Boxes (any arrangement of the digits) data for North Carolina Lottery Pick 4 game. Frequency and last draw of non-repeating, doubles, and triples are listed.

North Carolina Lottery Pick 4 Boxes(numbers in any order) Data

 Data updated on Monday, December 09, 2013 When playing North Carolina Pick 4 boxes and combos the order in which the number is drawn doesn't matter. In this case, we have only 705 possible boxes, plus 10 quadrupets; thus a total of 715 box combinations, instead of the 10,000 permutations of straights, will cover all the numbers as box (or combo). It follows that the chance of winning with a Pick 4 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 North CarolinaPick 4 box (any order).

Since there are 715 possible outcomes, one may be tempted to conclude that the chance is 1 in 715. This is not exactly true since not all boxes have equal chances of winning; Pick 4 numbers with non-repeating digits have a better chance of winning than numbers with one digit repeated, two digits repeated, or one digit tripled. For example, the number 1234 has more chance of winning than the numbers 1223, 1122, and 1222. The reason is that 1234 covers 24 possible permutations (1234, 1243, 1423, 4123, etc.), while 1223 covers only twelve (1223, 1232, 1322, 3122, etc.), 1122 six (1122, 2211, 1221, 2112, 1212, 2121), and 1222 four (1222, 2122, 2212, 2221).

Consequently, we shall classify all the Pick 4 numbers into five categories, namely, Non-Repeating numbers, One-Repeated numbers, Dual-Doubles numbers (like 1122), One-Tripled numbers (like 1222), and quadruples. Very often, the first four categories are referred to as 24-way, 12-way, 6-way, 4-way boxes (or combos), respectively. Of the 10000 Pick 4 numbers, 5040 are non-repeating, 4320 one-repeated, 270 dual-doubles, 360 one-tripled, and 10 quadruples. This means that out of 1000 draws, we should theoretically expect about 504 non-repeating numbers (50.4%), 432 one-repeated (43.2%), 27 dual doubles (2.7%), 36 one-tripled (3.6%), and 1 quadruple (0.1%). Note that one thousand draws is about 2 years and 9 months, if drawings are held once a day; 1 year and 4½ months for bi-daily draws; and about 8 months if drawings are held 4 times a day. The chance of winning with a non-repeat box (or combo), such as the number 1234, is about 1 in 417, while for a one-repeat box it is about 1 in 833; for a dual double number it is 1 in 1667, and for a one-tripled number 1 in 2500. The chance of winning with a quadrupled number is the same as the chance of winning with any other straight number - that is, 1 in 1000.

North CarolinaPick 4 Box Analysis Results and Summary by Category

There are 210 distinct non-repeating boxes, 360 one-repeated, 45 dual-doubles, and 90 one-tripled boxes. All the possible North CarolinaPick 4 boxes are listed below by category together with the number of times drawn and the number of draws since last appearance (NDSLA). But, prior that we shall list some analysis results to show how the actual data of North CarolinaPick 4 results 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 North CarolinaPick 4 Boxes (Combos) Analysis for a more elaborate analysis of boxes.

North CarolinaPick 4winnig numbers by category
From Friday, April 17, 2009 to Monday, December 09, 2013)

• Total number of draws             = 2715
• Number of non-repeats drawn   = 1347 (49.61%)
• Number of one-repeating drawn = 1199 (44.16%)
• Number of dual-doubles drawn   = 56 (2.06%)
• Number of one-tripled drawn     = 106 (3.90%)
• Number of quadruples drawn      = 7 (0.26%)

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Non-repeating Numbers (Total 210)ND = Number of times Drawn, NDSLA = Number of Draws Since Last Appearance

 Number ND NDSLA 0123 8 179 0124 7 323 0125 9 495 0126 8 73 0127 5 566 0128 7 9 0129 7 452 0134 9 85 0135 6 279 0136 8 288 0137 5 99 0138 8 59 0139 7 116 0145 5 1260 0146 8 39 0147 5 207 0148 5 472 0149 9 154 0156 4 836 0157 4 651 0158 7 709 0159 6 0 0167 4 370 0168 10 231 0169 6 101 0178 6 66 0179 5 864 0189 5 138 0234 4 171 0235 4 230 0236 9 220 0237 6 656 0238 5 144 0239 4 48 0245 5 410 0246 4 335 0247 6 313 0248 6 376 0249 4 1160 0256 5 311 0257 8 120 0258 6 38

