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The Lasting Impressions We Leave

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Living and working in the same community for decades (yikes! Has it really been decades?) is an interesting experience.

When you stay in one school district for as long as I have, “interesting” can quickly turn into “wild,” the good kind of wild. Over the years, I’ve taught hundreds of students. As time has marched on, I’ve started seeing second-generation learners, teaching the children of former students.

Now, in my role as an instructional coach, I get to experience one of the rare, incredible highlights of a long career: coaching/teaching alongside former students who are now district teachers themselves.

A Third-Grade Classroom Reunion

This year, I have the privilege of working with a team of teachers that included one of my former 5th graders.

Part of our lesson routine involved me reading a picture book aloud to her 3rd-grade class right after recess before launching into our lesson. When I walked into her room, she had three picture books laid out on the front board.

Normally, I let the students vote on which book they want to hear. As I scanned the options, my eyes immediately zeroed in on a Skippyjon Jones book; a hilarious, animated series I have loved reading to children for years.

I turned to the class and asked, “Which book should we read today?”

Before the kids could pick, my former student stepped in and said, “Actually, there is a specific book I would like you to read.”

She turned to her 3rd graders and explained that when she was a 5th grader in my class years ago, I used to read to them all the time, and one memory she has was listening to me read Skippyjon Jones. When she was pulling books for my visit, she specifically pulled that title so her students could experience it, too.

So, I dove right into full Skippyjon Jones character mode: silly voices, animated accents, and all. The students loved it, the teacher loved it, and I had an absolute blast.

“You’re My Favorite”

After the story, we transitioned into our scheduled Snorkl lesson. As I walked around the room supporting students with their tasks, I used one of my classic, go-to phrases:

“You’re my favorite.”

Anyone who knows me knows this phrase means both everything and nothing at the same time. I’ll say it to one student, then I’ll walk away, look at the very next student, and say, “You’re my favorite,” too. To me, it simply means: You tried hard, you’re on the right track, and I see you.

As I said it to a few 3rd graders, I heard a giggle from the back of the room. I looked over at my former student and asked, “Do you remember that?”

She smiled and said, “Yep. There are a lot of things I remember.”

Learning Has to Be Fun, Too

Standing in that classroom was a powerful reminder of how teaching works.

Sometimes we get so bogged down in standards, pacing guides, data trackers, and curriculum pilots that we forget a fundamental truth: the things we do and say leave a lasting impression long after the academic content fades.

Decades later, my former student didn’t recall a specific worksheet or a test score from 5th grade. She remembered the silly character voices. She remembered the goofy phrases. She remembered that learning in our classroom was joyful, safe, and fun.

As educators, everything we do leaves a mark. In the end, my hope for all our students is that alongside mastering academics, they carry fond memories of the silly stories, the animated read-alouds, and the playful moments that made them love coming to school.

Because at the end of the day, learning has to be fun, too.

Have you had the opportunity to work with a former student? What was it like?

What are some of the fun and lasting memories you make in your classroom?

Boost Math Discourse with Math Dash Chats

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Recently, I was chatting with a teacher who is new to her grade level this year. As we talked about successes and challenges, she expressed a strong desire to get her students talking more during math.

Her classroom isn’t part of our district’s current curriculum pilot program, which means she is still relying on our outdated curriculum. As I’ve mentioned in previous posts, our older curriculum lacks built-in opportunities for mathematical discourse.

That’s when I introduced her to Math Dash Chats.

Math Dash Chats are designed as a quick, 5-minute warm-up to get students talking at the very beginning of a math block. She was eager to try it, watched the quick Math Dash Chats video walkthrough, and tested it out with her class for a few days. Shortly after, I stepped into her classroom to model a quick demo lesson.

Inside the Classroom Demo: From “Notice” to High-Level Math

During the demo lesson, the class chose to ‘open (the door) the Graphing prompt for the day.

We started with a simple, low-stakes entry point: “What do you notice?”

That single question launched a rich, student-driven discussion:

  • Students began by identifying the structural elements: the title (Number of Books Read), the data being collected, and how it was displayed along the axes.
  • As student observations deepened, one student noticed that Tuesday had the highest bar.
  • That observation naturally opened the door for a deeper comparison prompt: “How many more books were read on Tuesday than on Monday?”

In less than five minutes, the conversation moved fluidly from basic visual observation to comparative analysis, all driven by the students, with me simply guiding the conversation to ensure key mathematical concepts were highlighted.

Why Math Dash Chats Work: Low Floor, High Ceiling

The philosophy behind Math Dash Chats is simple: continuous, low-stakes exposure to standards through student talk.

Because the prompts are open-ended, or lead to discover discussions, every student can access the conversation regardless of their current skill level:

  • Low Floor: Every student can share an initial observation during a “Notice & Wonder” prompts. Other prompts lead to reminders about things like conversions.
  • High Ceiling: The conversation can easily be pushed toward complex comparisons, justification (Convince Me That), or reasoning (Which One Doesn’t Belong).

