Ultimate Texas Holdem Trips bet

I ran across a trips pay table, that would yield ~6% to the player assuming the bet is paid regardless of whether you beat the dealer or not. The Trips pay tables on the Wizard of Odds, assumes the bet wins regardless of whether the dealer beats you or not. Can someone figure out the trips bet advantage/disadvantage when the bet can only win if it beats the dealer.

Here is pay table #1 from the WOO website:

Player hand	Combinations	Pays	Probability	Return
Royal flush	4324	50	0.000032	0.001616
Straight Flush	37260	40	0.000279	0.01114
Quads	224848	30	0.001681	0.05042
Full House	3473184	9	0.025961	0.233649
Flush	4047644	7	0.030255	0.211785
Straight	6180020	4	0.046194	0.184775
Trips	6461620	3	0.048299	0.144896
All other	113355660	-1	0.8473	-0.8473
Total	133784560		1	-0.009018

How would the -.009018 change if the player has to beat the dealer to win the bet?

Here is the pay table I saw at the local card room:

Player hand	Combinations	Pays	Probability	Return
Royal flush	4324	100	0.000032	0.003232
Straight Flush	37260	50	0.000279	0.013925
Quads	224848	40	0.001681	0.067227
Full House	3473184	10	0.025961	0.25961
Flush	4047644	8	0.030255	0.24204
Straight	6180020	4	0.046194	0.184775
Trips	6461620	3	0.048299	0.144896
All other	113355660	-1	0.8473	-0.8473
Total	133784560		1	0.068405

The 0.068405 assumes a win even if you don't beat the dealer.

The actual table only pays if you beat the dealer.
What is the number if the player has to beat the dealer to win the bet?


Thanks in advance