></span></span><br />
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<span style="font-family: "Trebuchet MS", sans-serif;">Usually these questions steer me away from going any further than the homepage. But this weekend, <span style="font-size: large;"><b>something changed</b></span>. </span><br />
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<span style="font-family: "Trebuchet MS", sans-serif;">I read a blog post about customizing and Planbook and making your plans look <b>*beautiful*</b> with pictures to prove it! Again, I scrolled to the homepage and asked myself those same two questions.</span><br />
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<span style="font-family: "Trebuchet MS", sans-serif;"><b>I still wasn't convinced. </b>So I posted a question in one of my FaceBook teacher groups, asking my fellow teacher friends how many of them use Planbook and how they could give up their "physical" lesson plan book in exchange for the internet based planning website.</span><br />
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<span style="font-family: "Trebuchet MS", sans-serif;">I was <b>surprised</b> that so many teachers, like me, had asked themselves the same questions, but had taken the plunge and found that they absolutely <span style="font-size: large;">LOVE </span>Planbook. Some teachers wrote that they use a similar site, but ultimately, those who responded had not only enjoyed planbook, but have been using it for a few <span style="font-size: large;">years</span>. </span><br />
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<span style="font-family: "Trebuchet MS", sans-serif; font-size: large;">They shared some of their favorite features of using Planbook.com:</span><br />
<span style="font-family: "Trebuchet MS", sans-serif;">-It's Inexpensive ($12/year with a free month trial)</span><br />
<span style="font-family: "Trebuchet MS", sans-serif;">-It's easy to shift/move lessons - if you didn't get to a lesson on a particular day, you can move it to another day</span><br />
<span style="font-family: "Trebuchet MS", sans-serif;">-You can create templates and formats to use for multiple subjects and classes</span><br />
<span style="font-family: "Trebuchet MS", sans-serif;">-You can add standards to your lessons</span><br />
<span style="font-family: "Trebuchet MS", sans-serif;">-You can copy and paste things easily</span><br />
<span style="font-family: "Trebuchet MS", sans-serif;">-There's an app!</span><br />
<span style="font-family: "Trebuchet MS", sans-serif;">-You can easily e-mail your plans in case you're at home sick and need a sub</span><br />
<span style="font-family: "Trebuchet MS", sans-serif;">-You can adjust the boxes so you don't run out of room</span><br />
<span style="font-family: "Trebuchet MS", sans-serif;">-You can copy your schedule across the week (if it's the same each day) and add in special things that might only happen once a week</span><br />
<span style="font-family: "Trebuchet MS", sans-serif;">-You can save it as a PDF for easy reference or print them out to turn in, keep in a binder, or just have a hard copy</span><br />
<span style="font-family: "Trebuchet MS", sans-serif;">-You can see multiple years - it's easy to reference back to your prior years plans as needed</span><br />
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<span style="font-family: "Trebuchet MS", sans-serif; font-size: large;">With all of these benefits, I was eager to give it a try! </span><br />
<span style="font-family: "Trebuchet MS", sans-serif; font-size: large;"><span style="font-size: small;">One teacher commented that I should try out the free month trial before the end of the school year to see if it was something I'd be interested in. <b>I can't believe I hadn't though of that! </b></span></span><br />
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<span style="font-family: "Trebuchet MS", sans-serif; font-size: large;"><span style="font-size: small;">I also read somewhere that you can add links in and even attach files. These two ideas were <span style="font-size: large;"><b>HUGE</b></span> to me! Especially thinking of all the time it'll save me next year when I'm wondering where I got that giraffe video I showed! Or when I'm wondering where I filed that writing paper master I used for that week's writing.</span></span><br />
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<span style="font-family: "Trebuchet MS", sans-serif; font-size: large;"><span style="font-size: small;"><b>So I decided to give it a go!</b></span></span><br />
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<span style="font-family: "Trebuchet MS", sans-serif; font-size: large;"><span style="font-size: small;">After signing up for my free trial, I got started setting up my "classes" which in the Elementary world is the same as "subjects" essentially. <span style="font-size: large;"><b>(I heard this was the most time consuming part)</b></span></span></span><br />
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<span style="font-family: "Trebuchet MS", sans-serif; font-size: large;"><span style="font-size: small;">The classes are color coded. The blog I read suggested to color code "non academic times" as gray. I also colored my Library and Music times as gray since another teacher is teaching during that time.</span></span><br />
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<span style="font-family: "Trebuchet MS", sans-serif; font-size: large;"><span style="font-size: small;">Here are my classes. I LOVE that the ELA parts of my day are different shades of green and the Math times of my day are different shades of orange. It was <span style="font-size: large;">SO</span> easy copying the schedule across the days of the week. It was also easy to add in Library and Music to my Friday schedule only. </span></span><br />
<span style="font-family: "Trebuchet MS", sans-serif; font-size: large;"><span style="font-size: small;"><span style="font-family: "Trebuchet MS", sans-serif; font-size: large;"><span style="font-size: small;">Click the picture for a larger view! </span></span> </span></span><br />
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" width="400" /></span></div>
<span style="font-family: "Trebuchet MS", sans-serif; font-size: large;"><span style="font-size: small;">Right now all of the classes are collapsed so I can quickly see them. There's a "+" box near the printer icon on the upper right that will expand the classes boxes to show the details I have added.</span></span><br />
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<span style="font-family: "Trebuchet MS", sans-serif; font-size: large;"><span style="font-size: small;">Next, I started adding in lessons to each class. During rotations ELA and Math, I have 4 centers, so I typed in "1., 2., 3., 4." into the Monday sections of these rotation times and then <span style="font-size: large;">copied</span> them through the week. SO SIMPLE!</span></span><br />
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<span style="font-family: "Trebuchet MS", sans-serif; font-size: large;"><span style="font-size: small;">My Monday and Tuesdays, my centers are the same, so I typed them in on Monday and <span style="font-size: large;">copied</span> them into Tuesday. Easy peasy! </span></span><br />