By creating a safe, low-risk environment at the start of every math block, students build confidence using academic math language long before they encounter complex problem-solving later in the lesson.

Get Started in Your Classroom

Math Dash Chats are currently available for Grades 2 through 6, featuring 36 weeks of structured, ready-to-use slides per grade level. You can access and copy the entire collection for free in this Google Drive folder. (If you teach a different grade level and would like to see this series expanded, let me know!)

Have you tried Math Dash Chats with your students yet? What kinds of mathematical conversations are popping up in your classroom? Share your experiences in the comments below!

Math Curricula, Jelly Donuts, and the Search for What Our Students Deserve

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Eleven years ago, I wrote a blog post comparing math curricula to jelly doughnuts (go read it; it’s good and accurate).

At the time, it felt like every program hitting the market was either completely overstuffed with too much in the lessons to get through in a single block, or so loaded down with extra bells, whistles, and deep-fried decorations that the core mathematics got lost under all the glaze. Not to mention teachers having to sift through a plethora of books, online resources, and boxes of extra-help materials.

Looking back at that post today, I realized a hard truth: after evaluating those programs over a decade ago, our district didn’t adopt either. Instead, we relied on a supplementary program for over 11 years. The consequence? Years of students moving through our system with significant, systemic gaps in their mathematical understanding and skills.

This school year, however, brings fresh hope. We have officially kicked off a new math curriculum piloting process, and the landscape feels noticeably different.

Pilot #1: Innovamat (Building Thinking Classrooms & True Spiral Design)

We are currently piloting our first of two programs: Innovamat. Centered around Peter Liljedahl’s Building Thinking Classrooms framework, this program places rich student discourse and active problem-solving at the center of every lesson.

What excites me most about Innovamat is how pared-down and intentional it is, paired with its true spiral curriculum design. Rather than teaching concepts in isolated, multi-week blocks, Innovamat continuously revisits core mathematical ideas throughout the year, building upon itself. Curriculum creators seem to have finally realized how unwieldy and unrealistic past iterations were for everyday classroom execution. Innovamat certainly took note of others’ pitfalls.

Innovamat strips away the extra noise and focuses on the absolute essentials and deep understanding:

  • Manageable Lessons: The pacing is realistic, allowing teachers to complete an entire lesson within a standard math block.
  • Cohesive & Spiraled Structure: Concepts are continuously revisited in light, intentional touchpoints, preventing the “teach it once and forget it” phenomenon while keeping learning connected.
  • Focus on Discourse: Students are standing, talking, and working through math concepts together rather than passively sitting through lectures.

That isn’t to say it is without challenges. Because our students have spent years in a system that lacked deep, conceptual discourse, accessing some of the task-based material requires scaffolding and persistence. But because the core design is clean and intentionally spiraled, I am hopeful that our students will begin closing those foundational skill gaps quickly.

Pilot #2: Savvas enVision Math (Topical Architecture)

Later this fall, we will pivot to pilot our second curriculum option: Savvas enVision Math.

This second program also integrates elements of Building Thinking Classrooms and emphasizes student discourse, but it takes a more traditional, topical approach. Instruction is structured in distinct units focused on specific domains before moving to the next.

Savvas enVision also brings back a few more traditional support structures: multiple books to navigate, margin notes and guides for teachers, and built-in accessibility prompts designed to help teachers differentiate on the fly for all learners. There is more of the traditional teacher-led lesson design.

Comparing these two structural philosophies side-by-side will be an incredible learning experience for our district:

  1. Do our students benefit more from a true spiral design, like Innovamat, that offers continuous spaced practice, or from a topical approach, like enVision?
  2. Do we thrive with a streamlined, ultra-focused layout, or do we need the additional embedded teacher margin notes and resource options offered by a traditional publisher?

Hope on the Horizon

It is encouraging to see curriculum publishers finally listening to teachers and creating programs that prioritize student thinking over fluff.

While closing an 11-year gap in math understanding won’t happen overnight, placing student discourse, collaboration, and manageable lesson design at the center of instruction is the exact shift our students deserve. I look forward to sharing our findings as we move through both pilots this year!

Are you using either of these programs? What has your experience been?

5 High-Leverage Ways to Build Deep Place Value Understanding in Grades 2–6

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As elementary teachers begin the new school year, place value is almost always the starting line. It is the foundation of our Base-10 system, grounding everything from multi-digit addition and subtraction to decimals, multiplication, and scientific notation.

Unfortunately, place value can be reduced to a passive exercise in memorizing column labels: ones, tens, hundreds, thousands. But true place value understanding isn’t about naming columns; it’s about understanding the multiplicative relationships, flexibility, and magnitude of numbers. And this is where I geek out. I love this stuff!

