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In sports wagering, money management is critical. Knowing the likelihood of success of any play you make (SU, RL, O/U, or even Futures, Parlays, Teasers or other exotics) is of utmost importance – not just for deciding what to wager on, but how much. By playing the game 50,000 times before it's actually played, all of our picks come with a specified level of confidence (no dimes, no stars – just the facts) and a Play Value Key, Play Value Calculator and Parlay Calculator (explained below) to decipher exactly what that means to you. Please note that money-line picks are ordered by value, which is based on the relationship between the Predictalator's projected Straight-Up winning percentage and the Straight-Up winning percentage needed to justify a pick. Since when wagering on a favorite, it costs more to win less and vice versa with underdogs, determining the SU% needed for a favorite can be calculated by taking the absolute value of the odds divided by 100 + the absolute value of the odds. For underdogs, the necessary percentage is 100 divided by odds. For instance, if the Texas Rangers are -156 favorites over the Seattle Mariners who are at +145, Texas must win more than 60.9% (or 156/256) to justify a play on the Rangers. If Seattle wins more than 40.8% (or 100/245), the Mariners have value. If neither wins at those rates or higher, it is a “no pick” because neither team has value. The gap between the projected SU% and the necessary SU% dictates our confidence in that pick and is used in the Play Value Calculator to determine the optimal wager amount for that pick. If the wager amount for a normal $50 player (the default setting) is $1-$49, this is a “weak” pick. If it is between $50-$99, it is considered a "normal" pick. Between $100-$149 is 2X normal pick and anything stronger than that is considered 3X normal pick.

Money-line Picks (Based on Games Played 50,000 times - Print Table):

Rot	Time (ET)	ML Pick	Opponent	SU% Proj.	SU% Needed	ML	Calc	Play	More
903	7:10 PM	SD	@Atl	42.7	36.4	175	Calc -->	Play	More
906	7:10 PM	@Mia	Phi	46.4	40.8	145	Calc -->	Play	More
911	10:15 PM	Was	@SF	53.4	48.8	105	Calc -->	Play	More
919	10:05 PM	Cle	@LAA	40.3	36.4	175	Calc -->	Play	More
922	10:10 PM	@Sea	TB	47.6	44.4	125	Calc -->	Play	More
918	8:10 PM	@Min	Det	46.5	43.5	130	Calc -->	Play	More
916	7:07 PM	@Tor	CWS	48.7	47.6	110	Calc -->	Play	More
910	8:40 PM	@Col	Mil	44.4	43.5	130	Calc -->	Play	More
901	7:05 PM	LAD	@Pit	45.5	46.5	115	Calc -->	Play	More
913	7:05 PM	Tex	@NYY	48.2	48.8	105	Calc -->	Play	More
907	8:05 PM	Hou	@ChC	36.8	37.7	165	Calc -->	Play	More

Over/Under Picks (Based on Games Played 50,000 times - Print Table):

Rot	Time (ET)	Matchup	O/U	Total	Pick	Pick% Proj.	Pick% Need	Odds	Calc	Play
905	7:10 PM	PHI @ MIA	7.5	8.5	Over	55.7	51.2	-105	Calc -->	Play
914	7:05 PM	TEX @ NYY	9.5	8.2	Under	56.3	52.4	-110	Calc -->	Play
907	8:05 PM	HOU @ CHC	7.5	9.1	Over	58.2	54.5	-120	Calc -->	Play
901	7:05 PM	LAD @ PIT	8	8.6	Over	53.4	50.0	100	Calc -->	Play
903	7:10 PM	SD @ ATL	8	9.5	Over	57.2	54.5	-120	Calc -->	Play
921	10:10 PM	TB @ SEA	7	8.0	Over	56.1	53.5	-115	Calc -->	Play
918	8:10 PM	DET @ MIN	9.5	8.8	Under	53.4	52.4	-110	Calc -->	Play
915	7:07 PM	CWS @ TOR	8	8.0	Over	50.2	50.0	100	Calc -->	Play
919	10:05 PM	CLE @ LAA	7.5	8.4	Over	54.6	54.5	-120	Calc -->	Play
911	10:15 PM	WAS @ SF	6.5	7.0	Over	52.6	54.5	-120	Calc -->	Play
910	8:40 PM	MIL @ COL	10	9.5	Under	52.6	53.5	-115	Calc -->	Play

Straight-Up Picks (Based on Games Played 50,000 times - Print Table):

Rot	Time (ET)	Favorite	Opponent	Runs For	Runs Against	Win%	Play
908	8:05 PM	@ ChC	Hou	5.1	4.0	63.2	Play
920	10:05 PM	@ LAA	Cle	4.6	3.8	59.7	Play
904	7:10 PM	@ Atl	SD	5.0	4.4	57.3	Play
909	8:40 PM	Mil	@ Col	5.0	4.6	55.6	Play
902	7:05 PM	@ Pit	LAD	4.5	4.1	54.5	Play
905	7:10 PM	Phi	@ Mia	4.4	4.1	53.6	Play
917	8:10 PM	Det	@ Min	4.5	4.2	53.5	Play
911	10:15 PM	Was	@ SF	3.6	3.4	53.4	Play
921	10:10 PM	TB	@ Sea	4.1	3.9	52.4	Play
914	7:05 PM	@ NYY	Tex	4.2	4.0	51.8	Play
915	7:07 PM	CWS	@ Tor	4.1	3.9	51.3	Play

Run-Line Picks (Based on Games Played 50,000 times - Print Table):