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" width="400" /></b></div>
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<span style="font-family: "Trebuchet MS", sans-serif; font-size: large;"><span style="font-size: small;">My plan book is at school so I just tried remember as much as I could about the week just to start getting a feel for the features.</span></span><br />
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<span style="font-family: "Trebuchet MS", sans-serif; font-size: large;"><span style="font-size: small;">On my Monday ELA rotations, I attached a PDF file of my writing paper that I'll use for my students to write "I like (animal) because ___" <span style="font-size: large;"><b>Attaching this was SO simple! </b></span></span></span><br />
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<span style="font-family: "Trebuchet MS", sans-serif; font-size: large;"><span style="font-size: small;">Next, I tried adding a link to a giraffe video I plan to show this week. I had e-mailed myself the link thinking that this would make it easy for me to find it next year when it came to teaching this unit again. I copied the link and using the "link" button inside the lesson editing tool, I added the link! <span style="font-size: large;"><b>SUPER SIMPLE!</b></span></span></span><br />
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<span style="font-family: "Trebuchet MS", sans-serif; font-size: large;"><span style="font-size: small;"><span style="font-size: large;">I also downloaded the app to my iPhone to check it out. <span style="font-size: small;">I like the idea of being able to take my lessons with me anywhere. I haven't played around with it too much yet, but it looks like many of the features offered on the website are available on the app. I noticed the main view on the app is for "day" instead of the "week" view I see on the website. I'd like to download the app on my iPad and see if it shows the "week" view or the "day" view as the default. Nonetheless, it's easy to switch between days.</span></span></span></span><br />
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<span style="font-family: "Trebuchet MS", sans-serif; font-size: large;"><span style="font-size: small;"><span style="font-size: large;"><span style="font-size: small;">I <span style="font-size: large;"><b>LOVE</b></span> the idea that I can easily access my lessons from any computer, from my phone, and my ipad. This is so convenient! I like that I can easily send my plans if there is a sub and I can't make it in to work to make/turn in my plans. I'm thinking this will <span style="font-size: large;">especially come in handy</span> since I'm almost 8 months pregnant and who knows when I'll be going out for maternity leave or next year when little one is sick or something. </span></span></span></span><br />
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<span style="font-family: "Trebuchet MS", sans-serif; font-size: large;"><span style="font-size: small;"><span style="font-size: large;"><span style="font-size: small;">I'm only 24 hours into my Planbook journey, and I'm SUPER stoked about all of the helpful features I've already explored. I've yet to attach standards to lessons, but that's next on my exploration!!</span></span></span></span><br />
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<span style="font-family: "Trebuchet MS", sans-serif; font-size: large;"><span style="font-size: small;"><span style="font-size: large;"><span style="font-size: small;">Have you tried Planbook? I'd LOVE to hear your thoughts and ideas!! </span></span></span></span><br />
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<span style="font-family: "Trebuchet MS", sans-serif; font-size: large;"><span style="font-size: small;"><span style="font-size: large;"><span style="font-size: small;">If you haven't tried it yet - try the free month trial like I did - see if you like it for the remainder of this year! </span></span></span></span><br />
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<span style="font-family: "Trebuchet MS", sans-serif; font-size: large;"><span style="font-size: small;"><span style="font-size: large;"><span style="font-size: small;">Blessings!</span></span></span></span><br />
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<span style="font-family: "Trebuchet MS", sans-serif; font-size: large;"><span style="font-size: small;"><b> </b> </span><br /> </span>Becky from Teaching With Ninjanuityhttp://www.blogger.com/profile/16607170408938714709noreply@blogger.com0tag:blogger.com,1999:blog-316350318170963372.post-92207588784151146852015-09-20T11:45:00.000-07:002015-09-20T11:48:10.221-07:00Spotlight Saturday: Weekly To Do Lists<style>
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<span style="font-family: Verdana; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">I
am so excited to link up again with <span style="mso-field-code: " HYPERLINK \0022http\:\/\/kinderdragons\.blogspot\.com\/\0022 \\t \0022_blank\0022 ";"><u><span style="color: blue;">Kindergarten Dragons</span></u></span> for <span style="mso-field-code: " HYPERLINK \0022http\:\/\/kinderdragons\.blogspot\.com\/2015\/09\/spotlight-saturday-9-19-15\.html\0022 \\t \0022_blank\0022 ";"><u><span style="color: blue;">Spotlight Saturday</span></u></span>! </span><span style="font-family: Times; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";"></span></div>
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<span style="font-family: Verdana; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">I
love the Basic Shape Roll, Trace, and Color she spotlighted this week - it's
perfect for my class this upcoming week - and it's FREE!!</span><span style="font-family: Times; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";"></span></div>
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<span style="font-family: Verdana; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">My spotlight this week is my newest
product on TPT.... </span><span style="font-family: Times; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";"></span></div>
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<span style="font-family: Verdana; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Weekly To Do Lists </span><span style="font-family: Times; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";"></span></div>
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<a href="https://www.teacherspayteachers.com/Product/Weekly-To-Do-Lists-with-editable-name-2102229" target="_blank"><img alt="https://www.teacherspayteachers.com/Product/Weekly-To-Do-Lists-with-editable-name-2102229" border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyVhGL41UCvaNacFS6CyKpjR2wMaHNoI4zWNYgiCRqP_PXiZXzvUVD0zMVKG3YKr2N_zimTPeKLSejgZGffCdBPSidShebV5SXGdymAMjwCtYOxTJxFwsogrdJRfyDtvKmHVCahH453p0/s320/Slide1.jpg" width="240" /></a></div>
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<span style="font-family: Verdana; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">I
