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Typical Odds

Typical Odds Average ratng: 5,6/10 9783 votes

Below you’ll find typical odds you’ll get on parlays. We’ve also compared those odds to 5Dimes, both for typical days and for their Friday expanded odds on parlays. At the very bottom of the page you’ll find a calculator that you can use to see what your payout would be on any amount for a parlay of up to six teams (note that the odds used for the calculator are “typical” and not adjusted for the 5Dimes Friday Special).

Typical Parlay Odds

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2 Team Parlay: 13-5 odds

Pass + 1X Odds: 0.85% Craps: Pass + 2X Odds: 0.61% Craps: Pass + 5X Odds: 0.32% Craps: Pass + 10X Odds: 0.18% Craps: Pass + 100X Odds: 0.02% Craps: Field (2:1 on 12) 5.56% Craps: Field (3:1 on 12) 2.78% Craps: Any craps 11.11% Craps: Big 6,8 9.09% Craps: Hard 4,10 11.11% Craps: Hard 6,8 9.09% Craps: Place (to win) 6,8. Welcome to DRF.com, your source for horse racing entries, results, live odds as well as all horse racing and thoroughbred racing news.

3 Team Parlay: 6-1

What does typical odds mean

4 Team Parlay: 10-1

5 Team Parlay: 20 to 1

6 Team Parlay: 40 to 1

7 Team Parlay: 75-1

8 Team Parlay: 100-1

9 Team Parlay: 150-1

10 Team Parlay: 300-1

11 Team Parlay: 450-1

12 Team Parlay: 600-1 Odds

13 Team Parlay: 750-1

14 Team Parlay: 900-1

15 Team Parlay: 1500-1

Typical Odds Compared to 5Dimes & 5Dimes Friday Special

5Dimes
Book A
Book C
13/5
13/5
13/5
6/1
6/1
6/1
10/1
10/1
10/1
25/1
25/1
20/1
40/1
35/1
40/1
75/1
75/1
80/1
150/1
100/1
100/1
300/1
150/1
N/O
700/1
300/1
N/O
1,100/1
450/1
N/O
1,800/1
600/1
N/O
Typical Odds

Typical Modders Executor

Progressive Parlays

Tired of missing a parlay by one game?! 5Dimes Progressive Parlays mean that one or more of your bets can lose (depending on how many teams are in the parlay) and you still win money! Here are the payouts for 5Dimes when you bet a progressive parlay.

Typical odds on a dice table

All Teams

Won

2 Teams

Loss

4 Teams
1/1
—
11/1
—
6 Teams
9/2
—
40/1
1/2
8 Teams
10/1
—
150/1
5/2
10 Teams
25/1
1/1
400/1
5/1
12 Teams
80/1
3/1

Typical Betting Odds

A period life table is based on the mortality experience of a population during a relatively short period of time. Here we present the 2017 period life table for the Social Security area population. For this table, the period life expectancy at a given age is the average remaining number of years expected prior to death for a person at that exact age, born on January 1, using the mortality rates for 2017 over the course of his or her remaining life.

This life table is available for certain prior years.

