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tanton

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tanton
† tanton Obs. [Short for Saint Anthon: cf. T 7, and next.] In tanton man: an inmate of a hospital, or the like, dedicated to Saint Anthony.1515 Test. Ebor. (Surtees) V. 65 To every Tanten man ther dwellyng iiij d., to pray for my sowll. Oxford English Dictionary
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Tanton
Tanton is a surname. It may refer to the following people: James Tanton (born 1966), mathematician Janice Tanton (born 1961), Canadian artist John Tanton (1934–2019), wikipedia.org
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Miguel Tanton
Miguel Javier Tanton (born 5 July 1989) is a Filipino former footballer who plays as a midfielder. Early life Tanton was born in Santa Clara, California in the United States on July 5, 1989. wikipedia.org
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tanten
tanten see tanton. Oxford English Dictionary
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James Tanton
James Stuart Tanton (born August 1, 1966) is a mathematician and math educator. James Tanton's Personal Website "Weird Ways to Work with Pi" article and presentation by James Tanton 1966 births Living people Mathematics educators wikipedia.org
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Devan Tanton
Devan Austin Tanton Pedraza (born 3 January 2004) is a professional footballer who plays as a defender for Fulham. Club career Born in San Antonio, Texas to an American father and Colombian mother, Tanton was raised in Orlando, Florida, where he joined the FC Elite wikipedia.org
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Proof that $3^n$ is never congruent to $7 \bmod 1000$ I’ve been reading Mathematics Galore! by James Tanton. He has a brief elegant and accessible proof of the existence of a power of 3 that ends in 001. He then asks ...
Suppose $3^n\equiv7\bmod1000$, then $3^n\equiv7\bmod8$ as $8\mid1000$. But calculating the powers of $3$ modulo $8$ only gives $1,3,1,3\dots$ alternating; $7$ never appears. Thus no power of $3$ ends in $007$.
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John Tanton
Early life Tanton was born in 1934 in Detroit. Career Tanton ran an ophthalmology practice in Petoskey, Michigan. Political advocacy Tanton was an anti-immigration activist. wikipedia.org
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Two paradoxes: $\pi = 2$ and $\sqrt 2 = 2$ > **Possible Duplicate:** > Is value of $\pi = 4$? Can anyone explain how to properly resolve two paradoxes in this YouTube video by James Tanton?
First: It is not a paradox: it is just wrong. The reasoning is wrong. About $\pi = 2$ he says: "Well clearly we are approaching the diameter of the circle". That is a statement that he doesn't prove and which is false. The same problem arises with the $\sqrt{2} = 2$ when he says: "Well clearly this ...
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Janice Tanton
Janice Tanton is a Canadian artist. Background Tanton was born on October 25, 1961, in Oshawa, Ontario, and is the daughter of George and Jacqueline Tanton. wikipedia.org
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Searching for math encyclopedia with inventor / date / source by topic. I remember to have seen an encyclopedia-type-of mathematics book that describes for each topic contained in it when and by who it was invented or...
The book I was looking for is The Encyclopedia of Mathematics by James Tanton.
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小行星8252
小行星8252（8252 Elkins-Tanton）是一颗绕太阳运转的小行星，为主小行星带小行星。该小行星于1981年3月发现。 轨道参数 小行星8252的轨道半长轴为342 180 648 km（2.2873038 UA），离心率为0.115。 参考文献 小行星带天体 wikipedia.org
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Encyclopedia of Mathematics (James Tanton)
Encyclopedia of Mathematics is a 2005 encyclopedic reference work by American author James Tanton that was published by Facts-on-File of New York. wikipedia.org
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Which integers are the areas of squares with vertices in the 3d integer lattice? For which integers $n$ does there exist a square of area $n$ with vertices in the 3d integer lattice $\mathbb{Z}^3$? A sufficient cond...
Translate one of the vertices to the origin, then the two adjacent vertices of the square are $(x,y,z)$ and $(u,v,w)$ where $x^2 + y^2 + z^2 = u^2 + v^2 + w^2 = s$ and $xu + yv + zw = 0$, and the area of the square is $s$. Now consider $$ \begin{align} (xw-uz)^2 + (yw-vz)^2 &=x^2w^2 - 2xwuz + u^2z^2...
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Lindy Elkins-Tanton
Elkins-Tanton leads NASA's Psyche mission to explore the metallic asteroid 16 Psyche. Asteroid 8252 Elkins-Tanton is named after her. wikipedia.org
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