have the most RANDOM schedule ever when it comes to prep and planning
time. I needed something that I could quickly and easily jot down things
I needed to do that were in relation to my lesson plans for the week and that
would help me </span><span style="font-family: Verdana; font-size: 18.0pt; mso-bidi-font-family: "Times New Roman";">ORGANIZE</span><span style="font-family: Verdana; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";"> </span><span style="font-family: Verdana; font-size: 24.0pt; mso-bidi-font-family: "Times New Roman";">MY
LIFE!</span><span style="font-family: Verdana; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";"> Since my whole motto is "Work Smarter, Not
Harder" this was the perfect solution. I love that it gives me
direction and focus.</span><span style="font-family: Times; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";"></span></div>
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<span style="font-family: Verdana; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">This
helps me know what I need to do and pick things based on how much time I have
at that moment. Here's my list in action from one of my Instagram posts:</span><span style="font-family: Times; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";"></span></div>
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<span style="font-family: Verdana; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">This
has helped tremendously already!! I just hole punch it and throw it in my
planning binder in the front - that way I can see it and know exactly what I
need to do! </span><span style="font-family: Times; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";"></span></div>
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<span style="font-family: Verdana; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";">Make
sure to check out Kindergarten Dragon's post!! I hope you also decide to link
up as well!</span><span style="font-family: Times; font-size: 10.0pt; mso-bidi-font-family: "Times New Roman";"></span></div>
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Becky from Teaching With Ninjanuityhttp://www.blogger.com/profile/16607170408938714709noreply@blogger.com0tag:blogger.com,1999:blog-316350318170963372.post-68771600480971310012015-09-05T17:10:00.000-07:002015-09-05T17:10:06.493-07:00The first week of TK<span style="font-size: x-large;"><b>It has been a great first week of TK!! </b></span><br />
(If you're asking "what is TK?" Check out my friend's post <a href="http://alearningmoment.blogspot.com/2015/07/what-is-tk.html" target="_blank">What *is* TK?</a> explaining perfectly what TK is all about!)<br />
<br />We had our parent orientation the week before school started and I was able to ask for a few volunteers to come in on our first day - which was HUGE! My lovely mother in law also came in and helped out too!<br />
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There are SO many routines to learn at the beginning of the year in general, but given that this is most of the kiddos' first time at school (depending on if they went to any type of preschool), there are even MORE routines to learn!! I LOVED getting to tell them about some of our classroom routines, introducing them to our class rules, and setting our classroom up for success. <br />
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It's crazy to me to remember that they are 4. Just babies!! Coming from 3rd grade, it's quite a bit different, but I just absolutely LOVE the age level! I am looking forward to getting things established in the classroom in order to promote as much growth and development as possible.<br />
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I'm such a problem solver and a "work smarter, not harder" kind of person, so I've already noticed a couple of things in our classroom that I've needed to change up to be more fitting to the kiddos and to me. One of them was our station rotation routines. I had the kids "line up" on a certain line based on what table they were just finishing at stations, then when everyone was on their lines, we'd rotate to the next group. It was <b>chaotic</b>. Imagine 20 four year olds just buzzing around the classroom "finding" their line. Once the parent helpers and I got them to their line, some would buzz away from their line and it would start all over again! Now we are pushing in our chairs and standing behind the chairs waiting to rotate. Much better so far!!<br />
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Another was our dismissal procedures of "coloring in our day." <br />
(I'm still working on getting 20 four year olds packed up and ready to line up, but that's another story!)<br />
I use my <a href="https://www.teacherspayteachers.com/Product/Clip-Chart-Behavior-Calendars-2015-2016-School-Year-1998283" target="_blank">Clip Chart Behavior Calendars</a> to help communicate and document our daily behavior. This has always been a great tool as it reinforces behaviors on an individual level and helps communicate these things to parents each day. Well, given that my kiddos are 4, hardly know what a "homework folder" is, let alone a "calendar," nor could probably not tell you very easily what day of the week it is...... Some say this might be a challenge... I say it's a learning opportunity!!<br />
School started on the 31st of August which was a wacky day to start a behavior calendar on!! But, with the parent's help, we got all of the calendars colored in!! Day 2 and day 3, my mom volunteers and I worked out a system to color in our days by having me call all of the kiddos who were "pink" to go color their day, then "purple" and so on. This worked out well too, but I knew there had to be a better way! I came up with the idea to have a plastic tub full of crayons that were separated by color into different cups. I set up Go Noodle or You Tube on our projector for the whole class to watch. Now I can call each group of colors, hand each kiddo their crayon and point to the day on the calendar for them to color! When they are done, they put their crayon back into the right cup, and go sit down on the carpet with their folder. This went SO great!! I am planning to have a printed out copy of the month posted by our mailboxes and our homework folders with an arrow pointing to what day to color to help them remember in case there isn't an adult who is always able to be standing there.<br />
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It's so fun to have one week down in the books already. I'm excited for this year and all of the learning and growing we'll be doing!!<br />
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I hope everyone is having a great start to the year!<br />
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<br />Becky from Teaching With Ninjanuityhttp://www.blogger.com/profile/16607170408938714709noreply@blogger.com0tag:blogger.com,1999:blog-316350318170963372.post-21547527056870649732015-08-29T14:39:00.003-07:002015-08-29T14:47:21.286-07:00Audio QR Codes Video Tutorial!<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidjiFE7OzX00CQwnE8sOor5Zm5KeO5Dx1UbSY7Vv0T85dUM91iTjDSLb5A0XlH3qjoRXyfebd_yZL5Jl07bKiNqYcmxFdFBIv2q1WZPxQgnk7CVhVyDrP7RCL5wujKtx1QFeDhiMtPBoo/s1600/Creating+Audio+QR+Codes.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="120" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidjiFE7OzX00CQwnE8sOor5Zm5KeO5Dx1UbSY7Vv0T85dUM91iTjDSLb5A0XlH3qjoRXyfebd_yZL5Jl07bKiNqYcmxFdFBIv2q1WZPxQgnk7CVhVyDrP7RCL5wujKtx1QFeDhiMtPBoo/s640/Creating+Audio+QR+Codes.png" width="640" /></a></div>