So if you are looking to start your math block with deep conceptual understanding rather than rote procedure, here are 5 high-leverage ways to introduce and reinforce place value in your classroom this year.

1. Hook Students with a “Notice & Wonder” Prompt

Instead of lecturing on place value positions, start with a simple prompt that sparks curiosity and math discourse. Display a place value chart with a number like 2,488 written across it. Ask students: “What do you notice? What do you wonder?”

Guide the conversation to the two 8s. Ask students: “What is the difference between these two identical digits?”

This opens the door for students to discover the core rule of our Base-10 system themselves: where a digit sits determines its value. They quickly see that the 8 in the tens place (80) is 10 times greater than the 8 in the ones place (8). This sets a strong foundation for understanding the 10x and 1/10 relationships across grade levels.

2. Play Strategic Digit-Placement Games

Turn place value into an active strategy game! Give pairs of students a sheet with blank spaces representing a multi-digit number (e.g., four blank spaces for a 4-digit number: _ _ _ _).

Students take turns rolling a standard die (or a 0–9 digit spinner) and deciding where to place the rolled digit in their blank spaces. The goal? Create the largest possible number.

This simple game forces high-level strategic reasoning:

  • “I rolled a 5. Should I put it in the thousands place, or risk holding out for a 6?”
  • “If I put a 1 in the thousands place, my entire number loses its value.”

After playing, have students read their final numbers aloud to their partners and compare them using <, >, or = signs.

3. Connect Concrete Manipulatives Directly to Charts

Building numbers with base-10 blocks, place value disks, or interlocking cubes is essential, but the physical building alone isn’t enough. The magic happens when students connect the concrete blocks to the representational (pictorial) to the abstract chart.

Have students physically build a number using base-10 blocks inside or right above a place value mat. Then have students draw the blocks. This allows students to begin moving away from concrete representations toward the representational. Moving fluidly between concrete blocks, pictorial drawings, and abstract numbers ensures students understand the base-10 number system.

4. Interactive Notebook Anchors

Give students a permanent, easy-to-reference tool by incorporating half-page place value anchors into their interactive notebooks.

Combine a traditional place value chart with an open number line directly underneath it. When students write a number like 3,450, have them plot it on the open number line between 3,000 and 4,000. Seeing the number simultaneously on a chart and a number line builds a dual mental model, helping students understand both the structural breakdown of the digits and the relative magnitude of its position on the number line.

5. Integrate Daily Flexible Decomposing (Place Value MathReps)

Place value shouldn’t be taught for three weeks at the beginning of the year and then shelved. To build automaticity, embed flexible number sense into your daily warm-up routine using a MathRep. (There are lots to choose from. Be sure to check them out at MathReps.com)

Challenge students to decompose numbers in non-standard ways:

  • Standard Form: 1,200
  • Expanded Form: 1,000 + 200
  • Flexible Form: 12 hundreds or 120 tens

When students realize that numbers can be broken apart flexibly without losing their total value, mental math and complex multi-digit computation become infinitely easier.

Which Approach Will You Use First?

Building a deep understanding of our Base-10 system during the first weeks of school sets the tone for the entire math year. Whether through strategic games, rich discourse, or visual anchors, giving students multiple access points ensures no one gets left behind.

Which of these 5 strategies are you planning to try with your students this week, or when you return to school? Let me know in the comments below!

Math Dash Chats: 5 Minutes to Boost Daily Student Discourse and Spiral Review

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As a teacher, I make a point every single school year to pick one specific area to refine and make better than the year before. Last year, my focus was clear: creating meaningful, daily mathematical discourse teachers could easily incorporate into their classrooms.

The traditional math curriculum my district used for over a decade had virtually no opportunities for student talk built in. When you combine a lack of built-in discourse with the challenge of fitting in manageable, productive spiral review, especially for standards like measurement, data, and geometry that so often get crammed into the final weeks of the school year, I knew teachers needed a structured, low-prep tool.

That is why I created Math Dash Chats.

I have built them for 2nd through 6th grade, and I am more than happy to expand the series if there is a demand for other grade levels! You can access the entire collection directly in this free Google Drive folder.

How Math Dash Chats Work

The premise is simple, efficient, and intentional:

  • 36 Weeks of Ready-to-Use Content: Each grade level includes 36 weeks of slides—one for every single week of the school year.
  • 5 Weekly Talk Prompts: Each slide features five distinct opportunities for review and mathematical reasoning; one for each day of the week:
    • Which One Doesn’t Belong
    • Convince Me That (adapted from Dan Kauffman)
    • Geometry
    • Data
    • Measurement
  • Interactive “Door” Covers: Off to the side of each slide is a set of visual “doors” that cover the five spaces. Setting them aside allows teachers to preview the content before presenting it. (Pro-Tip: Highlight and grab all five doors at once to slide them directly over the prompts – they are pre-aligned perfectly for you!)
  • Video Explanation: If you want a quick visual walk-through of how to set up and run the slides, check out slide #2 in any grade-level deck or watch this quick Math Dash Chats video tutorial.

