Am I Happy, Singing

Am I Happy, Singing (stylized as Am I Happy, Singing_) is the sixth studio album by American ambient musician, Ricky Eat Acid. The album was self-released in 2016 before being released officially on April 20, 2018. It was written and recorded in a couple of days during the summer of 2014, after the release of Three Love Songs and it was shelved in order to accommodate Ray's other releases scheduled for that year.

Am I Happy, Singing
Studio album by
ReleasedApril 20, 2018 (2018-04-20)
Genre
Length30:48
LabelSelf-released
ProducerSam Ray
Ricky Eat Acid chronology
Talk to You Soon
(2016)
Am I Happy, Singing
(2018)

Track listing

All music is composed by Sam Ray.

No.TitleLength
1."Sitting in a Diner"7:09
2."Two Beautiful Ways of Moving Your Hands"6:29
3."Am I Happy Singing"17:10
Total length:30:48

Critical reception

Professional ratings
Aggregate scores
SourceRating
AOTY79/100[1]
Review scores
SourceRating
Pitchfork7.9/10[2]

Madison Bloom, writing for Pitchfork gave the album a 7.9 out of 10 saying the album "requires absolute stillness. It’s too jarring to score mundane activities, and too interesting to be relegated to playlists like “Hanging Out and Relaxing” or “Wine & Dine.” “two_beautiful ways of moving_your_hands” may be fabricated with gorgeous strings, but their incomplete, looped phrases arouse an intense yearning for them to fully bloom. It is a sensation I can only liken to the blushing tension between a “good night” and a first kiss. The anticipation escalates when the audio cuts out for a full four seconds, an eternity in song time. As a listener, you are hanging on every note, or lack thereof."[2]

gollark: The one which would require 72 petadragons was a 56G arrow.
gollark: The numbers are perfectly manageable if you accept inbreeding and don't mind breeding for ages, or use a cheaper thing like stairstep.
gollark: So, 2 times itself 56 times in total, which is 2^56, which is 72 quadrillion or so.
gollark: In an arrowish one, the last one will have two parents, each of which will have two parents, repeated 54 or so more times.
gollark: Exponential growth!

References

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