<span id="goog_1658528770"></span><span id="goog_1658528771"></span>If you saw my post in Instagram (or even if you didn't see it..) on the Audio QR codes I made to quickly and easily play songs around my classroom - you know how excited I am to eliminate having to shuffle through CDs to find the song(s) I want to play. As teachers we KNOW how much this really derails a lesson! I created this video tutorial to show you how to quickly and easily create an Audio QR code!!<br />
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I am SO excited to be able to use this process in the future - there are SO many uses!! I hope this is helpful to you!! Please leave a comment below if you found this useful!!<br />
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<br />Becky from Teaching With Ninjanuityhttp://www.blogger.com/profile/16607170408938714709noreply@blogger.com0tag:blogger.com,1999:blog-316350318170963372.post-16482579732157778042015-08-28T16:25:00.000-07:002015-08-28T16:25:44.798-07:00Five for Friday [August 28, 2015]<div class="separator" style="clear: both; text-align: center;">
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Another Five for Friday!! I love this linky party hosted by <a href="http://doodlebugsteaching.blogspot.com/" target="_blank">Doodle Bugs Teaching</a>!<br />
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We went to Mission Beach this past weekend as a way to celebrate the "last" weekend of summer!! I started meetings on Monday for work and have had meetings and teacher prep days all week! School starts this coming weekend!! Miss Coco stayed at my in-laws house, but we enjoyed the beach and got to play games with my sister in law and her boyfriend!<br />
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Coco LOVES her blankies, but she especially loves them when I pull them out of the dryer after washing them. She pulls them around the house in her mouth. She ended up with this one in the bathroom so she could kneed it up just the way she likes it! She's a funny girl.<br />
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GLUTEN FREE CHEERIOS!! Enough said!! <br />
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I made these QR codes to connect to the music I'll be using in my classroom - this makes it so I don't have to switch the CDs out all the time!! Yay! I'm going to work on a tutorial for how to make these this weekend!! <br />
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This was my classroom all ready for our orientation! I am partner teaching with another teacher who will teach in this classroom in the morning with her class of 22 students and I'll teach in the afternoon my class of 22 different children! Orientation went GREAT! I can't wait to start school on Monday!<br />
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I hope you had a great week and I can't wait to read your Five for Fridays!!<br />
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<br />Becky from Teaching With Ninjanuityhttp://www.blogger.com/profile/16607170408938714709noreply@blogger.com1tag:blogger.com,1999:blog-316350318170963372.post-77761193104156305632015-08-21T07:26:00.000-07:002015-08-21T07:29:06.328-07:00Five For Friday [August 21, 21015]<div class="separator" style="clear: both; text-align: center;">
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This is a combo of the past two weeks!! It seems like each week, Friday has come so much quicker than I realized!! I guess that's what happens when summer is coming to an end!! Today is my last day of summer - and I'm debating whether or not to go into my classroom. I've been going the past two weeks but today I am wanting to enjoy the last day by doing anything BUT being in my classroom....<br />
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This is Coco the past two weeks. She's so funny and cute and stubborn all at the same time. I roll out my yoga mat, and there she is with her ball. We had family game night and I made some peanut butter rice crispy treats with chocolate/butterscotch top, and she was stalking them all night!! Then lately, when my husband goes to bed, she whines insistently until I clear a spot off a spot on the couch next to me for her to sit.. <br />
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This is an older 31 bag that I've had. At the beginning of summer, I got the "Fold and File" from 31 - I was going to use it in my bigger utility tote, but it fits perfect into this one was well and I have room for my water bottle and my coffee tumbler at the other end!! I LOVE how the Fold and File gives the bag more structure and keeps everything nice and organized!! I LOVE 31!!<br />
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I went to a So Cal Teacher Meet Up this past weekend with these friends!! There were 12 people total and it was AWESOME!! I can't wait to do it again!!<br />
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I had a girls day with the little girl I used to nanny. Starbucks, helping in my classroom, In-N-Out for lunch, and a trip to target - you can't go wrong!! <br />
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I got this bulletin board up in my classroom this week with the help of my mother in law!! There are still a few things missing, but I'm so glad with how it turned out!<br />
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Check out this video for how I made the banner!! <br />
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This next week I start all of my teacher meetings and then the kiddos come on the 31st!! I'm so excited!! So, with that, I'm saying sayonara summer! (Don't worry.. we have a trip to the beach planned for the weekend to end the summer!!) :)<br />
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<br />Becky from Teaching With Ninjanuityhttp://www.blogger.com/profile/16607170408938714709noreply@blogger.com2tag:blogger.com,1999:blog-316350318170963372.post-81154218525238755572015-08-17T07:14:00.000-07:002015-08-17T07:14:50.829-07:00Monday Made It - Name Tag - Tracing - Work Mats!This is my first time linking up with 4th Grade Frolics - Monday Made It! I am so excited to try a new (to me) link up!<br />
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<a href="http://4thgradefrolics.blogspot.com/search/label/Monday%20Made%20It" target="_blank"><img alt="http://4thgradefrolics.blogspot.com/search/label/Monday%20Made%20It" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEym3Pemcm9KAl98rGmiQXQfaZs5sp8mZ2X5y6zX63zuFwWlY2sXU88XwgaR5aiWXr-7mgzEC3GrEfZTiDYAOW3a1kNG4hnonEURHTcRAbIPkp_FC6qPb8ldCrkLy2I-rmsq-ycX7Y5QE/s1600/Monday%252BMade%252BIt%252B1.png" /><span id="goog_88899468"></span></a><span id="goog_88899469"></span></div>
So here we go!!<br />