Why Structured Discourse Matters

We know that when students are required to explain their mathematical reasoning aloud, their conceptual understanding shifts from superficial memory to deep mastery.

The primary barrier for teachers isn’t a lack of desire; it’s a lack of time. Teachers don’t have the mental bandwidth to invent a new discourse prompt every single morning. While informal partner talk can happen naturally, Math Dash Chats provides intentional, structured spiral review that follows a thoughtful progression across the year. Early-year slides ground students in prerequisite standards from previous grades, letting them focus on building communication habits with math they already know before tackling new grade-level standards.

Because the heavy lifting of curriculum alignment and slide design is already done, implementation is manageable.

3 Ways to Run a 5-Minute Math Dash Chat

Designed to take just 5 minutes at the start of your math block, here are three ways you can begin to execute them:

  1. The Morning Bell-Ringer: Have the slide projected first thing in the morning. Allow students to partner up and talk through the prompt as they settle into class before launching into whole-group discussion.
  2. Whiteboard Pre-Writes: Have students jot quick notes or sketch models on individual whiteboards before speaking. Writing down their thoughts first forces them to slow down, clarify their thinking, and articulate their reasoning more precisely when they begin sharing orally.
  3. Academic Vocabulary Warm-Up: Use the prompts specifically to practice domain-specific math language in context, giving multilingual learners a low-stakes environment to test out new vocabulary before encountering deeper concepts later in the lesson.

Ready to Start?

If your curriculum is missing structured student talk, or if you need an effortless way to keep geometry, data, and measurement standards fresh all year long, give Math Dash Chats a try.

Which grade level are you going to test out first? Let me know how your students respond in the comments!

Enhance Math Skills with the 8 Mathematical Language Routines

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As we kick off a new school year, one of our primary district priorities is diving deep into the 2023 California Math Framework. While curriculum frameworks can sometimes feel dense or disconnected from the daily realities of the classroom, there is one aspect of this framework I genuinely love: its deep grounding in the 8 Mathematical Language Routines (MLRs).

Back in 2023, while sitting with my dad in his hospital room, I wrote an extensive series breaking down these routines. (You can explore the full breakdown and access a comprehensive collection of explanations, examples, and resources in this resource document).

If you are familiar with the 2013 California Math Framework, it focused heavily on vertical content progressions, showing how a concept like addition moves from number paths in Kindergarten to visual area models in 2nd grade, ultimately culminating in the standard algorithm by 4th grade. The 2023 framework doesn’t replace that progression; it elevates it by embedding specific routines designed to build language, conceptual fluency, and student discourse.

While implementing all eight routines at once can feel overwhelming, you don’t need to do everything on Day 1. Here is a close look at my top two go-to routines, plus a high-impact bonus routine, to get you started.

1. Routine #6: The 3 Reads Protocol (Plus the Essential “Plan” Step)

Word problems are notoriously difficult for students because their brains are forced to work double-duty. First, they must execute ELA reading comprehension skills to parse the text; then, they must activate their mathematical processing to execute the computation. For multilingual learners or students with reading disabilities, this cognitive load can be paralyzing (I speak from experience).

The 3 Reads Protocol deconstructs the word problem into manageable, bite-sized cognitive steps:

  • Read 1 (Context): Read the problem without focusing on numbers. The sole goal is to understand the situation and visualize what is happening. Drawing out the scene can help students visualize it.
  • Read 2 (Quantities & Relationships): Read the problem a second time to identify the numbers, units, and how those quantities relate to one another.
  • Read 3 (The Task): Read a third time to isolate the specific question or mathematical task.

My Practitioner Twist: Adding “The Plan” Typically, I see student thinking break down right after Step 3. Students know the context, the numbers, and the question, but they freeze when deciding what to do with that information. That is why I always add a fourth step: Designing a Plan/Model. We analyze how we will answer the question, often by drawing out an area model, bar model, or diagram. Running this protocol several times a week as a whole group removes the mystery from word problems and builds durable problem-solving habits.

2. Routine #3: Clarify, Critique, and Correct

How often have we told a student to “go check your work,” only for them to glance at their paper for two seconds and say, “Yup, looks good”? Telling students to check their work without teaching them how to critique math is ineffective.

Routine #3 teaches students to analyze mathematical reasoning critically; first in others, and ultimately in themselves. My favorite way to execute this is through the EduProtocol Nacho Problem.

You present a math problem containing a common conceptual error. Students must locate the mistake, correct the procedure, and, most importantly, write about it using a C.E.R. (Claim, Evidence, Reasoning) structure. When students have to justify why an error occurred in writing, their understanding shifts from surface-level recall to deep conceptual mastery.