TypicalExact
age
MaleFemale
Death
probability a		Number of
lives b		Life
expectancy		Death
probability a		Number of
lives b		Life
expectancy
0 0.006304 100,000 75.97 0.005229 100,000 80.96
1 0.000426 99,370 75.45 0.000342 99,477 80.39
2 0.000290 99,327 74.48 0.000209 99,443 79.42
3 0.000229 99,298 73.50 0.000162 99,422 78.43
4 0.000162 99,276 72.52 0.000143 99,406 77.45
5 0.000146 99,260 71.53 0.000125 99,392 76.46
6 0.000136 99,245 70.54 0.000113 99,379 75.47
7 0.000127 99,232 69.55 0.000104 99,368 74.47
8 0.000115 99,219 68.56 0.000097 99,358 73.48
9 0.000103 99,208 67.57 0.000093 99,348 72.49
10 0.000097 99,197 66.57 0.000092 99,339 71.50
11 0.000109 99,188 65.58 0.000098 99,330 70.50
12 0.000151 99,177 64.59 0.000113 99,320 69.51
13 0.000232 99,162 63.60 0.000138 99,309 68.52
14 0.000343 99,139 62.61 0.000172 99,295 67.53
15 0.000465 99,105 61.63 0.000211 99,278 66.54
16 0.000588 99,059 60.66 0.000251 99,257 65.55
17 0.000720 99,001 59.70 0.000293 99,232 64.57
18 0.000858 98,929 58.74 0.000336 99,203 63.59
19 0.000999 98,845 57.79 0.000379 99,170 62.61
20 0.001146 98,746 56.85 0.000425 99,132 61.63
21 0.001288 98,633 55.91 0.000472 99,090 60.66
22 0.001407 98,506 54.98 0.000515 99,044 59.69
23 0.001494 98,367 54.06 0.000551 98,993 58.72
24 0.001556 98,220 53.14 0.000582 98,938 57.75
25 0.001610 98,067 52.22 0.000612 98,880 56.78
26 0.001665 97,910 51.31 0.000646 98,820 55.82
27 0.001717 97,746 50.39 0.000684 98,756 54.85
28 0.001767 97,579 49.48 0.000729 98,689 53.89
29 0.001817 97,406 48.56 0.000779 98,617 52.93
30 0.001865 97,229 47.65 0.000833 98,540 51.97
31 0.001911 97,048 46.74 0.000887 98,458 51.01
32 0.001960 96,862 45.83 0.000939 98,370 50.06
33 0.002014 96,672 44.92 0.000988 98,278 49.10
34 0.002071 96,478 44.01 0.001034 98,181 48.15
35 0.002138 96,278 43.10 0.001085 98,079 47.20
36 0.002211 96,072 42.19 0.001143 97,973 46.25
37 0.002279 95,860 41.28 0.001205 97,861 45.30
38 0.002342 95,641 40.37 0.001271 97,743 44.36
39 0.002405 95,417 39.47 0.001345 97,619 43.41
40 0.002482 95,188 38.56 0.001429 97,488 42.47
41 0.002583 94,951 37.65 0.001524 97,348 41.53
42 0.002710 94,706 36.75 0.001630 97,200 40.59
43 0.002870 94,450 35.85 0.001748 97,042 39.66
44 0.003064 94,178 34.95 0.001881 96,872 38.73
45 0.003285 93,890 34.06 0.002029 96,690 37.80
46 0.003538 93,581 33.17 0.002195 96,494 36.88
47 0.003834 93,250 32.28 0.002386 96,282 35.96
48 0.004178 92,893 31.41 0.002605 96,052 35.04
49 0.004569 92,505 30.54 0.002851 95,802 34.13
50 0.004997 92,082 29.67 0.003118 95,529 33.23
51 0.005462 91,622 28.82 0.003403 95,231 32.33
52 0.005971 91,122 27.98 0.003714 94,907 31.44
53 0.006526 90,577 27.14 0.004052 94,554 30.55
54 0.007125 89,986 26.32 0.004415 94,171 29.68
55 0.007766 89,345 25.50 0.004813 93,755 28.81
56 0.008445 88,651 24.70 0.005233 93,304 27.94
57 0.009156 87,903 23.90 0.005647 92,816 27.09
58 0.009897 87,098 23.12 0.006043 92,292 26.24
59 0.010671 86,236 22.34 0.006441 91,734 25.39
60 0.011519 85,316 21.58 0.006886 91,143 24.56
61 0.012419 84,333 20.83 0.007391 90,515 23.72
62 0.013307 83,286 20.08 0.007931 89,846 22.90
63 0.014164 82,177 19.35 0.008508 89,134 22.07
64 0.015032 81,013 18.62 0.009142 88,375 21.26