This week I made.....<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG0k4wND82d1pvc_F0v0qOzNQv2papTmHu7o3hQNMy7jcE5p8x9Db524M_aOVB1OWdx0SrzlMYzJkg5r-Ll_WaMCtXkv1epARzZWnHQ6v71AihUSILhOcaRP5atB8ykmd_rFe2idfSkCI/s1600/8.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG0k4wND82d1pvc_F0v0qOzNQv2papTmHu7o3hQNMy7jcE5p8x9Db524M_aOVB1OWdx0SrzlMYzJkg5r-Ll_WaMCtXkv1epARzZWnHQ6v71AihUSILhOcaRP5atB8ykmd_rFe2idfSkCI/s640/8.png" width="635" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">These still need to be laminated. BUT - you can see the name tag on the front and the ABCs and 123s on the back!</td></tr>
</tbody></table>
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So what is a name tag tracing mat? I got the original idea for these work mats from this post by Palma Lindsay - <a href="http://kfundamentals.blogspot.com/2015/07/my-10-best-tips-for-teaching-tk.html" target="_blank">My 10 Best Tips for Teaching TK</a>. She explains a bunch of great ways to make this mixed class really successful!! (Don't know what TK is? Check out this post from my friend at A Learning Moment - <a href="http://alearningmoment.blogspot.com/2015/07/what-is-tk.html" target="_blank">What *is* TK?</a>)<br />
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These are great for any younger kiddo - including preschool, TK, and kinder!!<br />
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So Palma wrote this about Work Mats - "Samples of their names written with a broad tip marker on on a lined
name tag and glued to a piece of construction paper can be laminated and
used as a personal workspace. Wiki-sticks will stick nicely to the
letters and the laminated work mats keep glue from sticking to your
tables. Mats can be easily washed and kept clean."<br />
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How great is that?!?! I also love that this mat helps students learn about personal work space. That is HUGE for the little kids!!<br />
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So I took this idea one step farther.. I decided to add a page of ABCs and a page of numbers (1-20) with the stroke order shown to the back. This will be great for students to practice their letter and number writing with a whiteboard marker when we have a few extra minutes!<br />
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Here's how you can create your own!<br />
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<u><b>Here's what you'll need:</b></u><br />
-Name Tags (These are from the dollar spot at Target!!)**<br />
-Construction paper**<br />
-Adhesive of some sort - I am OBSESSED with these tape runners from the 99cent store!<br />
You could also use a glue stick if you'd like..<br />
-ABC stroke order pages (I will be uploading these in my store SOON!!)**<br />
-123 stroke order pages (I will be uploading these in my store SOON!!)**<br />
**Enough for your class plus a handful extra - it's always better to make extra now rather than later when a new student comes, or when one something *bad* happens to one of the mats mid way through the year!<br />
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<span style="font-size: large;">STEP 1 </span><br />
<span style="font-size: large;">Make a Guide</span><br />
<span style="font-size: large;"><span style="font-size: small;">So, when I opened my name tags from Target, I had to split them all
apart. I noticed one set (2 name tags) had this awful crease in them.
When I checked through my construction paper - I noticed I had one piece
of light blue. Oh my gosh, PERFECT! You can use the same color as your
construction paper if you have extra, the light blue worked perfect for
doing a tutorial..</span> </span><br />
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<b>To make the guide.. </b><br />
-Fold a piece of extra construction paper in half<br />
-Fold an extra name tag in half<br />
-Adhere the folded name tag where you want it to the folded piece of construction paper. I eyeballed where I wanted it.<br />
-Now I was able to use this guide to line up my name tags to be straight without having to measure each one!<br />
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<span style="font-size: large;">STEP 2</span><br />
<span style="font-size: large;">Adding Name Tags</span><br />
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-Line the guide up against the edge of the construction paper.<br />
-Add adhesive to the side that will be touching the mat first (in the picture, this is the edge closest to my tape runner).<br />
-Line up the non adhesive side on the name tag on your guide - this will make it straight. You can't even see the name tag on my guide because the name tag on top is lined up perfectly.<br />
-Press down on the edge with adhesive to "anchor" the name tag.<br />
-I like to assembly line my projects, so I did this for EACH of my mats before moving to the next step.<br />
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<span style="font-size: large;">STEP 3</span><br />
<span style="font-size: large;">Adhere the rest of the name tag</span><br />
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<span style="font-size: large;"> <span style="font-size: small;">-This was the name tag just sitting on top of the construction paper before I adhered the rest of it.</span></span><br />
<span style="font-size: large;"><span style="font-size: small;">-I added a strip of tape down the center of the name tag (I actually ran it along the paper where I knew the name tag would cover it so I wouldn't bend the name tag).</span></span><br />
<span style="font-size: large;"><span style="font-size: small;">-Add adhesive to the final edge of the name tag.</span></span><br />
<span style="font-size: large;"><span style="font-size: small;">-Flatten out and secure by running your hands over the name tag.</span></span><br />
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<span style="font-size: large;">STEP 4</span><br />
<span style="font-size: large;">Adding the Tracing Pages to the Back </span><br />
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<span style="font-size: large;"> <span style="font-size: small;">-Unfold your guide page and on the back, add on your number tracing page and your ABC tracing page. I liked my ABCs on the left side and my numbers on the right side.</span></span><br />
<span style="font-size: large;"><span style="font-size: small;">-Fold your guide back in half so one page shows up.</span></span><br />
<span style="font-size: large;"><span style="font-size: small;">-This helps to show you how much of your construction paper is half.</span></span><br />
<span style="font-size: large;"><span style="font-size: small;">-Add adhesive to your tracing page (I added it to all four corners).</span></span><br />
<span style="font-size: large;"><span style="font-size: small;">-Holding your tracing page in the middle (where there isn't any adhesive), place your page where you want it on half of the construction paper.</span></span><br />
<span style="font-size: large;"><span style="font-size: small;">-Press down the top corners and smooth out until you reach the bottom corners.</span></span><br />
