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Walking bass help on Black Coffee, please!

I'm having trouble handling the |C7#9 Db7#9| bars on Black Coffee. I understand that the Db7#9 in a subV, a tritone sub for the V of C7...

The A progression goes:
| C7#9 Db7#9 |C7#9 Db7#9 | C7#9 Db7#9 | C7#9 Gb13 |
| F9. | F9. | C7#9 Db7#9 | C7#9 A7#9 |
| D-7 | D-7/G | C7#9 A7b9 | D-7 G7#9 |

I think I'm hearing a couple of versions do something like a R 5 on the C7, then R b5 on the Db7, keeping that "riff" on each of those bars through the song. That does seem to work.
Any other ideas/insights?
 
I'm having trouble handling the |C7#9 Db7#9| bars on Black Coffee. I understand that the Db7#9 in a subV, a tritone sub for the V of C7...

The A progression goes:
| C7#9 Db7#9 |C7#9 Db7#9 | C7#9 Db7#9 | C7#9 Gb13 |
| F9. | F9. | C7#9 Db7#9 | C7#9 A7#9 |
| D-7 | D-7/G | C7#9 A7b9 | D-7 G7#9 |

I think I'm hearing a couple of versions do something like a R 5 on the C7, then R b5 on the Db7, keeping that "riff" on each of those bars through the song. That does seem to work.
Any other ideas/insights?

I searched around and found over a dozen songs called "Black Coffee". Can you narrow it down for us?
 
It's all in there in that Sarah's version.

Keep it simple. The Db7 has a #4 in it, so going 1-5-b5 is good because you have a perfect fifth interval to go back to C (G-C) on that Db7. Sometimes as bassists we forget our primary role of playing the root while the others are playing chords...
 
It's all in there in that Sarah's version.
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When the chord changes every two beats, there’s not enough beats to do any real walking. All you have time for is root-leading tone, root-leading tone.
When you have 2 chords per bar, you sure can walk a smooth line, in particular by using other chords tones than the root (the point is to select chord tones that provide a smooth transition from one chord to the next).
For the case you ask about (| C7#9 Db7#9 |C7#9 Db7#9 | C7#9 Db7#9 | C7#9 Gb13 | F9 etc... ), you could walk the first 4 bars like this:
| C(R) Bb(b7) Ab(5) B(b7) | C(R) E(3) F(3) Ab(5) | G(5) C(R) Db(R) F(3) | E(3) G(5) Gb(R) E(b7) | F(R) etc...