Title: The Dance of Eternity Artist/Circle: t=NODE Album: Channel†NodeⅡ Originals: ヴォヤージュ1969 (Voyage 1969), 月まで届け、不死の煙 (Reach for the Moon, Immortal Smoke) & 狂気の瞳 ~ Invisible Full Moon (Lunatic Eyes ~ Invisible Full Moon) As I promised here’s more t=NODE, this time a medley of 3 IN themes from their latest album. I advise to go with caution with this arrange, as the mood changes might not be in your cup of tea, or the instruments these guys are using here. I’ve said this before, but I’ll say it again, t=NODE is practically a circle that surprised me big time, their older releases are plagued with some other mediocre songs but have some nice jewels (that Reisen arrange 2 videos ago), but these guys seriously surprised me big time in their latest 2 releases. This album is… a masterpiece. What these guys did here was combine classic arranges with a lot of “progressive” changes reminiscing a lot of big classical artists (Bach here, but there’s more). The album is actually supposed to be listened to as one big track (thus the almost unnoticeable part in the beginning that sounds like a previous song). What I think t=NODE was going for in this album was something I’d categorize as “Progressive Classical” music if it existed, the sudden mood changing, the usage of a wide array of sounds at sudden moments, the fact that the whole album is supposed to somewhat tell a whole “story”. Darn, I wonder why there’s not more stuff like this around. Commenting on …
madness
Open Responce Question (Due Today)?
Okay so HERES the Question.
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The Movie Madness Video Store, newly-released videos rent for a Day. The store paid for a copy of Spider-man. If x Represents the number of times the video is rented in the first month, the expression 2x-18 gives the amount of money the store will make on this video.
A.Make a list of ordered pairs in which the x-cordinate represents the number of rentals in the first month And the y-cordanate represents the money made for 10, 15, 20, 25, or 30 rentals.
B. Then Graph the ordered pairs.
C. Show a table of the ordered pairs that result AS you evaluate the expression 2x-18 10, 15, 20, 25, 30, (show your work)
I have no idea what to do. so someone walk me through this completely or just answer it for me and then ill understand it.
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