$1.30 to win $1285.34 Parlay for tonight.

Pray4methx

White Belt
@White
Joined
Jul 9, 2016
Messages
44
Reaction score
35
Pray for me.

Parlay

+9887310 Picks
Marvin Vettori
-235
Tim Elliott
-225
Louis Smolka
+180
Myles Jury
-185
Marc Diakiese
-200
Khalil Rountree
-340
Carlos Condit
-165
Carla Esparza
+180
Edson Barboza
+245
Holly Holm
+270
Risk

$1.30
Win

$1,285.34
Bet Placed
Thank you, your bet was placed

Total Risk

$1.30
Total Win

$1,285.34
Keep selections in Bet Slip
 
tenor.gif


Good luck mate. The chance to hit all your predictions right is extremely low but still i wish you good luck!
 
Actually, that might cash in. Maybe Holly or Barboza is going to fuck you up but good luck brah.

I made a funny 5 team parlay that pays out 500 dollars if it scores. Did it just for lols.
 
Idiot

Edit: On the other hand, good picks. Once I too made an insane ufc parlay with 1 dollar to win 1500, and all but one won that night.
 
funny user name.. i pray for that
good luck! gonna be tough but u will win
 
Pray for me.

Parlay

+9887310 Picks
Marvin Vettori
-235
Tim Elliott
-225
Louis Smolka
+180
Myles Jury
-185
Marc Diakiese
-200
Khalil Rountree
-340
Carlos Condit
-165
Carla Esparza
+180
Edson Barboza
+245
Holly Holm
+270
Risk

$1.30
Win

$1,285.34
Bet Placed
Thank you, your bet was placed

Total Risk

$1.30
Total Win

$1,285.34
Keep selections in Bet Slip
Solid hail mary parlay my man. I think Esparza or the overrated Diakiese might spoil it before the ME but for a $1.30 thats solid.

http://data:image/jpeg;base64,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 http://data:image/jpeg;base64,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
 
Pray for me.

Parlay

+9887310 Picks
Marvin Vettori
-235
Tim Elliott
-225
Louis Smolka
+180
Myles Jury
-185
Marc Diakiese
-200
Khalil Rountree
-340
Carlos Condit
-165
Carla Esparza
+180
Edson Barboza
+245
Holly Holm
+270
Risk

$1.30
Win

$1,285.34
Bet Placed
Thank you, your bet was placed

Total Risk

$1.30
Total Win

$1,285.34
Keep selections in Bet Slip
Hooker and Cyborg are likely to fuck it up. You should do a couple of those with switch ups between Cyborg/Holm
Khabib/Edson and Hooker/Diakese

Now I might have to do 5 $2 parlays
 
Pray for me.

Parlay

+9887310 Picks
Marvin Vettori
-235
Tim Elliott
-225
Louis Smolka
+180
Myles Jury
-185
Marc Diakiese
-200
Khalil Rountree
-340
Carlos Condit
-165
Carla Esparza
+180
Edson Barboza
+245
Holly Holm
+270
Risk

$1.30
Win

$1,285.34
Bet Placed
Thank you, your bet was placed

Total Risk

$1.30
Total Win

$1,285.34
Keep selections in Bet Slip

The odds of you winning are about 10^-20, but good luck anyway.
 
is it pray for me or pray for meth?
 
Good luck, hopefully your bets win deep into the night.
 
Pray for me.

Parlay

+9887310 Picks
Marvin Vettori
-235
Tim Elliott
-225
Louis Smolka
+180
Myles Jury
-185
Marc Diakiese
-200
Khalil Rountree
-340
Carlos Condit
-165
Carla Esparza
+180
Edson Barboza
+245
Holly Holm
+270
Risk

$1.30
Win

$1,285.34
Bet Placed
Thank you, your bet was placed

Total Risk

$1.30
Total Win

$1,285.34
Keep selections in Bet Slip
All that i could see unfolding, except khabibs gonna fk it up
 
Id be betting Khabib & Cyborg tap to strikes, or a Rockhold-Bisping-1-head-kick-gullotine and Esparza finishes Thug Nose in the R3.
 
Solid. A lot of people are going to make a lot of money if Holly wins.
 
Pray for me.

Parlay

+9887310 Picks
Marvin Vettori
-235
Tim Elliott
-225
Louis Smolka
+180
Myles Jury
-185
Marc Diakiese
-200
Khalil Rountree
-340
Carlos Condit
-165
Carla Esparza
+180
Edson Barboza
+245
Holly Holm
+270
Risk

$1.30
Win

$1,285.34
Bet Placed
Thank you, your bet was placed

Total Risk

$1.30
Total Win

$1,285.34
Keep selections in Bet Slip


Good luck dude . . .
 
Just did the same bet but placed $5 for $49433 win. You'll be upset you didn't place more!
 
Back
Top