 Number ND NDSLA 0259 7 79 0267 2 1713 0268 7 253 0269 9 100 0278 8 463 0279 5 424 0289 10 308 0345 7 468 0346 4 2446 0347 5 509 0348 11 31 0349 2 300 0356 7 270 0357 8 132 0358 4 551 0359 5 121 0367 7 550 0368 3 542 0369 2 1621 0378 6 676 0379 9 356 0389 7 5 0456 11 162 0457 7 51 0458 6 480 0459 7 17 0467 11 349 0468 5 284 0469 7 127 0478 7 791 0479 4 641 0489 8 241 0567 6 1017 0568 7 511 0569 7 170 0578 4 657 0579 5 1211 0589 3 45 0678 8 52 0679 8 226 0689 3 306 0789 7 81

 Number ND NDSLA 1234 4 257 1235 6 16 1236 4 159 1237 6 11 1238 3 523 1239 3 1143 1245 5 596 1246 6 1519 1247 7 261 1248 10 29 1249 5 416 1256 2 921 1257 3 1289 1258 6 786 1259 7 632 1267 5 712 1268 6 1007 1269 7 69 1278 10 167 1279 6 769 1289 7 1074 1345 5 503 1346 6 193 1347 5 197 1348 4 344 1349 7 12 1356 5 608 1357 5 555 1358 5 645 1359 8 173 1367 8 210 1368 2 1103 1369 5 277 1378 9 37 1379 7 316 1389 10 46 1456 4 1010 1457 7 1385 1458 6 42 1459 6 65 1467 10 437 1468 6 1045

 Number ND NDSLA 1469 9 475 1478 7 430 1479 10 87 1489 5 135 1567 9 88 1568 6 112 1569 7 209 1578 5 239 1579 12 233 1589 5 22 1678 9 345 1679 8 390 1689 10 57 1789 2 196 2345 8 612 2346 7 219 2347 6 303 2348 7 684 2349 12 160 2356 10 447 2357 8 634 2358 7 449 2359 12 166 2367 9 152 2368 7 642 2369 9 70 2378 6 32 2379 10 195 2389 7 286 2456 8 785 2457 4 373 2458 7 128 2459 9 71 2467 5 181 2468 5 1037 2469 5 556 2478 5 236 2479 9 86 2489 6 427 2567 7 208 2568 4 25 2569 7 202

 Number ND NDSLA 2578 10 24 2579 8 185 2589 6 215 2678 6 58 2679 8 533 2689 13 50 2789 3 590 3456 8 67 3457 7 258 3458 9 111 3459 1 330 3467 5 30 3468 6 482 3469 8 106 3478 9 18 3479 10 706 3489 5 84 3567 5 150 3568 2 1054 3569 6 659 3578 7 68 3579 7 638 3589 6 611 3678 5 558 3679 6 124 3689 3 420 3789 1 1584 4567 9 2 4568 8 492 4569 12 91 4578 6 62 4579 5 1033 4589 4 163 4678 6 151 4679 4 126 4689 7 97 4789 5 691 5678 5 139 5679 7 153 5689 5 305 5789 7 119 6789 4 650

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One-Repeated (Total 360)ND = Number of times Drawn, NDSLA = Number of Draws Since Last Appearance

 Number ND NDSLA 0012 2 562 0013 3 1190 0014 2 543 0015 7 538 0016 3 145 0017 2 705 0018 4 458 0019 6 285 0023 4 6 0024 3 1042 0025 3 205 0026 3 1696 0027 4 352 0028 3 293 0029 1 1715 0034 5 174 0035 3 635 0036 1 2493 0037 2 1847 0038 7 218 0039 1 714 0045 5 156 0046 3 47 0047 1 2155 0048 0 - 0049 2 348 0056 3 299 0057 5 478 0058 2 1775 0059 3 1051 0067 4 275 0068 1 815 0069 1 1452 0078 5 670 0079 2 82 0089 2 912 0112 4 1156 0113 4 198 0114 1 858 0115 4 227 0116 6 43 0117 1 428 0118 2 827 0119 7 93 0122 3 631 0133 3 1705 0144 4 369 0155 2 281 0166 5 446 0177 5 96 0188 6 998 0199 3 298 0223 4 952 0224 3 500 0225 5 1243 0226 6 251 0227 5 806 0228 0 - 0229 5 1104 0233 4 761 0244 1 716 0255 4 2231 0266 2 510 0277 4 216 0288 1 2634 0299 4 896 0334 2 609 0335 4 496 0336 4 527 0337 5 165 0338 5 122 0339 1 1971