3. The Bonus Routine: Co-Craft Questions (Routine #5 / 3-Act Math)

This routine is an incredible tool for student engagement and organic differentiation. You present students with a rich scenario or visual context without providing a final question. Students are then tasked with co-crafting mathematical questions that could be answered using the provided information.

The beauty of this routine is that students naturally differentiate the math themselves. You will see students generate “mild, medium, and spicy” questions. When given the choice, the vast majority of students will naturally challenge themselves with a more complex question than the one a teacher might have assigned them.

Classroom Management Pro-Tip: What about the student who intentionally chooses the easiest possible question? Let them! They will finish it in 30 seconds. When they do, simply say, “Great job. Now choose one of the spicy questions to tackle.” If it becomes a habit, offer a structured choice: “You can choose Question B or Question C today.” They retain autonomy, but the floor of rigor is raised.

Which Routine Will You Try First?

No matter which Mathematical Language Routine you choose to introduce to your math block this semester, you are giving your students the tools to move beyond procedural compliance and into true conceptual understanding.

Which of these routines are you going to test out with your students first? Let me know in the comments!

Launching MathReps

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Getting MathReps started at the beginning of the school year doesn’t need to be overwhelming. In fact, when structured intentionally, it is one of the easiest ways to transform your math culture from day one.

Too often, math is viewed by students as a hurdle, a mucky, frustrating chore that has somehow become socially acceptable to trash-talk. MathReps flips that dynamic by prioritizing immediate success and predictable routine over high-stakes execution.

Here is how to soft-launch MathReps in your classroom, build student confidence, and streamline your management from week one.

1. Soft Launch with a 2-Week Prerequisite Cycle

Before jumping into your core 6-week grade-level cycle, run a 2-week prerequisite cycle.

During these first two weeks, select a MathRep built entirely on skills from the previous grade level. When students already know the math, they aren’t fighting two battles at once. They can focus 100% on learning your expectations, understanding the layouts, and mastering the daily pacing. Starting with familiar material builds immediate self-efficacy; students feel successful right out of the gate, and you establish the routine smoothly. It’s a win for everyone.

2. The 6-Week Implementation Timeline

Once your 2-week prerequisite launch is complete, you move into your first full 6-week grade-level cycle. Expect the daily timeline to shift rapidly during Week 1 of any new Rep:

  • Week 1 (Building the New Rep):
    • Day 1: Expect this to take up to 45 minutes. You are walking through every section together, establishing vocabulary, and setting expectations.
    • Days 2–4: Pacing drops fast. As students grasp the format, time will shrink from 30 minutes down to 12–15 minutes or less by Day 4.
    • Day 5: Use this rep as a baseline assessment to track growth.
  • Weeks 2–6 (Independent Execution & Immediate Feedback): Set daily time limits (10–12 minutes), have students complete their reps, and check them immediately. The time limits are based on Parkinson’s Law. Give them enough time to finish the task, whether you break it into chunks or do the whole MathRep at once. Use Friday as your weekly progress check.

3. Practical Setup & Differentiation Pro-Tips

  • Low-Stakes Management with Plastic Sleeves: Slide a blank MathRep into a dry-erase plastic sleeve. This saves thousands of copies over the year, but more importantly, it lowers student anxiety; erasing with a marker is psychologically much easier for a struggling student than erasing paper and tearing the page. Bonus: Slide a completed example or anchor chart on the back side of the sleeve so students have an instant reference tool.
  • Anchor in Interactive Notebooks: Complete one full MathRep as a whole group early in the term and have students glue it directly into their interactive notebooks as a reference page for the rest of the year.
  • Differentiate with Choice Boards (The 2-Week Mastery Rule): If a student demonstrates proficiency on a specific MathRep two Fridays in a row, pivot them off daily repetitions and onto a Choice Board for deeper, practical application. To maintain Choice Board status, students must continue showing mastery on the Friday assessments (or through a teacher checkpoint built into the Choice Board itself). This keeps proficient students challenged while freeing you up to target support where it’s needed most.
  • Streamline Feedback with EdTech: If checking Friday assessments feels daunting, leverage tools like Snorkl. It gives students immediate, diagnostic feedback, limits response attempts to keep them focused, and provides you with instant analytics without drowning in paper. (If you teach K–5, pre-built MathReps are already loaded in Snorkl and ready to assign).
  • Elevate Learning through Metacognition: Practice without reflection is just compliance. Have students complete a weekly reflection log analyzing what went well, where they struggled, and how their conceptual understanding shifted over the five days.

What strategies or management hacks have you used that aren’t listed here for a smooth start with MathReps in your math class?

Reflections on Year 31: Growth, Gratitude, and Navigating the Unknown

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Reflecting on a school year is always a delicate balance of celebrating deep classroom triumphs while navigating the inevitable winds of systemic change. This year marked my 31st year in education. If three decades in the classroom and in coaching roles have taught me anything, it is that while our daily tasks may shift, the core mission of supporting authentic student and teacher growth remains entirely unchanged. Looking back at the full landscape of the months behind me, I can confidently say it was a year filled with personal and professional success, driven by educators and students willing to take risks and try something new.

