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7/27 is the second studio album by American girl group Fifth Harmony, released by Syco Music and Epic Records on May 27, 2016. The record is the follow-up to the group's debut studio album Reflection (2015).
The group's third and final single, "Worth It" featuring American rapper Kid Ink, [2] debuted at number 82 on the Billboard Hot 100, becoming a sleeper hit and staying in the charts for twenty-three weeks before peaking at number 12, earning Fifth Harmony their first top twenty entry in the United States. Additionally, the song managed to reach ...
Fifth Harmony, often shortened to 5H, was an American girl group based in Miami, composed of Ally Brooke, Normani, Dinah Jane, Lauren Jauregui, and formerly Camila Cabello until her departure from the group in December 2016.
On the chart dated February 7, 2015, the song debuted on the Billboard Hot 100 at number 82. [45] On July 28, 2015, it reached number 12 on its twenty-third week on the chart. [46] It was the group's highest charting song at the time, but has since been surpassed by their 2016 single "Work from Home", which peaked at number four in May 2016. [47]
The perfect fifth below A (D-, 10/9) is a syntonic comma lower than the just/Pythagorean major second above middle C: (D ♮, 9/8). [ 10 ] The justly tuned pitch ratio of a perfect fifth is 3:2 (also known, in early music theory, as a hemiola ), [ 11 ] [ 12 ] meaning that the upper note makes three vibrations in the same amount of time that the ...
Moves the cursor to row n, column m. The values are 1-based, and default to 1 (top left corner) if omitted. A sequence such as CSI ;5H is a synonym for CSI 1;5H as well as CSI 17;H is the same as CSI 17H and CSI 17;1H: CSI n J ED: Erase in Display Clears part of the screen. If n is 0 (or missing), clear from cursor to end of screen.
An interpretation of a structure M in a structure N with parameters (or without parameters, respectively) is a pair (,) where n is a natural number and is a surjective map from a subset of N n onto M such that the -preimage (more precisely the -preimage) of every set X ⊆ M k definable in M by a first-order formula without parameters is definable (in N) by a first-order formula with ...
Assume that 0 = 1, and proceed by mathematical induction: 0 = 0 by the axiom of equality. Now (induction hypothesis), if 0 were equal to a certain natural number n, then 1 would be equal to n + 1, (Peano axiom: Sm = Sn if and only if m = n), but since 0 = 1, therefore 0 would also be equal to n + 1. By induction, 0 is equal to all numbers, and ...