 Number ND NDSLA 0344 3 1751 0355 3 759 0366 3 703 0377 0 - 0388 4 996 0399 4 187 0445 5 633 0446 6 102 0447 4 1301 0448 3 224 0449 2 418 0455 3 1393 0466 6 597 0477 5 131 0488 2 331 0499 1 2424 0556 3 493 0557 2 1140 0558 2 765 0559 3 1720 0566 4 237 0577 5 129 0588 3 408 0599 3 133 0667 2 2433 0668 5 379 0669 3 1473 0677 1 768 0688 0 - 0699 5 388 0778 2 1529 0779 3 451 0788 5 467 0799 3 247 0889 5 75 0899 2 191 1123 2 1554 1124 2 1944 1125 6 189 1126 4 455 1127 3 687 1128 3 967 1129 3 572 1134 2 1689 1135 4 114 1136 5 1573 1137 9 92 1138 2 2081 1139 3 910 1145 0 - 1146 4 164 1147 3 2316 1148 2 1005 1149 4 756 1156 1 1819 1157 2 317 1158 6 1218 1159 4 175 1167 8 882 1168 3 40 1169 4 1772 1178 1 1332 1179 4 1012 1189 1 2392 1223 4 1168 1224 1 2494 1225 1 2664 1226 2 33 1227 7 358 1228 4 3 1229 2 302 1233 2 1024

 Number ND NDSLA 1244 2 1099 1255 7 212 1266 6 586 1277 0 - 1288 3 380 1299 1 243 1334 4 1357 1335 7 513 1336 1 774 1337 2 1293 1338 5 14 1339 3 242 1344 4 1329 1355 2 186 1366 2 78 1377 7 168 1388 2 377 1399 1 2496 1445 7 72 1446 2 252 1447 6 1167 1448 5 1279 1449 6 89 1455 2 481 1466 3 7 1477 6 304 1488 5 117 1499 6 505 1556 4 264 1557 3 63 1558 2 192 1559 4 372 1566 3 636 1577 1 1658 1588 4 1092 1599 5 76 1667 5 249 1668 2 584 1669 2 515 1677 4 20 1688 4 10 1699 0 - 1778 4 489 1779 3 2054 1788 5 255 1799 3 721 1889 2 776 1899 4 27 2234 5 271 2235 2 565 2236 8 932 2237 1 962 2238 3 652 2239 3 291 2245 3 707 2246 8 83 2247 6 49 2248 4 256 2249 4 142 2256 3 1387 2257 3 1449 2258 4 115 2259 5 992 2267 5 339 2268 3 34 2269 8 276 2278 6 178 2279 2 28 2289 3 1231 2334 2 1850 2335 3 704 2336 2 1217

 Number ND NDSLA 2337 0 - 2338 1 1556 2339 3 180 2344 5 953 2355 6 1 2366 3 1059 2377 3 1072 2388 3 887 2399 2 1895 2445 7 113 2446 4 423 2447 1 577 2448 3 325 2449 1 1526 2455 4 722 2466 5 1188 2477 1 1137 2488 3 137 2499 5 232 2556 5 868 2557 5 403 2558 2 936 2559 6 246 2566 1 1222 2577 3 841 2588 2 1995 2599 2 214 2667 1 438 2668 2 450 2669 2 385 2677 5 134 2688 2 1113 2699 4 110 2778 1 1934 2779 1 661 2788 1 1821 2799 2 1254 2889 3 1016 2899 6 260 3345 3 343 3346 0 - 3347 3 199 3348 0 - 3349 3 569 3356 3 394 3357 8 326 3358 4 188 3359 3 803 3367 3 426 3368 5 613 3369 1 618 3378 1 2280 3379 3 649 3389 2 2241 3445 3 1767 3446 2 1899 3447 1 1354 3448 3 146 3449 6 161 3455 5 221 3466 3 928 3477 2 307 3488 4 328 3499 0 - 3556 4 324 3557 3 143 3558 5 240 3559 7 190 3566 4 461 3577 3 585 3588 4 927 3599 1 937

