Boxes (any arrangement of the digits) data for Wisconsin Lottery Pick 3 game. Frequency and last draw of non-repeating, doubles, and triples are listed.

# Wisconsin Lottery Pick 3 Boxes(numbers in any order) Data

 Data updated on Friday, December 06, 2013 When playing Pick 3 boxes and combos, the order in which the number is drawn doesn't matter. For this reason, the number of all possible combinations of boxes is much less the 1000 possible permutations of straights. In fact, there are only 210 possible combinations of boxes, and adding the 10 triples, we have a total of 220 numbers that will cover all the possibilities. It follows that the chance of winning with a box or a combo play is obviously higher than the chance of winning with a straight play. On this page...

## The Chance of Winning with a Wisconsin Lottery Pick 3 box (any order).

Since there are 220 possible outcomes, one may be tempted to conclude that the chance winning in a Pick 3 box is 1 in 220. This is not exactly true since not all boxes have equal chances of winning; numbers with non-repeating digits have a better chance of winning than numbers with one digit repeated. For example, the number 123 has a better chance of winning than the number 122. The reason is that 123 covers six possible combinations (123, 132, 213, 231, 312, 321), while 122 covers only three (122, 212, 221).

Consequently, we shall classify all the Pick 3 numbers into three categories, namely, Non-repeating numbers, Doubles (one-repeat) numbers, and Triples. Very often, non-repeat and one-repeat boxes are referred to as 6-way and 3-way boxes (or combos), respectively.

Of the 1000 Pick 3 numbers 720 are non-repeat, 270 one-repeat, and 10 triples. This means that out of 100 draws, we should theoretically expect 72 non-repeat numbers (72%), 27 one-repeats (27%), and 1 triple (1%). The chance of winning with a non-repeat box (or combo), such as the number 123, is about 1 in 167; while the chance of winning with a one-repeat box, such as 122, is about 1 in 333. The chance of winning with a triple is the same as the chance of winning with any other straight number - that is, 1 in 1000.

## Wisconsin Lottery Pick 3 Box Analysis Results and Summary by Category

There are 120 distinct non-repeat Pick 3 boxes and 90 one-repeat. All the possible boxes of the Wisconsin Lottery Pick 3 game are listed below by category together with the number of times drawn (ND) and the number of draws since last appearance (NDSLA). But, prior that we shall list some analysis results to show how the actual data are close to the theoretical expectations cited above.

Although we cannot comment on how close the actual data are to the theoretical data right at this moment (since all figures are updated after every draw), we were amazed to see a perfect harmony between the two at the time of writing of these pages.

See Wisconsin Lottery Pick 3 Boxes (Combos) Analysis for a more elaborate analysis of boxes.

Wisconsin Lottery Pick 3winnig numbers by category
From Monday, September 21, 1992 to Friday, December 06, 2013)

• Total number of draws            = 7747
• Number of non-repeats drawn  = 5571 (71.91%)
• Number of doubles drawn        = 2100 (27.11%)
• Number of triples drawn          = 76 (0.98%)

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Non-repeat Numbers (Total 120)ND = Number of times Drawn, NDSLA = Number of Draws Since Last Appearance

 Number ND NDSLA 012 51 25 013 40 59 014 52 98 015 42 0 016 43 79 017 37 7 018 47 185 019 50 1 023 47 213 024 37 34 025 37 215 026 40 78 027 50 329 028 43 139 029 41 683 034 38 18 035 40 239 036 53 43 037 52 177 038 53 87 039 43 134 045 44 330 046 47 725 047 48 137

 Number ND NDSLA 048 43 196 049 50 220 056 42 45 057 57 58 058 48 555 059 47 123 067 44 203 068 42 29 069 54 217 078 51 338 079 49 121 089 43 28 123 50 53 124 40 36 125 56 6 126 48 67 127 45 109 128 45 81 129 43 288 134 46 74 135 51 155 136 50 24 137 53 237 138 43 192

 Number ND NDSLA 139 45 40 145 43 388 146 38 89 147 52 52 148 50 22 149 50 41 156 57 91 157 39 102 158 37 231 159 45 172 167 38 392 168 52 68 169 43 115 178 57 95 179 48 23 189 52 82 234 33 70 235 45 344 236 46 39 237 41 71 238 52 253 239 50 33 245 53 218 246 43 209

 Number ND NDSLA 247 50 66 248 53 14 249 46 216 256 47 51 257 41 2 258 36 12 259 49 225 267 43 88 268 47 54 269 42 90 278 51 117 279 49 181 289 49 394 345 47 27 346 53 11 347 38 160 348 45 107 349 53 4 356 54 26 357 40 35 358 48 103 359 44 147 367 47 241 368 51 100

 Number ND NDSLA 369 44 19 378 49 3 379 43 73 389 40 277 456 45 112 457 42 32 458 46 94 459 54 80 467 51 47 468 43 10 469 40 265 478 52 306 479 46 600 489 48 124 567 58 368 568 49 198 569 49 132 578 50 108 579 41 190 589 57 119 678 46 159 679 49 65 689 38 146 789 44 418

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Doubles (Total 90)ND = Number of times Drawn, NDSLA = Number of Draws Since Last Appearance

 Number ND NDSLA 001 28 500 002 24 85 003 16 526 004 26 252 005 31 61 006 19 96 007 27 5 008 19 721 009 26 502 011 20 499 022 25 46 033 23 628 044 24 57 055 16 713 066 20 603 077 18 617 088 26 582 099 23 97

 Number ND NDSLA 112 17 129 113 20 157 114 25 229 115 19 60 116 14 1326 117 23 210 118 23 211 119 23 16 122 27 331 133 22 17 144 16 1082 155 34 9 166 21 111 177 21 959 188 27 179 199 20 164 223 24 162 224 24 495

 Number ND NDSLA 225 26 403 226 30 153 227 21 485 228 19 815 229 29 200 233 29 48 244 31 1222 255 22 15 266 28 197 277 23 1093 288 21 77 299 19 174 334 26 175 335 24 327 336 18 521 337 25 272 338 30 245 339 29 188

 Number ND NDSLA 344 37 334 355 18 1589 366 21 570 377 25 38 388 26 202 399 22 205 445 23 1256 446 23 865 447 24 166 448 19 194 449 19 588 455 25 186 466 23 242 477 19 445 488 30 49 499 33 55 556 18 168 557 27 138

 Number ND NDSLA 558 30 259 559 25 323 566 30 20 577 28 904 588 17 648 599 24 228 667 28 42 668 14 386 669 21 405 677 23 298 688 20 44 699 22 224 778 24 320 779 18 491 788 23 13 799 17 629 889 20 449 899 23 391

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Triples (Total 10)ND = Number of times Drawn, NDSLA = Number of Draws Since Last Appearance

 Number ND NDSLA 000 4 2399 111 9 929 222 7 116 333 9 1455 444 6 356 555 6 63 666 6 3000 777 10 178 888 10 362 999 9 423

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