The best moments of my year took place directly inside classrooms, where I had the privilege of watching brilliant teaching across several grade levels. In Kindergarten, students were mastering foundational coding using Bee-Bots, while up in 5th grade, classrooms were diving into collaborative critical thinking through the Cyber Sandwich EduProtocol. As a Tech TOSA and instructional coach, my favorite days involved partnering with teachers to blend meaningful technology with powerful pedagogical frameworks. In one room, we paired MathReps with Wipebooks and Snorkl to make mathematical thinking visible and dynamic. In a 2nd-grade classroom, the students proved to be absolute rockstars in independent reading comprehension, leveraging Snorkl to capture their responses before seamlessly transitioning to choice boards to further explore topics independently.

Perhaps the most profound professional joy this year came from an instructional coaching cycle focused on student discourse with a 1st-grade teacher. By implementing just a few precise, intentional shifts, this teacher increased student-led discussion by an incredible 62% in a short six-to-eight-week period (I think it was six weeks, but I tell ya, it’s been a year). The transformation came down to a few key pedagogical changes: intentionally giving the students dedicated time to share ideas with one another before speaking to the whole group, and introducing structured sentence frames to support their developing language skills. The most rewarding part of this growth was that these targeted design shifts ultimately saved the teacher a great deal of time and energy, proving that shifting the cognitive load to our youngest learners is a win for everyone.

Beyond individual classrooms, our district has continued its steady journey into standards-based learning in mathematics. Refining our proficiency scales has brought massive clarity to our school sites. Through this ongoing work, our teachers now possess a much deeper understanding of the standards and a clearer picture of exactly what is expected of our students to build true conceptual understanding. Which led to many discussions as we evaluated which Math curriculums to pilot next year. On a professional level, I also adjusted to a new supervisor this year: our Director of Curriculum and Instruction. Navigating a change in leadership always requires a period of mutual adaptation.

Of course, a year rarely goes by without some friction, and it certainly wasn’t all smooth sailing. At the district level, it was a genuinely rough year marked by internal site issues that caused considerable unrest, leading to some contentious board meetings. Compounding this unrest was the sudden announcement that our high school district will unify with us within the next three to five years due to the desired unification of a neighboring town’s elementary district. (NOTE: our high school district is in charge of our town’s high school and the neighboring town’s). It is a massive undertaking, and the reality is that we simply are not ready and currently have no viable plan in place. To add to the complexity, our superintendent decided to retire this past spring. Because the announcement dropped so late in the school year, it left very little time for a thorough, comprehensive search for a new leader who is ready to take on both our internal site challenges and a looming district unification. As of today, the district has been in negotiations with one candidate, but that is as far as it has gone (as far as I know), leaving us entering the summer with real uncertainty about who will be leading our district forward.

Looking back at the year, it was a journey filled with intense ups and downs. Unfortunately, there were far more bumpy patches than smooth ones this year. While our absolute focus should always remain firmly on our students, the honest truth is that maintaining that focus can be incredibly difficult when there is so much systemic upheaval going on all around us. Some school sites felt this weight much more than others. It was a heavy, exhausting year for many.

Looking ahead to the upcoming school year, we have a major math pilot in place to evaluate two distinct approaches to conceptual understanding. We will be taking a deep look at Innovamat’s Thinking Math alongside Savvas’ EnVision, and I am eager to see how our teachers and students interact with these resources as we continue to refine our standards-based instruction.

Here’s to closing out year 31and to stepping into year 32 (YIKES). Seriously, though, how did so many years already pass by? It truly feels like I just started teaching ten years ago. Wherever the road leads and whoever steps in to lead our district, my hope is simply that this next year brings a little more stability and a lot more smooth patches for our district.

Making Your August Self Thankful for Your June Self

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We are all there. The countdown calendar is taped to the whiteboard, and we are practically crawling across the finish line. The kids are completely checked out and ready for summer, and we are buried under an avalanche of cumulative records, final grades, report cards, and the physical chaos of packing up a classroom.

Let’s be honest: June me is completely over it. When I’m packing up my room at the end of the year, I don’t care where I throw things. I just want to shove the boxes in the closet, slam the door, and walk out because I am done.

But experience has taught me a hard truth: August me will absolutely despise June me if I just walk away.

No one wants to start a brand-new school year drowned in stress. So, to protect my future sanity, I’ve developed a transition routine that bridges the gap between June exhaustion and August peace of mind.

When the final bell rings, I don’t immediately dive into lesson planning. First, I take a few days entirely off to recharge and decompress from the school year that just wrapped up. For me, that means lounging around the house, sipping hot tea, and getting creative with Zen Doodles out on my patio. I let my brain completely reset.

