Source: 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

In our next meeting, we will have a “arithmetic competition”!   Hosted by Nathan Wong, Abacus Club will have a arithmetic competition which will offer prizes and other goodies for those who attend this meeting!   Competition Idea: Using the 4 basic functions (+, -, *, /) to solve problems without using a calculator Prizes: […]

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Source: http://cdn.getorganizedwizard.com/wp-content/uploads/2009/09/2911121736_15728ac5f0.jpg

To all those who may be interested in MV Abacus:   MV Abacus will be having our first club meeting on February 27th, 2015 at room D203! Please consider joining us at our first club meeting for an insightful introduction to the abacus!   PS: Food will be provided (Lunch time).

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Source: Ruoyun

On February 5th, 2015 MV Abacus will be selling McFlurry(s) for a price of $3 each! If you’re hungry, have the appetite, or simply wish to support MV Abacus, please do visit us on Club Food Day!   PS: Do consider changing your profile picture (and/or cover photo) to help us promote MV Abacus (and […]

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Source: http://www.lyricmarketing.com/wp-content/uploads/2013/06/events-604x272.jpg

We are currently in the process of creating events! Please check back later, we’re busy planning!   Some of the Few Potential Activities: Opportunities for members to participate in international & local mental math soroban PAMA competitions. A demonstration from a proficient abacus guru to show the “effectiveness” of an abacus.

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Milky Way

Abacus Club has been approved! We look forward to a great year! We hope to introduce and foster, to all potentially interested students, a relevant cultural piece of Chinese art that helps focus the mind through rapid mental math arithmetic calculations.

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