Correct parlay payout?

[bigbet1234]

<TABLE><TBODY><TR><TD>Is this the correct payout?











Wager Type:
</TD><TD>






Parlay (3 team) *** Bonus Play ***

</TD></TR><TR><TD>Wager Status:</TD><TD>Win</TD></TR><TR><TD>Risk / To Win Amount:</TD><TD>20.00 / 313.76 (USD) Accepted 9/3/2009 12:20 PM - EST</TD></TR><TR><TD>Won: </TD><TD>313.76</TD></TR><TR><TD>Amount Paid: </TD><TD>313.76</TD></TR><TR><TD> </TD></TR><TR><TD> </TD></TR><TR><TD>Item #1</TD></TR><TR><TD>Wager Type:</TD><TD>Money Line</TD></TR><TR><TD>Outcome:</TD><TD>Win</TD></TR><TR><TD>Sport / Period:</TD><TD>MLB Baseball / Game </TD></TR><TR><TD>Selection:
</TD><TD>Milwaukee Brewers 9/3/2009 2:15:01 PM - (EST)
+154</TD></TR><TR><TD>Pitchers:</TD><TD>M Parra -L - Action J Smoltz -R - Action</TD></TR><TR><TD></TD><TD>* Event Notes:</TD></TR><TR><TD></TD><TD> MLB - National League</TD></TR><TR><TD> </TD></TR><TR><TD>Item #2</TD></TR><TR><TD>Wager Type:</TD><TD>Money Line</TD></TR><TR><TD>Outcome:</TD><TD>Win</TD></TR><TR><TD>Sport / Period:</TD><TD>MLB Baseball / Game </TD></TR><TR><TD>Selection:
</TD><TD>New York Mets 9/3/2009 3:10:01 PM - (EST)
+200</TD></TR><TR><TD>Pitchers:</TD><TD>P Misch -L - Must Pitch J Marquis -R - Must Pitch</TD></TR><TR><TD></TD><TD>* Event Notes:</TD></TR><TR><TD></TD><TD> MLB - National League</TD></TR><TR><TD> </TD></TR><TR><TD>Item #3</TD></TR><TR><TD>Wager Type:</TD><TD>Money Line</TD></TR><TR><TD>Outcome:</TD><TD>Win</TD></TR><TR><TD>Sport / Period:</TD><TD>MLB Baseball / Game </TD></TR><TR><TD>Selection:
</TD><TD>Philadelphia Phillies 9/3/2009 7:05:01 PM - (EST)
+119</TD></TR><TR><TD>Pitchers:</TD><TD>T Lincecum -R - Must Pitch P Martinez -R - Must Pitch</TD></TR><TR><TD></TD><TD>* Event Notes:</TD></TR><TR><TD></TD><TD> MLB - National League</TD></TR></TBODY></TABLE>

 

[barman]

http://www.donbest.com/EN/main/Calculator/parlay_calc.html

 

[ICAUITUA]

no

 

[barman]

Yes

 

[Doug]

I didn't figure it, but why does this need RR treatment ?

Seems like a fairly legit ? to me.

 

[barman]

If someone with 9000+ posts doesn't know how to calculate a parlay payout.....well, now he does.

 

[Doug]

I'll agree BB should know this one, but the thread itself didn't get nasty, or worthy of RR, IMO.

A newbie might even learn from it ?

Kind of a heavy hand, there, IMO.

This stands, though:

http://www.therxforum.com/showthread.php?t=706422

 

[Doug]

RR this one too, Barmam ? He has over 4k posts, should know it, eh ?

http://www.therxforum.com/showthread.php?t=706611

For once, I'd like to see you admit, that you might just have moved a thread, a little too quick.

Rubber room is more for:

Do you like to smell your own farts ?

 

[barman]

No, because to tell the truth, I - with over 26K posts - do not know the difference between a pleaser and a teaser.

Great topic for the front page

 

[bigbet1234]

Thanks for the caculator

http://www.donbest.com/EN/main/Calculator/parlay_calc.html

 

[SportSavant]

Some books have special payouts for parlays so that calculator is not necessarilly good for all books.

for example when talking about a three teamer if you use the parlay calculator it should say about +595. However some books pay out at +600 rounding it up, futhermore, some books give a bonus and pay +650 or even +700 (altho rare).

 

[barman]

Thanks for the caculator

Much easier than the histrionics of your other Reply, eh? Congrats on winning your 3TeamParlay

 

[bigbet1234]

Nah, my opinion of you is still the same

good day

Much easier than the histrionics of your other Reply, eh? Congrats on winning your 3TeamParlay

 

[barman]

Nah, my opinion of you is still the same

good day

Thankfully, your personal opinion of me doesn't mess with the approximately $1.79 an hour I rake for tending late night bar at the RxForum.

G'day to you as well

 

[Illini]

Obviously a credit book.

 

[bigbet1234]

Credit books give Bonus Plays? hmmm..

Why you say that?

Obviously a credit book.

 

[Illini]

Credit books give Bonus Plays? hmmm..

Why you say that?

Ah, Bonus Play. Didn't see that. Nevermind.

I just noticed the risk amount wasn't included in the payout.

 

[Willie99]

to the penny

20 x 1.54 = 30.8

50.8 x 2 = 101.60

152.40 x 1.19 = 181.36

30.80 + 101.60 + 181.36 = 313.76