<span style="font-size: large;"><span style="font-size: small;">-I assembly lined this as well - I did all of my number pages before moving onto my ABCs.</span></span><br />
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<span style="font-size: large;">STEP 5</span><br />
<span style="font-size: large;"><span style="font-size: small;"><span style="font-size: large;">Adding the Second Tracing Page</span></span></span><br />
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<span style="font-size: large;"><span style="font-size: small;"><span style="font-size: large;"> <span style="font-size: small;">-Removing the guide page, you can easily see how much space is left for the second tracing page - this makes it really easy to just place the page down!</span></span></span></span><br />
<span style="font-size: large;"><span style="font-size: small;">-Add adhesive to your tracing page (I added it to all four corners).</span></span><br />
<span style="font-size: large;"><span style="font-size: small;">-Holding
your tracing page in the middle (where there isn't any adhesive), place
your page where you want it on half of the construction paper.</span></span><br />
<span style="font-size: large;"><span style="font-size: small;">-Press down the top corners and smooth out until you reach the bottom corners.</span></span><br />
<span style="font-size: large;"><span style="font-size: small;">-I assembly lined this as well - I did all of my number pages before moving onto my ABCs.</span></span><br />
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<span style="font-size: large;"><span style="font-size: small;">Adding names - you can either add names now or wait to laminate the pages and then add names. I will be adding names after I laminate since I do not have my list of names yet and I want to get this project as close to finished as possible before school starts. I will just add the names with permanent marker. I know having the kiddos trace their name with a white board marker will erase the permanent marker on top of the laminate - but I'll cross that bridge when it comes! I might just have the students use their fingers to trace their names as we get started before introducing the whiteboard markers! </span></span><br />
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<span style="font-size: large;"><span style="font-size: small;">**Laminate!! (I still need to do this part!!) </span></span><br />
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<span style="font-size: large;"><span style="font-size: small;"><span style="font-size: large;">Wa-LAH! You're finished!! </span> </span></span></div>
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<span style="font-size: large;"><span style="font-size: small;"> Leave me a comment and let me know if you followed this tutorial to make your own mats!!</span></span><br />
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Becky from Teaching With Ninjanuityhttp://www.blogger.com/profile/16607170408938714709noreply@blogger.com4tag:blogger.com,1999:blog-316350318170963372.post-22776146290826276732015-08-07T07:19:00.000-07:002015-08-07T18:04:18.669-07:00Five For Friday - August 7, 2015<div class="separator" style="clear: both; text-align: center;">
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What a fun week this has been!! Each week is going by so fast, it's crazy to me!! Here's my Five for Friday hosted by <a href="https://www.etsy.com/listing/217561878/wholesale-prices-gold-bar-necklace" target="_blank">Doodle Bugs Teaching!</a><br />
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We had our friend over on Sunday morning for breakfast. He just got back from a month in Taiwan and then left just last night to go back to Oklahoma for school. We played Ticket to Ride with him - which is one of our FAVORITE games!<br />
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Our cousin got married on Sunday! It was a beautiful ceremony and reception!! I love weddings so much!! It always reminds me so much of our wedding just last summer! I love how simple yet elegant weddings can be! Especially when they are focused on God!<br />
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I got to spend another day at the beach! I consider myself SUPER lucky to live close to the beach. I recently heard two people talk about how people who live near the beach don't ever go to the beach. I have been determined to not be one of those people!! I LOVE THE BEACH!! I am getting "super good at going to the beach!" I've got my backpack Tommy Bahama chair from costco, a beach back, a little lunchbox/cooler, my beach bag, towel, sunscreen, and perfect hat! I LOVE IT!<br />
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I swung by my new school on Wednesday and I got to see my classroom! I am so excited!! I'm so looking forward to this year and working at this school!<br />
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I got to go to coffee with one of my sweet friends on Thursday! It's so great getting to see her and catch up with her! We both moved down around the same area around the same time this summer and it's been fun to meet for coffee in new places. We checked out this Coffee and Tea house and then took her puppy for a walk around the surrounding area. There was a park nearby with this crazy playground! How awesome! My friend is also SO great at taking artsy Instagram photos like this one of our feet and the sign. I think she should teach a class to the rest of us! :)<br />
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I hope you have had a wonderful week!!Becky from Teaching With Ninjanuityhttp://www.blogger.com/profile/16607170408938714709noreply@blogger.com6tag:blogger.com,1999:blog-316350318170963372.post-42911216855213698462015-08-05T08:01:00.000-07:002015-08-05T08:01:46.428-07:00Favorite Things: ways to spend the last few weeks of summer! <div class="separator" style="clear: both; text-align: center;">
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I'm linking up for with <a href="http://teachingtrio.blogspot.com/" target="_blank">Teaching Trio</a> for the "Favorite Things Linky" today! I'm so excited to tell you about three of my favorite ways to spend the last weeks of summer!</div>
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My first favorite way to enjoy the last few weeks of summer is going to the beach!! I'm sure this isn't such a big surprise!! Since moving closer to the beach a little over a month ago, I realized I hadn't really been going as often as I had thought!! Since realizing that, I've been going as often as I can!! It's so fun and relaxing!! Definitely my favorite place to be!<br />
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My second favorite way to enjoy the last few weeks of summer is grabbing coffee with friends. Since moving an hour and a half away from where I had lived for the past three years, having the ability to meet up with a friend (either from up north where we used to live OR from near where we live now) is a BIG luxury. I can't wait to meet more friends near our new home to go to coffee with!<br />