Rot	RL Pick	Opp.	RL	Margin	RL% Proj.	RL% Need	Odds	Calc	Play
903	SD	@ATL	1.5	-0.6	61.9	56.5	-130	Calc -->	Play
906	@MIA	PHI	1.5	-0.3	58.0	53.5	-115	Calc -->	Play
919	CLE	@LAA	1.5	-0.9	58.6	55.6	-125	Calc -->	Play
911	WAS	@SF	1.5	0.2	70.7	69.7	-230	Calc -->	Play
918	@MIN	DET	1.5	-0.3	57.7	56.5	-130	Calc -->	Play
916	@TOR	CWS	1.5	-0.1	60.1	59.2	-145	Calc -->	Play
922	@SEA	TB	1.5	-0.2	59.1	58.3	-140	Calc -->	Play
910	@COL	MIL	1.5	-0.4	55.7	55.6	-125	Calc -->	Play
901	LAD	@PIT	1.5	-0.4	64.2	64.9	-185	Calc -->	Play
913	TEX	@NYY	1.5	-0.1	66.1	66.7	-200	Calc -->	Play
907	HOU	@CHC	1.5	-1.1	55.8	57.4	-135	Calc -->	Play

In the picks above, Margin, Runs For, Runs Against and Total Runs are averages from 50,000 games played. The RL% is the percentage of games in which the team picked covers the noted run line. Similarly, the Pick% in the Over/Under table is the percentage of time that the Over or Under pick covers the total. These values represent the Predictalator's confidence in the pick and are used in the Play Value Key and Calculator. With RL and O/U plays assumed to be -110, anything less than 52.38% confidence is not considered to be a worthwhile pick. With Money-Line plays, any game for which neither team wins enough to justify value is ignored. To alter odds or to evaluate money-line plays, click on “Calc” and adjust the Odds in the Play Value Calculator. Clicking on the "Play" button will allow you to run that game through the Customizable Predictalator. An "Upset Watch" icon will appear next to games where we believe the underdog is more like than not to win outright. Picks will be updated as needed due to injury (up to one hour before game time).

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The Play Value Key:
Given the winning percentages listed as our confidence for each pick, all plays are not created equal. Each against-the-spread and over/under play is color-coded to aid in play value decision making. All play values are relative to what we consider a "normal play." As a generally conservative rule of thumb, typical wagers should be 1-3% of one's bankroll. A normal play should never exceed 5% of one's bankroll and the combined plays for one day should not exceed half of one's bankroll. The Play Value Key on the right side of the page explains the colors. If the play is listed as '3X Normal Play' that means that it is very strong and worth wagering three times the value of a normal play. The key is fairly conservative with general rules of thumb and ignores other plays made that day. As noted, the percentages in the key relate to the confidence needed to evaluate picks at -110 odds. We still color-code money-line picks with different odds than -110 for value based on the expected recommendation from the Play Value Calculator on a normal play of $50. For more specific recommendations, please use the Play Value Calculator. Content is for informational purposes only and all decisions are completely up to the individual.

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The Play Value Calculator:
Using the Play Value Calculator is a more exact approach to understanding the value of a pick based on its expected win percentage. Clicking on 'Calc' next to any pick will automatically load that pick into the Play Value Calculator. Then, to get the most accurate recommendation possible, please enter your normal play value, how many overlapping plays you are making and the odds you are getting on the play. If you have overlapping plays, you can choose the "Standard" recommendation which assumes that all other plays are exactly "normal" or you can choose "Advanced" recommendations, which will allow you to enter all plays by clicking on "Calc" next to each and see the optimal play value recommendations for each based your criteria. As a generally conservative rule of thumb, typical wagers should be 1-3% of one's bankroll. A normal play should never exceed 5% of one's bankroll and the combined plays for one day should not exceed half of one's bankroll. Odds are assumed to be -110, meaning that a loss requires paying out an additional 10% or that you need to risk $110 to win $100. Often times, odds will be "juiced" (the 10% in -110 is the juice) even further on specific spread lines to +/-150 or more. Also, money-lines are strictly based on odds so it is important to understand value. If the odds are -110, 52.38% confidence is needed (i.e. 110/210) to justify play. However, if the odds are -250, 71.43% confidence (250/350) is needed to justify the play. And if the odds are in your favor at plus number like +250, where a $100 wager can win $250, just 28.57% confidence is needed to justify the play. In that last example, if our projection is that the +250 underdog wins 33.33% of the time, it is important to note that the play would only win one-third of the time; yet the payout is great enough that if one-out-of-every-three of those plays hits, the play will be profitable. Click 'Calculate' to see the value to wager for your play on that game. Content is for informational purposes only and all decisions are completely up to the individual.

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The Parlay Calculator:
Our Parlay Calculator is unique. Traditional Parlay Calculators may provide the straight-line payout odds. You should be able to get any of that information relative to your picks from your linesmaker. Instead, we think it is more valuable to calculate your actual likelihood of success on a parlay. To use the calculator, click on the Show Parlay Calculator toggle and choose the number of games you are interested in playing. Add RL or O/U percentages from the picks by clicking 'Calc' (as you would for the Play Value Calculator). Once you have added all of the games you are interested in, click 'Calculate' to see your Parlay Success and Payout Needed. The Parlay Success is the likelihood that each of these picks will cover. The Payout Needed expresses that value relative to payouts. As long as the payout odds you receive from are greater than or equal to the Payout Needed, the Parlay is an acceptable play. Since payouts are done on a straight-line odds basis, the Payout Needed from a combination of our playable picks will almost always yield an acceptable play. Everything is relative, however. Please note the Parlay Success value. With up to ten teams in a parlay, exotic plays like this will almost never be expected to win. We provide this information to set realistic expectations for parlay plays and to aid in comparing the relative differences between expected payout from the play and the possible payout. Content is for informational purposes only and all decisions are completely up to the individual.

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