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A Full K-5 Core Curriculum Built for How Mathematical Thinking Develops

Next Gen CFLM (Contexts for Learning Math) improves student achievement and engagement by combining curriculum, assessment, professional learning, and instructional support. It  helps schools build coherent, student-centered mathematics classrooms across grades K-5.

A focused conversation about your goals and the role CFLM could play in supporting them.

New Perspectives on Learning
New Perspectives on Learning

A Different Vision for Mathematics Classrooms

Many schools are looking for more than a traditional mathematics program.

They want:

  • Classrooms where students reason, solve problems, collaborate, and make sense of mathematics together.
  • Fluency developed through reasoning and relationships, not isolated practice alone.

But finding materials that fully support that vision is difficult.

Too often, curriculum, assessment, professional learning, and instructional support operate separately instead of working together through daily classroom practice.

Next Gen CFLM was designed to bring those pieces together through a coherent K-5 system built around the development of students’ mathematical thinking.

New Perspectives on Learning

What Full Adoption Makes Possible

A More Connected Approach to Mathematics Teaching and Learning

Full adoption creates the opportunity for curriculum, assessment, instructional routines, professional learning, and teacher support to work together around a shared vision for mathematics teaching and learning.

  • Students engage in rich investigations and collaborative problem solving
  • Fluency develops through reasoning, relationships, and flexible thinking
  • Teachers strengthen their understanding of mathematical thinking and developmental pathways
  • Assessment becomes part of understanding student thinking and supporting student growth
  • Professional learning stays connected to daily classroom instruction

Over time, schools build mathematics classrooms where reasoning, discourse, and sense-making stay at the center of instruction.

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One Full K-5 System Designed to Support Student-Centered Mathematics

  • Curriculum (K-5): Low-floor/high-ceiling investigations, application problems, contexts, and routines crafted to support the progressive development of big ideas, strategies, and models.

  • Instructional Routines: Problem strings, minilessons and games,  designed to build fluency, reasoning, discourse, and flexibility.

  • Professional Learning: Ongoing support that strengthens teachers’ mathematical content knowledge, pedagogy, conferring practices, and understanding of how mathematical thinking develops.

  • Studio Addelaide: A thought partner that helps teachers interpret student thinking, identify developmental next steps, and respond with greater clarity during planning and instruction.

  • Assessment: A dynamic assessment system designed to make student thinking visible, monitor growth over time, and support meaningful instructional next steps.

Why Schools Move to Full Adoption

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Student-Centered Mathematics, Implemented Consistently

Students experience mathematics through reasoning, collaboration and problem solving across classrooms and grade levels — not as isolated procedures or disconnected lessons.

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Stronger Support for Teachers

Teachers are supported with curriculum, professional learning, developmental trajectories, and instructional tools designed to help them understand and respond to student thinking.

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Fluency Connected to Understanding

Investigations, problem strings, routines and application problems help students build fluency through relationships, reasoning, and flexible thinking rather than rote practice.

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Assessment That Informs Instruction

Assessment goes beyond measuring right and wrong answers. Teachers use tools to identify students’ strategies, monitor growth over time, and support next steps in development.

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A Shared Vision for Mathematics Teaching and Learning

Leaders are able to support a more aligned approach to mathematics instruction across classrooms, grade levels, and schools while still preserving teacher decision-making and responsiveness to students.

What This Looks Like in Schools

When the system is aligned, the shift becomes visible.

The Rhoda Red unit with the follow-up unit was a perfect pathway for helping young mathematicians develop deeper number sense with 5s and 10s. My kindergarten students can now add and subtract with a variety of strategies.

Sam, KTeacher
Bovill, ID

My students LOVE math now! The contexts are highly engaging and provide an anchor to fall back on.

EmmaTeacher

Our teachers have a better understanding of how to develop conceptual understanding with their students.

JuliaInstructional Coach

The use of CFLM has allowed students to discover their own mathematical thinking and progress. By letting students explore, we are allowing them to invent strategies, explain their thinking, and to solve complex problems using their own strategies.

SamMath Teacher

In our second year using CFLM, winter testing shows that 47% of 5th graders made high growth. That is a huge jump from just 24% when these same students were in 4th grade. That's huge!

MelissaPrincipal

This program disrupts the fixed mindset many students have about math. By teaching in a way that sparks curiosity and confidence, we're showing kids that they're capable of solving complex problems and thinking like mathematicians.

AliciaSenior Director of K-8 Math

This program is about unlearning how we were taught math and reimagining it in ways that inspire joy, challenge, and growth. The most rewarding part of this work is seeing the "aha" moments in both students and teachers as they embrace new ways of thinking about math.

MatildaAcademic Dean

Students are able to explain and share their thinking, collaborate with peers, and understand not only their own strategies but the strategies of others. CFLM has fostered more collaboration and group work, enriching deep conversations about mathematics.

Sami4th Grade Teacher

The classroom video platform has improved teachers' ability to question students about their mathematical thinking, strategies and models.

MelissaPrincipal

How Full Adoption Takes Shape

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1. Start with Your Vision and Goals

We begin by understanding your instructional vision, current systems, implementation priorities, and the kind of mathematics classrooms you want to build.

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2. Build an Implementation Pathway That Fits Your Context

Schools and districts may begin with pilots, targeted grade levels, specific components, or full implementation depending on their goals, timelines and readiness.

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3. Partner Around Teaching, Learning, and Instructional Practice

Teachers, coaches, and leaders receive ongoing support connected directly to instruction, student thinking, assessment, and classroom practice.

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4. Continue Supporting Long-Term Mathematics Transformation

As implementation develops, professional learning and support continue evolving alongside the needs of schools, teachers, and students.

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Let’s Explore What’s Possible for K-5 Mathematics

Every school and district begins in a different place. Whether you are strengthening student-centered instruction, supporting deeper mathematical thinking, or building greater coherence across classrooms, we’ll explore what supports could make the greatest impact for your teachers and students.

Let’s have a collaborative conversation about realizing your vision for mathematics teaching and learning.