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My third favorite way to spend the last few weeks of summer is working on my TPT store! I have been LOVING the down time that I can spend on my store and my products, but more than that, I have absolutely LOVED all that I've gotten to learn from the whole process. I love being able to use my creativity to work on my products, but more than that, I love the journey of professional development it has put me on!! Not to mention all of the wonderful and inspiring people I have met along the way!<br />
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Thanks so much for stopping by! Becky from Teaching With Ninjanuityhttp://www.blogger.com/profile/16607170408938714709noreply@blogger.com2tag:blogger.com,1999:blog-316350318170963372.post-63789710830505476592015-08-01T16:52:00.002-07:002015-08-01T16:52:27.662-07:00Classroom Management - Clip Chart - Behavior CalendarsI know so many teachers who use clip charts as part of their classroom management strategies. Using my clip chart has always been a positive and effective component of my classroom management. Along with my clip chart, I use "Behavior Calendars" to help communicate and partner with parents as to daily behaviors in our classroom. <br />
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<a href="https://www.teacherspayteachers.com/Product/Clip-Chart-Behavior-Calendars-2015-2016-School-Year-1998283" target="_blank"><img alt="https://www.teacherspayteachers.com/Product/Clip-Chart-Behavior-Calendars-2015-2016-School-Year-1998283" border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwimauA2alU_S20WAgladjIt9BYBPOzP8Gj6MxZWX9db0fcx-99Uuy-LXCdHj8AnkQlPfjquDGKuG7bUk2et8GBUkvs4KyL2eMl873egf59M-k5itk_fs_dbAGO-Gid0Ag1BkUkO_rgyM/s320/Slide01.jpg" width="247" /></a></div>
My Behavior Calendars go inside of my students' homework folders. I typically buy their homework folders for them at the beginning of the year at either Walmart or Target. I like to buy the plastic type ones with the 3 brads on the inside - these are the most durable and last much longer than the paper kind. I love the brads on the inside because I can do SO much with them and it helps all of the important papers stay put. I typically buy a bunch of extras at the beginning of the year to replace any that fall apart or get lost throughout the school year.<br />
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I copy my calendars at the beginning of the year (if I'm REALLY organized) hole punch them, and then put them in my monthly drawers/folders to stay organized. I copy some extras just in case!<br />
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So how it works is like this - each day, at the end of the day as we are packing up, the students "Color in their day." They glance over at the chart, find the color crayon or pencil they are for that day and color in that day on their calendar. <br />
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There are some exceptions to this though.<br />
-<span style="font-size: small;"><span style="font-family: inherit;">--For kids who are green, blue, purple, or pink they usually color in their own days, no problem. I have had some friends who color in a higher color than what they actually got, so when I catch this, I typically will color their day in for them.</span></span><br />
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<span style="font-size: small;"><span style="font-family: inherit;">---For kids who are "Above Pink," they'll bring me their calendar at the end of the day and I'll write in pen on that day "ABOVE PINK! WOOOOO!!" with some stars and smiley faces. Then the kiddo will go and color that day pink over my writing.</span></span><br />
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<span style="font-size: small;"><span style="font-family: inherit;">-<span style="color: black;">--For kids who are yellow, orange, or red, I will ask for any student “</span><span style="color: black;">b</span><span style="color: black;">elow </span><span style="color: black;">g</span><span style="color: black;">reen”
to come and see me.<span> </span>We have a little
chat about their day – I ask them why they are on yellow, orange, or red.<span> </span>Sometimes they don’t remember, but often they
do. </span><span style="color: black;">I sometimes notice that students have had all day to get “creative” about what they
thought happened to cause the clip </span><span style="color: black;">down.<span> </span>We talk about how to fix their choices for
“next time” and I write in pen on that day what happened and then I color over
the pen with colored pencil or crayon to know it was colored the right color.<span> </span>I usually write something very “general” yet
relevant such as “not following directions” or “not respecting others.” These
things follow our classroom rules so they work well.<span> </span>If a child has had a really bad day that
needs more information, I’ll follow up with an e-mail to his or her parent
later that day.<span> </span>I find chatting with the
student at the end of the day is the most beneficial part of this plan.<span> </span>It helps the student and I to be on the same
page as to what the behavior was, what the expected behavior is, how to deal
with the particular situation in the future, etc.<span> </span>The chat also helps us to build a partnership
while the child builds responsi<span style="font-family: inherit;">bility for their actions.</span></span></span></span></div>
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<tr><td style="text-align: center;"><a href="https://www.teacherspayteachers.com/Product/Clip-Chart-Behavior-Calendars-2015-2016-School-Year-1998283" target="_blank"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilbNC8uCZWdVHGwq30HVG60-HE_sYQn5FZlKr5sAwFEg_tmr1ZsaA9H28OMCBD9UHAvtINbSITC_yZQ9TFwBEhALXM7SX9IuJcmQDpavWuSQwXqXaC9WyZPOXl1508Tbmk34dWyewMXnI/s320/Slide05.jpg" width="247" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="https://www.teacherspayteachers.com/Product/Clip-Chart-Behavior-Calendars-2015-2016-School-Year-1998283" target="_blank">Here's a sample :) Each calendar has the color codes listed so parents can see quickly what is what. </a></td></tr>
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<span style="font-size: small;"><span style="font-family: inherit;"><span style="color: black;">-</span><span style="color: black;">Each night, the parents are supposed to
check the calendar and initial that day’s box to let me know they have seen the
color for that particular day.<span> </span>The next
morning, as part of my morning routines, I ask the students to raise their
hands to see who had their “signature” from the night before.<span> </span>If a whole table team has their signatures, I
give them a team/table point.</span></span></span></div>
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<span style="font-size: small;"><span style="font-family: inherit;"><span style="color: black;">I tie this into my class economy system
as well.<span> </span>I use “class cash” to pay
students for various things in the classroom (their class jobs, team/table
points, etc.).<span> </span>At the end of each week
