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Hey everybody and welcome to Tier One
Interventions podcast, where we look

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at your core classroom and we try to
maximize your gifts and help you reach

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every student with their math, with their
writing, and with their reading skills.

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But we concentrate mostly on math here
at Tier One Interventions podcast.

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And our math leader, miss Jonily, is
ready to share some gold nuggets today.

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Welcome to the podcast Jonily, and
they are gold nuggets because these

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last few weeks have been a whirlwind.

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I'm gonna kinda take us back a little
bit, and there's another community that

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I teach called a Math teacher Mastermind,
and I'm going to launch our session today.

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It's not our age level right now,
because I at 50 years old, cannot

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attend for 50 minutes probably
without some kind of break.

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But our, my freshman, 14, 15 year
olds, it's funny that they will do

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that every day about that time because
what they're telling me is I'm zoning

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out now, which actually connects to
this research that says that they can

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only focus for about their age now.

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Sherry, do you wanna say anything on that?

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I know you're big into that
and if you don't that's fine.

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No, you said it very
plainly and very direct.

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Okay, excellent.

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That's exactly the case.

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But there it gets to a point where our
executive function skills around age

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35 start going the other direction.

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That's why you at 50.

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Me At 61, yes.

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I'm at telling everybody my age today.

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That's why our attention
spans gets to be shorter.

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And then as our brains start to
age, the time decreases, but that

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dopamine hit that everybody wants.

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And that's why scrolling on
Facebook is addicting happens and

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is re-triggered every seven seconds.

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That's why you need it
again every seven seconds.

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So it's perfectly makes sense why
after about 15 minutes the kids are

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saying, hello, I'm zoning out now.

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Can you help refocus me?

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Create another novelty trigger,
create that dopamine hit.

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And what I have done since the beginning
of the year is after we transition, after

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warmup, and we start to get into the
lesson, because sometimes we'll only be

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on warmup for about six or seven minutes,
sometimes longer, and then we transition

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to the lesson, or I start going over the
warmup depending on what that next six or

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seven minutes look like in my classroom.

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I purposefully, since the beginning
of the year, after about 14 minutes,

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I will randomly break out in song.

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And I do that deliberately
and intentionally.

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It's not about mathematics and
there is a song of the day.

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One day it might just be, and girls
just wanna have, they just wanna,

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it has nothing to do with the math.

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It's totally random.

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And all of a sudden the kids are
like, now, in the first couple

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weeks when they met me, they
were like, get me out of here.

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I don't know what's happening right now,
but now they're asking for it because it's

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just funny to watch their teacher do that.

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But subconsciously they're asking
for it because after about 14

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minutes they need triggered again.

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They want to focus, they want to
learn, they want to keep hearing me,

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but they're fighting with their brain.

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They're fighting with their brain
because they want to so bad, but

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their brain isn't letting them.

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So they need something that's
going to trigger their brain again.

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And that is something that I have done all
year long, deliberately and intentionally.

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Now it'll start really connecting to math.

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And I actually have a couple little math
jingles and a previous colleague of mine,

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I'm gonna say her name 'cause if she
ever listens, she'll probably freak out.

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Her name is Julie Metheny.

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I taught with her my very
first years of teaching.

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She started teaching before me, and then
I was her eighth grade teaching partner.

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So her name is Julie Metheny.

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And she is an amazing
person, first of all.

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And we haven't talked in years.

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I think I've liked a few things on
Facebook with her and her with me.

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And, but we literally, in, in dozen, a
dozen or more years, we haven't connected,

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but she actually made up multiple math.

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This was her bread and butter.

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She made up, she's a math teacher and she
made up math songs to lots of different

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concepts and it was absolutely beautiful.

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Now, in my first years of teaching,
I would not break out in song with

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my kids 'cause I just, I cared more
about what people thought of me.

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When we're younger, we do now I
don't care what anybody thinks of me.

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And so she would then, oh, back
then it was on cassette tapes, so

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she would record on cas cassette
tapes, her doing the songs, and then

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I would play them in my room for my
kids, so I didn't have to sing them.

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But I think I, I wanted to hold onto
this music thing a little longer.

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And now that Sheri said that, and
Sherry, you said music triggers before

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auditor and something, you said something
visual something and I didn't get it.

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We always talk about the fact that
there's three different learning styles,

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vision, auditory, and movement, but.

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Music and rhythm are going
to trigger even before those.

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Okay,

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so I just put a new post in school.

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It says, what math jingles
do you use in your classroom?

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So later on after we're done
go ahead and let me know what

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jingles you use in your classroom.

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And there's actually one that I
use and I can't take credit for it.

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And I, since I'm talking and
fci I'll have to find the link.

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But it's the 12 song.

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I've sang it to all of you before and
with my second graders in the last

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couple weeks with my second graders,
we've been skip counting by twelves.

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I do this with kinder in first grade
also, and I do it this early in the year.

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We skip count by twelves and teachers
are like, I can't have you come in and

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skip count by twelves in my classroom.

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They don't even know how
to like count by ones.

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And I'm like, yeah, but that's the
point because math isn't sequential.

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See, we have to do a lot
of outta context math.

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We have to do what cognitive science
calls interleaving, some things that

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are outta context outta the ordinary.

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Ordinary.

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One of the reasons that we have so
many deficits and math scores are so

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dismal in the US is because we try
to stay linear and sequential and

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we don't do certain concepts until
kids have mastered the previous ones.

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That is not how math should be taught
because that is not how math is learned.

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So I wanna randomly go in and
have kids skip count by 12.