 Number ND NDSLA 3667 3 1806 3668 6 354 3669 4 694 3677 3 1380 3688 2 903 3699 3 392 3778 3 757 3779 4 581 3788 7 357 3799 4 1080 3889 4 250 3899 0 - 4456 6 393 4457 4 1403 4458 3 95 4459 9 36 4467 2 933 4468 6 223 4469 3 254 4478 1 999 4479 2 23 4489 4 1122 4556 2 90 4557 7 21 4558 3 1764 4559 6 436 4566 4 1221 4577 1 2610 4588 1 346 4599 2 491 4667 5 574 4668 3 2309 4669 5 15 4677 4 177 4688 5 140 4699 3 2256 4778 1 2445 4779 3 1184 4788 1 1744 4799 0 - 4889 1 1714 4899 2 2396 5567 4 1262 5568 3 443 5569 3 262 5578 6 350 5579 5 736 5589 4 1480 5667 3 1040 5668 3 13 5669 5 80 5677 1 666 5688 3 1091 5699 6 479 5778 2 948 5779 2 1313 5788 2 206 5799 4 77 5889 2 1065 5899 7 767 6678 2 1084 6679 2 267 6689 5 802 6778 2 854 6779 2 567 6788 3 978 6799 3 616 6889 8 103 6899 2 2051 7789 1 108 7889 4 44 7899 3 1390

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Dual-Doubles (Total 45)ND = Number of times Drawn, NDSLA = Number of Draws Since Last Appearance

 Number ND NDSLA 0011 0 - 0022 1 1368 0033 1 1236 0044 0 - 0055 1 2447 0066 2 1121 0077 2 172 0088 0 - 0099 3 1992

 Number ND NDSLA 1122 3 169 1133 4 287 1144 1 1200 1155 4 55 1166 1 2611 1177 1 1803 1188 1 2108 1199 1 2378 2233 1 2593

 Number ND NDSLA 2244 0 - 2255 1 35 2266 0 - 2277 2 462 2288 1 2448 2299 2 1001 3344 0 - 3355 3 1341 3366 1 2127

 Number ND NDSLA 3377 1 1838 3388 2 692 3399 2 362 4455 1 2644 4466 0 - 4477 0 - 4488 0 - 4499 3 924 5566 0 -

 Number ND NDSLA 5577 0 - 5588 3 1347 5599 0 - 6677 0 - 6688 2 1543 6699 2 669 7788 2 1566 7799 0 - 8899 1 2002

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

 Number ND NDSLA 0001 1 409 0002 0 - 0003 0 - 0004 3 74 0005 1 587 0006 3 746 0007 1 2552 0008 3 351 0009 3 1336 0111 0 - 0222 0 - 0333 1 1056 0444 2 19 0555 0 - 0666 0 - 0777 1 1517 0888 0 - 0999 1 2660

 Number ND NDSLA 1112 1 1500 1113 2 1766 1114 3 322 1115 1 1536 1116 1 2364 1117 1 2615 1118 2 1620 1119 0 - 1222 1 8 1333 0 - 1444 2 853 1555 2 1434 1666 1 2336 1777 1 2480 1888 1 148 1999 2 980 2223 0 - 2224 3 1512

 Number ND NDSLA 2225 0 - 2226 2 2567 2227 1 2663 2228 0 - 2229 1 454 2333 3 930 2444 1 2025 2555 1 1440 2666 0 - 2777 0 - 2888 0 - 2999 0 - 3334 1 1704 3335 1 686 3336 1 1979 3337 2 845 3338 0 - 3339 0 -

 Number ND NDSLA 3444 1 94 3555 2 1551 3666 0 - 3777 0 - 3888 1 2128 3999 0 - 4445 3 793 4446 0 - 4447 0 - 4448 3 60 4449 3 487 4555 2 522 4666 0 - 4777 1 2637 4888 3 41 4999 2 4 5556 2 1266 5557 2 2337

 Number ND NDSLA 5558 0 - 5559 1 525 5666 1 109 5777 0 - 5888 1 1424 5999 2 1089 6667 3 1750 6668 2 384 6669 2 225 6777 0 - 6888 1 61 6999 3 1881 7778 0 - 7779 2 155 7888 2 211 7999 2 1307 8889 0 - 8999 1 653

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

 Number ND NDSLA 0000 0 - 1111 1 970 2222 2 466 3333 2 766 4444 0 - 5555 0 - 6666 1 1545 7777 0 - 8888 0 - 9999 1 1690

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