or month, I pay the students for their behaviors – I typically give $5 for a
green day, $10 for blue, $20 for purple, $50 pink, and $100 for above
pink.<span> </span>For yellow, students would owe me
$10, orange $20, and red $50.<span> </span>You can
use whatever increments fit best in your classroom economy if you go this
route!</span></span></span></div>
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<span style="font-size: small;"><span style="font-family: inherit;"><span style="color: black;">I hand out new calendars the first school
day of each month.<span> </span>Some years I collect
the finished calendars from the students for any reason I might need to
reference </span><span style="color: black;">them. I'll store them in my filing cabinet and refer back to them if I have a parent conference coming up where I want to comment on the growth the child has made in their behavior choices (I typically know this growth WITHOUT needing the calendar of course), or if I have any kind of student centered meeting or student evaluations that might factor in their behaviors. </span></span></span></div>
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<span style="font-size: small;"><span style="font-family: inherit;"><span style="color: black;">I </span><span style="color: black;">also
hand out extra calendars to students who go to our Resource class.<span> </span>At the end of each day, I meet with them and
write on their second calendar what they did in their resource class to be able
to communicate this quickly and easily to parents. </span></span></span></div>
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<span style="font-size: small;"><span style="font-family: inherit;"><span style="color: black;">This system has worked so well for my students, parents, and I to build a partnership and be on the same page about what is going on in the classroom!! </span></span></span></div>
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<span style="font-size: small;"><span style="font-family: inherit;"><span style="color: black;">Check out the listing on TPT - there are some regular holidays that are "grayed out" with "No School" written in the box as well. If you have a Clip Chart but maybe your colors say different things, please let me know and I can update these phrases and send it your way! If any of the holidays are not correct for your school schedule, let me know that as well! I will be updating this product for the coming school years so once you buy it now, you'll get it each year :) </span></span></span></div>
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<br />Becky from Teaching With Ninjanuityhttp://www.blogger.com/profile/16607170408938714709noreply@blogger.com0tag:blogger.com,1999:blog-316350318170963372.post-27518625256559107882015-07-31T07:11:00.003-07:002015-07-31T11:24:58.261-07:00Five for Friday [July 31]<div class="separator" style="clear: both; text-align: center;">
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I made it my goal to do two five for Fridays for the month of July....... I did one the first Friday of July and let's be honest.. I've been lucky to even remember that it's Friday.. Summetime and the struggle is real! I usually like to have my post ready to go before Friday, but here I am at 6:25 am writing my post to meet my goal! Instead of recapping just this week, I'm going to recap the past three weeks.. I hope that's okay!<br />
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Mid July, I got to go visit my best friend in Kansas. She's lived there for four and a half years and this was the first time (I should have gone sooner!) that I went out to visit her. It was SO fun getting to see all of the places she's told me about for the past four and a half years!! I loved getting to hang out and relax with her and her little boy while her husband was away for work. It's so great getting to do all of the fun things we'd normally do while we're together. We checked out a little water park in a town close to hers and we checked out a lake in another town close to hers. I LOVED getting to see all of the greenery there! It's so much different than California!! <br />
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Now that my husband and I live closer to the beach and it's summertime, I've been wanting to go to the beach more. I'm surprised I've only gone three times this summer!! It's my favorite place though. I can sit at the beach all day and do "nothing" and have the greatest time unlike being at home all day and doing just about "everything" and feeling bored! The left picture is the beach I/we go to usually. The right picture is a picture from yesterday when I got to drive an hour north to go visit a friend and her family on vacation!!<br />
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I've been working HARD in my TPT store and I am LOVING it! I went back and worked on revamping some of the covers and previews of my earlier products. I have learned so much in the past few months it's amazing!! I also had a "Flash Sale" of my newest product bundles - some Common Core Gradebook Pages for grades Kinder through 5th. It was a fun learning experience. I'm really loving my TPT journey!!!<br />
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My husband and I moved an hour and a half south of where I had been living/working for the past three years. I left SO many friends there. I have been SO blessed by many of their friendships that I have still gotten to see them and hang out with them. One friend moved just 30 minutes away from me and we checked out a french bakery together in a nearby city (left picture). I got to hang out with my mother-in-law who lives just 20 minutes away and I found a boba shop as we explored one of the beach cities (middle). Another sweet friend and her baby came all the way down to see my new place and have lunch (right). And of course spending time with my friend at the beach yesterday! I'm so blessed by these friendships that flourish even though the distance isn't the most convenient!! <br />
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I am so excited to announce that I got to sign my contract for my teaching position this fall!! I'll be teaching TK at a local elementary!! This is my celebratory Starbucks drink :) My husband and I took a leap of faith and moved without me having a job lined up. Just 6 days after I signed my exit paperwork at my old school, I got a phone call and was offered the job! This past week I got to make it official by signing my contract!! YAY!!<br />
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Okay and I couldn't resist this last **BONUS** picture of my bulldog, Coco, hanging out with me on my yoga mat this week!! She's been my go to girl since it's summer. Bless her sweet heart!<br />
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I loved getting to take this trip down memory lane looking back over the past three weeks!! Hopefully I can stay more on top of my Five for Fridays in the future :) <br />
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<br />Becky from Teaching With Ninjanuityhttp://www.blogger.com/profile/16607170408938714709noreply@blogger.com1