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Personalised mathematics education for students who need greater breadth and depth.

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When might students need more from their mathematics education?

High ability
 

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When the usual pace or level of work does not provide enough challenge.

Strong curiousity
 

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When a student wants to explore ideas beyond what is normally taught.

Ambitious goals
 

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When a student is preparing for demanding competitions, examinations or future studies.

Demanding academic pathways

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When schoolwork becomes more advanced, faster-paced or dependent on strong foundations.



For ages from 8 to 18

These needs often overlap, and their balance changes as students grow.​

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Ability, curiosity, ambition and academic pathway


When a student learns well, progress itself changes what they need next

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​​Here are three common scenarios:​​

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High ability  → ambitious goals

​A student who initially needs greater challenge because of high ability may pursue goals that stretch that ability.

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Curiosity + growing ability

Strong curiosity can take a student far beyond what they once imagined they could learn. Developing their ability gives them more freedom to follow that curiosity wherever it leads.
 

Ability + academic demands

Schoolwork can suddenly become more demanding as students grow older. Furthermore, high performers often qualify for more selective pathways that are open only to high achievers. The balance between ability and academic demands can change over time.

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Can you spot the same student?

We showed 3 scenarios above, but students often do not fit neatly into just one. In fact, among the 10 cards, there are only 8 unique students: one of them appears in 3 cards, once in each scenario.

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It took our AI seven attempts to find that student. What about you?​

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About this student:

About this student:

About this student:

Think you've found the same student?

one row or text
 


When students with these needs find us

 


A few messages we have received over the years.
 

We have a particular affinity for curious students.

 

We design our programmes to engage them in deep conceptual exploration.


But aren't all children curious?

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