B- F#m - B - F#m - E - A - G#m - E - C#m - F#maj
G, d, a, e, b, f#, c# The major keys with sharps in order are: G Major, DM, AM, EM, BM, F#M, C#M.
hello person, the piano notes are: Example: .| A = a# C| a = a natural O| ----------------------------------- M| -Intro- -| T| 5|-b-b-b--a-G-G--f-e-|-C-D-e-D-C-c-C--| A| 4|-------------------|----------------| B| 3|-----a----e--------|-F-----G--------| N| 2|-------------------|----------------| A| B| -Verses- B| E| 5|----------------|----------------|----------------|----------------| R| 4|---------e---b--|---------e---b--|----e-b-----e-b-|----e-b-----F-G-| .| 3|-C---G----------|-----G----------|-a-------e------|-a--------G-----| C| 2|----------------|-b--------------|----------------|----------------|
Somebody Told Me You Were Crying Allies: Stanza: E, Bsus, A, A, B, C#m, B, A, Abm, A, Stay on A, C, Chorus: C, Em, Dm, C, G/B, Csus, Abdim7, Am, Am/G, Dm, G/B, C
- Introduction: D#m (D Sharp Minor) |The Original Chord| / G# (G Sharp Major) |2'nd Chord| / B (B Flat Major) |3'rd Chord| / D#m (D Sharp Minor) |THEN BACK to the "Original Chord"| Repeat 2x + 6x in the Lyrics - Chorus: - Back to: D#m (D Sharp Minor) |The Original Chord| / G# (G Sharp Major) |2'nd Chord| / B (B Flat Major) |3'rd Chord| / D#m (D Sharp Minor) |THEN BACK to the "Original Chord"| (Instrumental) - Back to: D#m (D Sharp Minor) |The Original Chord| / G# (G Sharp Major) |2'nd Chord| / B (B Flat Major) |3'rd Chord| / D#m (D Sharp Minor) |THEN BACK to the "Original Chord"| -Back to Lyrics chords: D#m (D Sharp Minor) |The Original Chord| / G# (G Sharp Major) |2'nd Chord| / B (B Flat Major) |3'rd Chord| / D#m (D Sharp Minor) |THEN BACK to the "Original Chord"| Repeat 4x -Back to Chorus: F# (F Sharp Major this time) G#m (G Sharp MINOR This Time) |2'nd Cord| B (B Flat Major) |3'rd Chord| F# (F Sharp Major) (Back to F Sharp Major) Repeat 4x this time - BRIDGE: C# (C Sharp Major) / (Very QUICK switch from "C sharp major to D#m (D Sharp Minor which is the 2'nd chord) (Hold that note for a little longer as the song goes) (Then switch to "F#m" F Sharp "Major" then quickly go to: "G# (G Sharp Major) |then hold that note|. B (B Flat Major) |then hold that note as well| Then Back to the original chord to hold again: Which is: "D#m (D Sharp Minor) - Back to Instrumental: D#m (D Sharp Minor) |The Original Chord| / G# (G Sharp Major) |2'nd Chord| / B (B Flat Major) |3'rd Chord| / D#m (D Sharp Minor) |THEN BACK to the "Original Chord"| Repeat 2x - Back to Chorus: D#m (D Sharp Minor) |The Original Chord| / G# (G Sharp Major) |2'nd Chord| / B (B Flat Major) |3'rd Chord| / D#m (D Sharp Minor) |THEN BACK to the "Original Chord"| Repeat 4x this time! I hope this helps! Thanks! -Patrick! (ZitranzaTLK) Keyboardist/ Musician!
.9765625 GB is 1000 MB A Gigabyte is 1024 MB
In computers 1 gb is equal to 1024 mb so you need 5*1024mb=5120mb to make 5 gb Extra info But when a hard disk manufacturer claims that a product has 500 gb means that has 500*1000^3=500,000,000,000 bytes not 500*1024^3= 536870912000 bytes. So dividing 500,000,000,000 by 1024^3 the result is 488281250 kb or 476837,2 mb or 465,6 gb because: 1 tera (t) ->1000 giga (g) ->1024 giga (g) in computers 1 giga (g) ->1000 mega (m)->1024 mega (m) in computers 1 mega (m) ->1000 kilo (k)->1024 kilo (k) in computers 1 kilo (k) ->1000 ->1024 in computers In computers 1 gb is equal to 1024 mb so you need 5*1024mb=5120mb to make 5 gb Extra info But when a hard disk manufacturer claims that a product has 500 gb means that has 500*1000^3=500,000,000,000 bytes not 500*1024^3= 536870912000 bytes. So dividing 500,000,000,000 by 1024^3 the result is 488281250 kb or 476837,2 mb or 465,6 gb because: 1 tera (t) ->1000 giga (g) ->1024 giga (g) in computers 1 giga (g) ->1000 mega (m)->1024 mega (m) in computers 1 mega (m) ->1000 kilo (k)->1024 kilo (k) in computers 1 kilo (k) ->1000 ->1024 in computers
G. M. B. Dobson died in 1976.
In computers 1 gb is equal to 1024 mb so you need 5*1024mb=5120mb to make 5 gb Extra info But when a hard disk manufacturer claims that a product has 500 gb means that has 500*1000^3=500,000,000,000 bytes not 500*1024^3= 536870912000 bytes. So dividing 500,000,000,000 by 1024^3 the result is 488281250 kb or 476837,2 mb or 465,6 gb because: 1 tera (t) ->1000 giga (g) ->1024 giga (g) in computers 1 giga (g) ->1000 mega (m)->1024 mega (m) in computers 1 mega (m) ->1000 kilo (k)->1024 kilo (k) in computers 1 kilo (k) ->1000 ->1024 in computers In computers 1 gb is equal to 1024 mb so you need 5*1024mb=5120mb to make 5 gb Extra info But when a hard disk manufacturer claims that a product has 500 gb means that has 500*1000^3=500,000,000,000 bytes not 500*1024^3= 536870912000 bytes. So dividing 500,000,000,000 by 1024^3 the result is 488281250 kb or 476837,2 mb or 465,6 gb because: 1 tera (t) ->1000 giga (g) ->1024 giga (g) in computers 1 giga (g) ->1000 mega (m)->1024 mega (m) in computers 1 mega (m) ->1000 kilo (k)->1024 kilo (k) in computers 1 kilo (k) ->1000 ->1024 in computers
G. B. M. Pedroli has written: 'The nature of landscape'
M. B. G. Hogerwaard has written: 'De oeververdediging in Zeeland'
B G M. Jamieson has written: 'Tropical plant types'
G. B. M. Flamand has written: 'De l'Oranie au Gourara'
m,g,b
Richard Dobson was born on March 19, 1942.
Morris Garages (Model B)
From easy women :) But really 1 'gig' = 1 G(iga)B(yte) which is 1000 M(ega)B(ytes) 1 M(ega)B(yte) =1024 K(ilo)B(ytes) so 1G(iga)B(yte) is 1024000 K(ilo)B(ytes) When referring to a storage device it is important to remember that 1 GB is equal to 1000 MB (not 1024), so what you really get is 1000000 KB which is only 976.6 MB (not 1000). When you move to T(era)B(ytes) you are actually talking about 1000 GB, or 1 million MB. But you are only getting 976 600 GB in a TB storage device because of the 2.34 percent difference between label and actual usable space.