About Fern Kinney
Fern Kinney is an American R&B and disco singer from Jackson, Mississippi, USA, who is best remembered for her releases, "Groove Me" and "Together We Are Beautiful". Born in Jackson, Mississippi, Kinney began singing in the late 1960s, and joined the vocal group, The Poppies, replacing their former singer, Patsy McClune. Kinney remained in the group with Dorothy Moore and Rosemary Taylor for about two years, and also released a solo single, "Your Love's Not Reliable", during this time, however it was not a success.
As an Amazon Associate, Spinn Radio earns from qualifying purchases.
Top Tracks
1
Baby Let Me Kiss You
2
Together We Are Beautiful
3
Love Me Tonight (Love, Love, Love)
4
Groove Me
5
Baby, Let Me Kiss You
6
I'm Ready for Your Love
7
Love Me Tonite
8
Pillow Talk
9
Under Fire
10
Angel on the Ground
11
Love Me Tonight
12
Sun, Moon, Rain
13
I want you back
14
Let Me Entertain You
15
Let The Good Times Roll
16
It's Alright
17
I've Been Lonely For So Long
18
Groove Me (long version)
19
Groove Me - Long Version
20
No One But You
21
Sun, Moon, & Rain
22
Don't Make Me Wait
23
Baby Let Me Kiss You (Original Album Version)
24
If Tomorrow Never Comes
25
Boogie Box
26
Pipin' Hot
27
Most Girls
28
Beautiful Love Song
29
Nothing Takes the Place of You
30
There'll Never Be Another Night Like This
31
Easy Lovin'
32
Sweet Music Man
33
Your Love's Not Reliable
34
Tonight (Everything Will Be Alright)
35
Groove Me (Cosmo Vitelli Edit)
36
Better Than This
37
Movie Show
38
Tonight
39
Dear Me
40
They're Not Losing You
41
By the Time You Start Loving Me
42
Something About Tonight
43
love me tonight (channel 83 edit)
44
I've Been Loving You for so Long
45
(I've Been) Lonely For So Long
46
Sun, Moom & Rain
47
Baby Let Me Kiss You (Single Version)
48
Let's Keep It Right There
49
Love is Looking Better
50
love me tonight (disco bloodbath edit)
Similar Artists
SpinnRadio
Find stations playing Fern Kinney
Tune into 50,000+ live radio stations from every corner of the world on an interactive 3D globe with audio-reactive visualizations.