65 0.016013 79,795 17.89 0.009874 87,568 20.45
66 0.017138 78,518 17.18 0.010717 86,703 19.65
67 0.018362 77,172 16.47 0.011660 85,774 18.86
68 0.019693 75,755 15.77 0.012711 84,774 18.07
69 0.021174 74,263 15.07 0.013894 83,696 17.30
70 0.022889 72,691 14.39 0.015285 82,533 16.54
71 0.024869 71,027 13.71 0.016878 81,272 15.79
72 0.027095 69,261 13.05 0.018607 79,900 15.05
73 0.029587 67,384 12.40 0.020466 78,413 14.32
74 0.032394 65,390 11.76 0.022522 76,809 13.61
75 0.035668 63,272 11.14 0.024929 75,079 12.92
76 0.039396 61,015 10.53 0.027729 73,207 12.23
77 0.043453 58,611 9.94 0.030855 71,177 11.57
78 0.047826 56,065 9.37 0.034321 68,981 10.92
79 0.052649 53,383 8.82 0.038211 66,613 10.29
80 0.058206 50,573 8.28 0.042771 64,068 9.68
81 0.064581 47,629 7.76 0.047992 61,328 9.09
82 0.071657 44,553 7.26 0.053678 58,385 8.52
83 0.079465 41,361 6.79 0.059810 55,251 7.98
84 0.088141 38,074 6.33 0.066584 51,946 7.45
85 0.097854 34,718 5.89 0.074258 48,487 6.95
86 0.108747 31,321 5.48 0.083053 44,887 6.47
87 0.120919 27,915 5.08 0.093123 41,159 6.01
88 0.134425 24,539 4.71 0.104540 37,326 5.57
89 0.149273 21,241 4.37 0.117305 33,424 5.16
90 0.165452 18,070 4.05 0.131392 29,503 4.78
91 0.182935 15,080 3.75 0.146753 25,627 4.43
92 0.201679 12,322 3.48 0.163331 21,866 4.11
93 0.221637 9,837 3.23 0.181064 18,294 3.81
94 0.242747 7,656 3.01 0.199886 14,982 3.55
95 0.263672 5,798 2.81 0.218908 11,987 3.31
96 0.284014 4,269 2.64 0.237815 9,363 3.09
97 0.303355 3,057 2.49 0.256265 7,136 2.90
98 0.321268 2,129 2.36 0.273894 5,308 2.73
99 0.337332 1,445 2.24 0.290328 3,854 2.58
100 0.354198 958 2.12 0.307747 2,735 2.42
101 0.371908 619 2.01 0.326212 1,893 2.28
102 0.390503 388 1.90 0.345785 1,276 2.14
103 0.410029 237 1.80 0.366532 835 2.01
104 0.430530 140 1.70 0.388524 529 1.88
105 0.452057 80 1.60 0.411835 323 1.76
106 0.474659 44 1.51 0.436546 190 1.65
107 0.498392 23 1.42 0.462738 107 1.54
108 0.523312 11 1.34 0.490503 58 1.44
109 0.549478 5 1.26 0.519933 29 1.34
110 0.576951 2 1.18 0.551129 14 1.24
111 0.605799 1 1.10 0.584196 6 1.15
112 0.636089 0 1.03 0.619248 3 1.06
113 0.667893 0 0.96 0.656403 1 0.98
114 0.701288 0 0.90 0.695787 0 0.91
115 0.736353 0 0.84 0.736353 0 0.84
116 0.773170 0 0.78 0.773170 0 0.78
117 0.811829 0 0.72 0.811829 0 0.72
118 0.852420 0 0.66 0.852420 0 0.66
119 0.895041 0 0.61 0.895041 0 0.61
a Probability of dying within one year.
b Number of survivors out of 100,000 born alive.

Note: The period life expectancy at a given age for 2017 represents the average number of years of life remaining if a group of persons at that age were to experience the mortality rates for 2017 over the course of their remaining life.

Typical Parlay Odds

The Social Security area population is comprised of (1) residents of the 50 States and the District of Columbia (adjusted for net census undercount); (2) civilian residents of Puerto Rico, the Virgin Islands, Guam, American Samoa, and the Northern Mariana Islands; (3) Federal civilian employees and persons in the U.S. Armed Forces abroad and their dependents; (4) non-citizens living abroad who are insured for Social Security benefits; and (5) all other U.S. citizens abroad.