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Now what I do in those earlier
grades to do this is I have quick

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dots, a set of dots that there are
12 of 'em, and we whisper count.

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So to get to the first number, we whisper
1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12.

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And so once we count that chunk of
dots, there's 12 dots in a chunk.

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In a rectangle.

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I want you to hear this because in our
level two math session, rectangles are the

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most essential for every kids to engage
in every week of school, every week of

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school, no matter what the grade level.

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I need kids seeing rectangles every
week of school, every grade level.

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In mathematics, I need
kids seeing rectangles.

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There are so many variations of
rectangles, and that is really

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what today's session is about.

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But I have quick dots, 12 dots
in the form of a rectangle.

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The dimensions are three by four.

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My second graders know
what dimensions mean.

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It means how tall, how long.

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It means that a rectangle is two
dimensions because we name it

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with two numbers, three by four.

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And so my kids have all
this lingo and terminology.

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Now they circle 12 on a hundred.

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Charter, 120 chart, because
that's the first number we count

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when we skip count by twelves.

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It's the first number 12,
the second number we count.

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We can whisper count to figure it
out so we can touch dots again.

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13, 14, 15, 16, 17, 18, 19, 20, 21,
22, 23, 24. Now, yesterday when I

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was doing this with a group of second
graders, when I got to 7, 8, 9, some

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of the kids said nine 'cause they
saw the rectangle of 12, but in their

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head they wanted it so bad to be nine.

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So when we got to 13, 14, 15, 16, 17, 18,
19, 21, like they yelled 21 and I knew

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they were going to, 'cause they yelled
nine on the previous instead of 12.

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So only a couple kids.

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So we call that the loud number.

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So two kids were like 21 and then we,
the rest of the class kept going 22, 23.

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And so they just experientially
caught, oh shoot, it's not 21.

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I'm not sure really sure why it's not 21.

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But nobody, and then we
continued, they saw, then there,

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there were three more dots.

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22, 23, 24.

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So I said, okay, how much is one?

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12? 12? How much are two twelves?

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24. And they're seeing this with dots
with a visual touching them and the

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dots are arranged in a rectangle.

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This is all very
deliberate and intentional.

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And then they have their
chart, their number chart.

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They now circle 24.

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So then I'll reiterate
how much is 1 12 12.

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How much are two twelves?

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24. What's the first number you
circle on your one 20 chart?

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12. What's the second number?

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You circle?

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24. So it's always doing things
the same thing in a different

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way with a different flavor.

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Now we whisper again from 24 to know
the next number that, and then I'll

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have kids predict, what do you think?

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Before we whisper, what do you
think the next number's gonna be?

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25, 30, 27. They don't know.

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So then we whisper count.

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Okay, we just said 24 was our loud number.

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Let's whisper.

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25, 26, 27, 28, 29, 30, 31, 32, 33.

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Nope, nope.

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34, 35, 36. So how much are three twelves?

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36. What are you gonna
circle on your chart?

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36. So it's very
repetitive, but very visual.

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It's very tactile because
they can touch dots.

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Very iterative.

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So huge thing I want kids to see
and experience every week at every

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grade level in math is rectangles.

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The second thing I want them to
see and experience, I'm gonna say

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every week, but I'm, I really mean
every day, every week is iterations.

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Iterations.

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In the math standards.

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The very first year that the word
iterate is in the standards, in the

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actual standards document is grade one.

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We do not have kids iterating enough.

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Those are in the content standards.

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It says iterate.

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Now, in the mathematical practices, the
practice standards, there is a standard

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called repeated reasoning, which is
very closely aligned to iterating.

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So I need kids to do this a lot.

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Now you might be listening to this
and thinking, that's great John

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Lee, I'll do whatever you say,
but I don't know what that means.

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Pin that for a moment.

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You've seen an example of it, but pin it.

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Then we say, how much are four twelves?

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Let's do it together.

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Let's whisper count as a class.

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Then I released the kids and I
said, okay, go ahead on your own

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and you're gonna circle how much
5, 12, 6, 12, 7 twelves are.

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Now they had one 20 charts.

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So one of the questions I wrote
on the board is, how many skip

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counts by twelves is one 20?

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And then I wrote it a different way.

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How many twelves is one 20?

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'cause that was the last
number on their chart.

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And then the next question I wrote on
the board as they were working then on

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their own was, how much is 12 twelves?

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You see how that jumped from a very
linear, iterative process to very

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non-linear, out of context, cognitive
science calls that inner leaving.

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So I'm using science of
learning for mathematics.

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In those examples I just gave.

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Yes.

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Some of what we do needs to be iterative,
repetitive, linear, but there needs to

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be lots of jolts of what I'm gonna call
novelty, because novelty motivates us.

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Novelty re-triggers the
brain, expect the unexpected.

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And the science behind
novelty is interleaving.

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I use the phrase out of context
because for them it seems out

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of context, but connected.

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But what it does is it breaks
the linear, repetitive cycle.

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Because if kids only learn in linear,
repetitive cycles, if kids only

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learn in linear, repetitive cycles,
they're falling sh they're falling

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short of high math achievement.

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“That’s a wrap on today’s look at
nonlinear instruction and why our Type A

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math habits sometimes hold students back.

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Next week, we dive into the
heart of the Mastery Math Method:

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rectangles, interleaving, iteration,
and why kids should be working

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with structure—not worksheets.

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This is where classrooms get transformed.

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And hey—if you’re loving this and
want to get the full workshop where

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we go step-by-step into the Mastery
Math Method, you can sign up to

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experience one workshop for just $47.

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The link is waiting for
you in the show notes.

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Leave you comments below.