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Page "Samba de Amigo" ¶ 33
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* < span id =" refASHA2005 " class =" citation ">
Alphabets: < span style =" background-color: lightblue ; color: white ;"> Armenian alphabet | Armenian </ span >, < span style =" background-color :# 008080 ; color: white ;"> Cyrillic | < font color =" white "> Cyrillic </ font color > </ span >, < span style =" background-color: brown ; color: white ;"> Georgian alphabet | < font color =" white "> Georgian </ font color > </ span >, < span style =" background-color :# 0000FF ; color: white ;"> Greek alphabet | < font color =" white "> Greek </ font color > </ span >, < span style =" background-color :# AAAAAA ; color: black ;"> Latin script | Latin </ span >, < span style =" background-color :# CCFF99 ; color: black ;"> Latin ( and Arabic script | Arabic ) </ span >, < span style =" background-color: cyan ; color: black ;"> Latin and Cyrillic </ span > Abjads: Arabic script | < span style =" background-color: green ; color: white ;"> Arabic </ span >, < span style =" background-color :# 00ff7f ; color: black ;"> Hebrew alphabet | Hebrew </ span > Abugidas: < span style =" background-color :# FFC000 ; color: black ;"> Indic scripts | North Indic </ span >, < span style =" background-color: orange ; color: black ;"> Indic scripts | South Indic </ span >, < span style =" background-color :# 66FF00 ; color: white ;"> Ge ' ez script | Ge ' ez </ span >, < span style =" background-color: olive ; color: white ;"> < font color =" white "> Tāna </ font > </ span >, < span style =" background-color :# FFFF80 ; color: black ;"> Canadian Aboriginal syllabics | Canadian Syllabic and Latin </ span > Logographic + syllabic: < span style =" background-color: red ; color: white ;"> Pure logographic </ span >, < span style =" background-color :# DC143C ; color: white ;"> Mixed logographic and syllabaries </ span >, < span style =" background-color :# FF00FF ; color: black ;"> Featural-alphabetic syllabary + limited logographic </ span >, < span style =" background-color :# 800080 ; color: white ;"> Featural-alphabetic syllabary </ span >

< and style
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< div class =" thumbcaption "> The bouncing ball animation ( below ) consists of these six frames .</ div >
< div class =" thumbcaption "> This animation moves at 10 frames per second .</ div >
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< and green
< font face =" arial " color =" red "> Wire carrying current to be measured .</ font >< font face =" arial " color =" green "> Spring providing restoring force </ font > This illustration is conceptual ; in a practical meter, the iron core is stationary, and front and rear spiral springs carry current to the coil, which is supported on a rectangular bobbin.
Aqueous solutions of Bk < sup > 3 +</ sup > ions are green in most acids.
Note the position of the hydroxyl group ( red or green ) on the anomeric carbon relative to the CH < sub > 2 </ sub > OH group bound to carbon 5: they are either on the opposite sides ( α ), or the same side ( β ).

< and Green
< center > Red: Orange: Yellow: Green: Blue: Indigo: Violet :</ center >
< font color =" orange "> Orange </ font >: Codes starting with 01 < font color =" skyblue "> Blue </ font >: Codes starting with 02 < font color =" yellow "> Yellow </ font >: Codes starting with 03 < font color =" Mediumseagreen "> Green </ font >: Codes starting with 04 < font color =" Red "> Red </ font >: Codes starting with 05 < font color =" Plum "> Purple </ font >: Codes starting with 07
* < font color = Green > Minimal </ font >: " Walking wounded ," the casualty requires medical attention when all higher priority patients have been evacuated, and may not require stabilization or monitoring.
< font color =" green "> Green arrows </ font > refer to excitatory: en: Glutamic acid | glutamatergic pathways, < font color =" red "> red arrows </ font > refer to inhibitory: en: gamma-Aminobutyric acid | GABAergic pathways and < font color =" turquoise "> turquoise arrows </ font > refer to: en: dopamine | dopaminergic pathways that are excitatory on the direct pathway and inhibitory on the indirect pathway.
* Green Berets-Powered by Myth II-2001 < sup >†</ sup >
< span style =" color: Green ;"> Green </ span >: The First French Empire, its protectorates and colonies, and allies.
< font color =" green "> Green arrows </ font > refer to excitatory: en: Glutamic acid | glutamatergic pathways, < font color =" red "> red arrows </ font > refer to inhibitory: en: gamma-Aminobutyric acid | GABAergic pathways and < font color =" turquoise "> turquoise arrows </ font > refer to: en: dopamine | dopaminergic pathways that are excitatory on the direct pathway and inhibitory on the indirect pathway.
< font color =" Green "> Green </ font >: Prussia, Spain, France with allies.
" This was reflected by the Chicago Transit Authority's Green Line rapid transit station at 35 < sup > th </ sup > and State being named " Tech-35th ", but has since been changed to " 35th-Bronzeville-IIT.
" — Blue </ span > < span style =" color :# a8e61d "> Comma "," — Green </ span > < span style =" color :# ed1c24 "> Eastern Arabic numerals — Red </ span > < span style =" color: # 666 "> Data unavailable — Grey </ span >
< center > The Gordon Riots Charles Green ( painter ) | Charles Green

