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

# Vermont lottery Pick 3 Boxes(numbers in any order) Data

 Data updated on Wednesday, December 04, 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 Vermont 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.

## Vermont 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 Vermont 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 Vermont lottery Pick 3 Boxes (Combos) Analysis for a more elaborate analysis of boxes.

Vermont lottery Pick 3winnig numbers by category
From Monday, November 10, 1980 to Wednesday, December 04, 2013)

• Total number of draws            = 14951
• Number of non-repeats drawn  = 10821 (72.38%)
• Number of doubles drawn        = 3980 (26.62%)
• Number of triples drawn          = 150 (1.00%)

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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 89 134 013 87 60 014 88 62 015 84 200 016 89 125 017 88 63 018 96 152 019 84 13 023 90 41 024 99 161 025 97 404 026 87 154 027 81 230 028 81 224 029 104 135 034 104 91 035 101 683 036 94 3 037 90 71 038 96 1 039 92 165 045 85 85 046 100 24 047 84 52

 Number ND NDSLA 048 74 35 049 87 268 056 92 179 057 92 32 058 84 438 059 92 101 067 87 261 068 82 5 069 93 72 078 89 100 079 104 279 089 93 353 123 77 762 124 78 124 125 95 121 126 83 49 127 103 302 128 90 146 129 88 131 134 93 366 135 89 47 136 85 170 137 89 177 138 93 197

 Number ND NDSLA 139 74 66 145 102 89 146 98 189 147 98 138 148 82 9 149 92 16 156 90 106 157 84 307 158 103 523 159 89 61 167 103 86 168 85 257 169 81 107 178 79 4 179 92 65 189 89 45 234 95 69 235 82 425 236 76 533 237 87 286 238 89 39 239 79 414 245 95 90 246 99 34

 Number ND NDSLA 247 80 96 248 88 0 249 99 321 256 95 130 257 77 15 258 89 245 259 74 7 267 93 103 268 75 114 269 87 59 278 106 104 279 77 324 289 92 336 345 104 22 346 95 543 347 104 291 348 85 209 349 86 105 356 87 297 357 87 23 358 87 36 359 91 19 367 83 818 368 90 6

 Number ND NDSLA 369 90 84 378 82 195 379 84 532 389 105 252 456 87 42 457 96 506 458 98 74 459 100 30 467 115 140 468 91 102 469 98 139 478 87 14 479 90 117 489 82 75 567 89 148 568 95 289 569 98 163 578 72 293 579 103 8 589 95 658 678 96 183 679 98 25 689 99 46 789 75 112

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

 Number ND NDSLA 001 40 909 002 30 231 003 42 648 004 48 236 005 49 284 006 40 136 007 42 64 008 45 11 009 44 346 011 45 93 022 59 67 033 42 312 044 56 153 055 42 493 066 40 18 077 49 2308 088 39 81 099 47 158

 Number ND NDSLA 112 35 344 113 34 274 114 52 128 115 42 12 116 38 553 117 53 595 118 45 10 119 37 109 122 42 989 133 53 316 144 35 478 155 49 897 166 38 774 177 43 185 188 32 864 199 48 55 223 43 37 224 52 92

 Number ND NDSLA 225 46 660 226 37 1215 227 43 172 228 34 1540 229 48 255 233 48 70 244 45 704 255 38 56 266 42 670 277 34 318 288 45 186 299 38 27 334 49 383 335 50 57 336 37 455 337 45 80 338 48 119 339 57 237

 Number ND NDSLA 344 32 679 355 36 73 366 49 2 377 60 21 388 33 226 399 50 290 445 41 379 446 53 564 447 41 282 448 36 409 449 50 137 455 44 201 466 38 175 477 70 225 488 49 26 499 48 332 556 35 180 557 56 17

 Number ND NDSLA 558 43 122 559 47 740 566 44 169 577 48 79 588 50 497 599 45 31 667 45 1150 668 51 192 669 40 176 677 41 142 688 35 110 699 51 44 778 41 132 779 51 328 788 43 193 799 42 159 889 47 116 899 41 287

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

 Number ND NDSLA 000 11 1883 111 16 721 222 15 542 333 15 1573 444 15 738 555 16 857 666 14 2236 777 20 1097 888 13 4334 999 15 771

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