But before that school-work brain completely disappears for the summer, I lean into just one or two days of light lifting. I take a few essential materials home, ignore them during my doodle-and-tea phase, and then sit down to do some simple, high-yield organizing.

The goal isn’t to plan out the whole year or tax myself during my break. It’s simply to get our most powerful, repeatable classroom routines ready to run on autopilot. If I can get the foundational pieces of our daily MathReps protocol set up now, I won’t have to scramble or think about it during the August rush. It feels a little daunting right now in the thick of June exhaustion, but I know that a few intentional choices today are a massive gift to my future self.

Designing Your Setup: Low-Tech, High-Tech, and the Power of Routine

I know firsthand how transformative MathReps are for students. I’ve seen it in my own work and heard it from teachers across the nation: this protocol is one of the most powerful tools we have for bridging conceptual gaps and actively combating the forgetting curve. Because it is such a high-leverage routine, my goal each June isn’t just to keep it in place, but to reflect on how I can refine and improve it for the upcoming year.

When you sit down to start MathReps, the very first step is a moment of reflection. Ask yourself: What do I want my students to start with?

To ease students into the routine without overwhelming them, my best bet is usually to start with content from the previous grade level. This lowers the initial barrier, allowing students to master the routine’s format using math they already feel confident in.

As you map this out, you also have to consider your incoming class and choose the right media blend for your launch. I highly recommend a tiered progression that moves from low-tech to high-tech as the class builds confidence:

  1. The Paper-and-Pencil Launch: Start the first few days with traditional paper-and-pencil. This allows you to establish a clear, physical baseline and creates a paper trail of exactly what your new students know right out of the gate.
  2. The Plastic Sleeve Transition: Once the baseline is set, transition to the reusable, cost-effective method. Slide your preferred MathRep templates into heavy-duty plastic sheet protectors. Students love dry-erase markers because they lower anxiety, and mistakes can be wiped away in a second. For you, it provides a quick, physical pulse-check as you scan a room full of raised boards.
  3. The Snorkl Digital Integration: While you are prepping your physical sleeves, you can simultaneously prep your digital bridge. Take a look through Snorkl’s pre-built MathReps library to find the exact matching MathRep for your grade level. Grab those digital links now and drop them straight into your summer notes, digital planner, or lesson plans.

By taking the time in June to select your templates, print your initial packs, and organize your digital links, you’ve already won half the battle. When August arrives, you won’t be scrambling to figure out your math block. Your materials will be on your desk, ready to protect both your sanity and your students’.

The Transition, the Tech, and the Ultimate Goal

Once you have completed your June tasks and have your materials ready, you have a blueprint for August. But as you look at those plastic sleeves and digital links, you might wonder: How do I actually roll this out?

You don’t have to do everything at once. My best bet is always to start with that 1–2-week low-tech buffer using the plastic sleeves. This allows students to build the raw muscle memory of the MathRep routine without the added variable of a digital screen. They learn the layout, get comfortable with the pacing, and enjoy the process.

Once that routine is completely locked in, you can choose to introduce the tech. Because you are using the exact same MathRep templates they mastered in the sleeves, the cognitive load is low. The math is identical; only the medium changes.

Now, depending on your class, you might choose to start right on Snorkl for new MathRep later in the year, because the routine’s structure is already second nature. For younger grades, you might choose to stay non-digital much longer.

And honestly? As a coach, I will tell you that whatever you choose, make it consistent and manageable for you.

Tech or no tech is not the point. Is tech necessary? No. What matters is the pedagogy: Are your students getting immediate feedback, and is the routine sustainable for you? Each teacher needs to make it work for them and their students.

While plastic sleeves are incredible for a quick physical pulse-check as you scan the room, we are only human. We can’t catch every misconception in a room of thirty kids. That’s why I love to show teachers how a tool like Snorkl can take a routine we already love to the next level. The digital dashboard doesn’t replace you; it multiplies you. It captures and highlights the student audio explanations, making it easier to see exactly who needs your help. It can make a teacher’s life easier, but you are the driver.

The Last Gift to Yourself

When you walk out of your classroom this June, slam that door, and head out to the patio for some tea and doodles, you can do so with a clear head. You don’t need to plan the whole year. Just pick your template, set up your progression, and organize your links. Your August self will thank you for the boundaries you set, the rest you took, and the simple routines you put on autopilot.

Mastery Loops in Math: Redefining Learning with MathReps

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On paper, a MathRep might look exactly like a worksheet. I don’t fight that semantic battle with adult critics because the magic isn’t in the photocopy: it’s in the underlying pedagogy.

Traditional math curricula are inherently topical. They are designed as a fast-paced sprint, checking off one complex skill before immediately jumping to the next. This structure puts students at a massive disadvantage. It forces them to constantly use finite cognitive energy to decode new layouts, instructions, and isolated procedures, leaving little bandwidth to actually master the skills, spot the patterns, and make deep mathematical connections.