< and rows
The < tt > ShiftRows </ tt > step operates on the rows of the state ; it cyclically shifts the bytes in each row by a certain offset.
Thus, if a two-dimensional array has rows and columns indexed from 1 to 10 and 1 to 20, respectively, then replacing B by B + c < sub > 1 </ sub >-− 3 c < sub > 1 </ sub > will cause them to be renumbered from 0 through 9 and 4 through 23, respectively.
Here the kets and columns are identified with the vectors of V and the bras and rows with the dual vectors or linear functionals of the dual space V < sup >*</ sup >, with conjugacy associated with duality.
Let P < sup >− 1 </ sup > DP be an eigendecomposition of M, where P is a unitary complex matrix whose rows comprise an orthonormal basis of eigenvectors of M, and D is a real diagonal matrix whose main diagonal contains the corresponding eigenvalues.
* Transposition, producing the transpose of a matrix A < sup > T </ sup >, which is computed by swapping columns for rows in the matrix A
For example, the word < tt > ZEBRAS </ tt > is of length 6 ( so the rows are of length 6 ), and the permutation is defined by the alphabetical order of the letters in the keyword.
In recreational mathematics, a magic square of order n is an arrangement of n < sup > 2 </ sup > numbers, usually distinct integers, in a square, such that the n numbers in all rows, all columns, and both diagonals sum to the same constant.
Here a < sub > 1 </ sub >, ..., a < sub > m </ sub > denote the rows of the matrix A.
However, every identity matrix with at least two rows and columns has an infinitude of symmetric square roots .< ref > Mitchell, Douglas W. " Using Pythagorean triples to generate square roots of I < sub > 2 </ sub >".
For example, a system with 2 < sup > 13 </ sup > = 8192 rows would require a staggered refresh rate of one row every 7. 8 µs which is 64 ms divided by 8192 rows.
Define a data matrix, X < sup > T </ sup >, with zero empirical mean ( the empirical ( sample ) mean of the distribution has been subtracted from the data set ), where each of the n rows represents a different repetition of the experiment, and each of the m columns gives a particular kind of datum ( say, the results from a particular probe ).
A real square matrix is orthogonal if and only if its columns form an orthonormal basis of the Euclidean space R < sup > n </ sup > with the ordinary Euclidean dot product, which is the case if and only if its rows form an orthonormal basis of R < sup > n </ sup >.
For example, a Givens rotation affects only two rows of a matrix it multiplies, changing a full multiplication of order n < sup > 3 </ sup > to a much more efficient order n. When uses of these reflections and rotations introduce zeros in a matrix, the space vacated is enough to store sufficient data to reproduce the transform, and to do so robustly.
This can only happen if Q is an m × n matrix with n ≤ m. Similarly, QQ < sup > T </ sup > = I says that the rows of Q are orthonormal, which requires n ≥ m.
Large radials continued to be built for other uses though, as 112-cylinder Diesel boat engines with 16 rows of 7 cylinders each displacing 383 liters ( 23, 931 in < sup > 3 </ sup >) and producing were used on fast attack craft, such as Osa class missile boats.
* write the rows of A as the columns of A < sup > T </ sup >
* write the columns of A as the rows of A < sup > T </ sup >
On the other side, if using < tt > distinct </ tt > will significantly ( x100 ) decrease the number of rows to be extracted, then it makes sense to remove duplications as early as possible in the database before unloading data.
Let A be an m × n matrix and k an integer with 0 < k ≤ m, and k ≤ n. A k × k minor of A is the determinant of a k × k matrix obtained from A by deleting m − k rows and n − k columns.
One choice of simple roots for F < sub > 4 </ sub >,, is given by the rows of the following matrix:
< span style =" color: blue ;"> Blue rows </ span > indicate master tracks featuring the original artist ;

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