Badges woven not embroidered

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retired from comics and popular arts, within the industry. please review the following information carefully. application process there will be no professional registration during c e . should you wish to attend as a professional, you must apply online and complete the full application. professional badges

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the gradient of a scalar field $f( extbf{x})$ at a point $f{x}_{ }$, $ abla f( extbf{x}) |_{ extbf{x}_{ }}$, points toward the direction of steepest ascent. by a taylor approximation, we have $$... vector-analysis maxima-minima asked days ago hilbert silver badges bronze badges vote answers views given

-inequality sum-of-squares-method asked days ago lê thành đạt gold badge silver badges bronze badges votes answers views how to find the minimum of $abcd+\sqrt{(a^ + )(b^ + )(c^ + )(d^ + )}$ when $ab+bc+cd+da+ac+bd= $ if $a,b,c,d\geq $ are such that $ab+bc+cd+da+ac+bd= $, then what is the minimum...

https://math.stackexchange.com/questions/tagged/maxima-minima

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of the decimal expansion of $${\underbrace{ \dots }_{n\text{ nines}}}^{\overbrace{ \dots }^{n\text{ nines}}}=( ^n- )^{ ^n- }.$$ ... number-theory decimal-expansion fractional-part asked yesterday maximilian janisch gold badges silver badges bronze badges votes answer views show that $g(n)=g( n)$ let

that is, why can't the set containing $$n$$ $$j_ j_ \dots ... prime-numbers decimal-expansion asked feb at : descartes before the horse gold badges silver badges bronze badges votes answer views why is - == + but - == i'm not sure if this is a maths question or a programming question or a how-does-your-computer-work...

https://math.stackexchange.com/questions/tagged/decimal-expansion

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$m$ manifold,... differential-geometry derivatives vector-fields complex-systems asked hours ago sound wave silver badges bronze badges votes answer views help finding a stationary point. $ - \cos\left( rac{t}{ } ight) \sin\left( rac{ t}{ } ight) = m(t)$ i have the derivative as: $ rac{ }{ }\sin\left

i suspect they differ by a minus sign but i'm not sure. both $x$ and $y$ are real variables. calculus derivatives distribution-theory dirac-delta asked yesterday aneet kumar bronze badges votes answer views proof for derivative of f(x) = a when i used to prove in high school that $f'(x) = (f(x) = c)'...

https://math.stackexchange.com/questions/tagged/derivatives