If we want students to truly own the math, we have to activate the Mastery Loop. And one of the most powerful ways to do that is by looking at the deliberate design, frontloading strategies, and classroom culture that drive true mathematical fluency.

The Anatomy of a Rep: Moving from Silos to Connections

Traditional worksheets treat math concepts like isolated islands. A student might practice “decimals on a number line” on Monday, but if they don’t see a visual area model or a place value chart alongside it, that knowledge stays siloed. When the format inevitably changes, the student gets stuck because the conceptual bridge was never built.

A MathRep completely flips this dynamic by grouping several interconnected standards onto a single page. By keeping multiple formats of a concept alive simultaneously, you shift the cognitive environment from rote memorization to relational thinking.

This design acts as a real-time diagnostic tool for teachers. Because concrete, pictoral, and abstract representations exist side-by-side, you can immediately spot where a student’s understanding breaks down: Can they partition the area model perfectly, but lose the logic when converting it to the abstract numbers of a standard algorithm? The layout reveals the gap instantly, allowing for precision intervention right in the moment.

The Prior-Grade On-Ramp (Frontloading)

This interconnected design makes MathReps the ultimate engine for frontloading upcoming units. Think about what happens when a fourth-grade teacher hits multi-digit multiplication and more complex division. If students don’t firmly grasp the core meaning of those operations, they get entirely lost in the steps.

Instead of diving straight into a frustrating textbook lesson, you can spend one to two weeks activating their prior knowledge with a past-grade protocol to jog the brain:

  1. The Reminders (3rd Grade): Before opening the current grade-level curriculum, pull a basic third-grade MathRep. For ten minutes a day, students interact with a single, simple equation—mapping out fact families, creating equal groups visually, and skip-counting on a number line. It gently reinforces the core foundation: division is sharing, and multiplication is grouping.
  2. The Transition (4th Grade): Once that foundation is secure, you introduce the fourth-grade MathReps. Because the heavy cognitive lifting of understanding “sharing and grouping” was already handled, their working memory is entirely free to tackle the next layer of complexity: the area model, the distributive property, or tape diagrams.

By utilizing a past-grade protocol, you prove to students that they aren’t starting at zero. You lower their anxiety and provide an active, scaffolded on-ramp to novel standards.

The In-Class Daily Glue vs. The Homework Silo

For this strategy to work, it is critical to note a fundamental rule: MathReps must be done in class. Sending them home for traditional homework completely defeats the purpose.

Traditional math homework is sent home into a feedback vacuum, often forcing students back into the “silo trap” of practicing a single procedure 30 times over. If they have a misconception, they spend half an hour reinforcing a bad habit before an adult can catch it.

MathReps acts as the daily glue because it thrives on a live classroom ecosystem built around immediate feedback. When you establish this routine as a daily norm from day one of the school year, you completely re-engineer the classroom culture:

  • Week 1 (The On-Ramp): On Day 1, the routine might take up to 45 minutes because you are teaching the layout and reducing the extraneous cognitive load together. By Days 2–4, the time drops dramatically (down to 12–15 minutes) as the format becomes predictable. Day 5 serves as a low-stakes baseline assessment.
  • Weeks 2–6 (The Sustainable Machine): Days 1–4 become a predictable rhythm: a set time to work, followed by an immediate check. By Day 5, the weekly assessment is just a natural, stress-free extension of what they’ve already mastered.

Starting every math block with this routine sets a predictable, accessible tone. It warms up their “math brain,” lowers anxiety, and allows them to see the big picture.

Of course, when you move daily practice entirely into the classroom, the inevitable pushback arises: “Then what do teachers give for homework?” The answer lies in moving away from compliance-driven worksheets and toward non-traditional, meaningful alternatives like choice boards. Homework shouldn’t copy what happens in the room; it should extend a student’s vision outward. Instead of solving identical equations at a kitchen table, let them apply their mathematical flexibility to the real world, tracking geometric shapes in local architecture, finding the volume of buildings, or calculating the dimensions of a swimming pool.

Shifting the Ownership Loop

When the daily in-class routine is predictable and the layout never surprises them, you can finally pass the wheel to the students.

If a teacher doesn’t want to spend time curating a “Today’s Number” or “Today’s Equation,” you don’t have to. Assign a different student to choose the mathematical focus each day. When you hand over that marker, the routine stops being an exercise dictated by an adult and becomes a space owned entirely by the kids. They track the patterns, they navigate the constraints, and they build the schemas.

I have watched students actively use a visual representation they completely understand, like an area model in multiplication, to independently check their own work and guide themselves through a complex standard algorithm. They didn’t need a teacher telling them they were right or wrong; the interconnected page allowed them to be guided on their own.

Every time we step back and allow them to navigate the page independently, we honor the core truth of the learning process: The person who is doing the work is the one doing the learning.