diff --git a/.gitattributes b/.gitattributes index 431461b25a29b3f144a535519b9f2ba121f06b2a..25bad0e696003634ba312f6a790b47e5f6221608 100644 --- a/.gitattributes +++ b/.gitattributes @@ -262,3 +262,4 @@ paint_house_iv/haskell_tests/Main.hs filter=lfs diff=lfs merge=lfs -text paint_house_iv/meta.json filter=lfs diff=lfs merge=lfs -text partition_array_according_to_given_pivot/meta.json filter=lfs diff=lfs merge=lfs -text partition_array_such_that_maximum_difference_is_k/meta.json filter=lfs diff=lfs merge=lfs -text +paths_in_matrix_whose_sum_is_divisible_by_k/meta.json filter=lfs diff=lfs merge=lfs -text diff --git a/pass_the_pillow/scala_tests/MySuite.scala b/pass_the_pillow/scala_tests/MySuite.scala new file mode 100644 index 0000000000000000000000000000000000000000..479a346c73a52619e9c6fa0f960f24a8fb137bd9 --- /dev/null +++ b/pass_the_pillow/scala_tests/MySuite.scala @@ -0,0 +1,44 @@ + +class MySuite extends munit.FunSuite { + + test("test1") { + assertEquals(Main.passThePillow(4,5), 2) + } + + test("test2") { + assertEquals(Main.passThePillow(3,2), 3) + } + + test("test3") { + assertEquals(Main.passThePillow(724,598), 599) + } + + test("test4") { + assertEquals(Main.passThePillow(977,319), 320) + } + + test("test5") { + assertEquals(Main.passThePillow(638,481), 482) + } + + test("test6") { + assertEquals(Main.passThePillow(436,189), 190) + } + + test("test7") { + assertEquals(Main.passThePillow(31,202), 23) + } + + test("test8") { + assertEquals(Main.passThePillow(603,872), 333) + } + + test("test9") { + assertEquals(Main.passThePillow(952,39), 40) + } + + test("test10") { + assertEquals(Main.passThePillow(440,944), 67) + } + +} diff --git a/paths_in_matrix_whose_sum_is_divisible_by_k/.DS_Store b/paths_in_matrix_whose_sum_is_divisible_by_k/.DS_Store new file mode 100644 index 0000000000000000000000000000000000000000..14437c9e33fa207396a0cbca5c3852a5a500be8a Binary files /dev/null and b/paths_in_matrix_whose_sum_is_divisible_by_k/.DS_Store differ diff --git a/paths_in_matrix_whose_sum_is_divisible_by_k/haskell_tests/Main.hs b/paths_in_matrix_whose_sum_is_divisible_by_k/haskell_tests/Main.hs new file mode 100644 index 0000000000000000000000000000000000000000..0c0662e2550c800f5aac680fb2f71eb57815092c --- /dev/null +++ b/paths_in_matrix_whose_sum_is_divisible_by_k/haskell_tests/Main.hs @@ -0,0 +1,27 @@ + +module Main where +import Test.HUnit + +--Program start + +--Program end + +-- Test cases + +test1 :: Test +test1 = TestCase (assertEqual "for (numberOfPaths [[5,2,4],[3,0,5],[0,7,2]] 3)," 2 (numberOfPaths [[5,2,4],[3,0,5],[0,7,2]] 3)) + +test2 :: Test +test2 = TestCase (assertEqual "for (numberOfPaths [[0,0]] 5)," 1 (numberOfPaths [[0,0]] 5)) + +test3 :: Test +test3 = TestCase (assertEqual "for (numberOfPaths [[7,3,4,9],[2,3,6,2],[2,3,7,0]] 1)," 10 (numberOfPaths [[7,3,4,9],[2,3,6,2],[2,3,7,0]] 1)) + + +-- Grouping test cases +tests :: Test +tests = TestList [TestLabel "Test1" test1, TestLabel "Test2" test2] + +-- Running the tests +main :: IO Counts +main = runTestTT tests diff --git a/paths_in_matrix_whose_sum_is_divisible_by_k/java_tests/Main.java b/paths_in_matrix_whose_sum_is_divisible_by_k/java_tests/Main.java new file mode 100644 index 0000000000000000000000000000000000000000..6c7f281974d837a4a3f57c5ec0aa67dc1af68655 --- /dev/null +++ b/paths_in_matrix_whose_sum_is_divisible_by_k/java_tests/Main.java @@ -0,0 +1,25 @@ + +import static org.junit.jupiter.api.Assertions.*; +import org.junit.jupiter.api.Test; +import java.util.List; +import java.util.Arrays; +import java.util.ArrayList; +public class Main { + //Program start + + //Program end + + @Test +public void test1() { + assertEquals(2, numberOfPaths(new ArrayList<>(Arrays.asList(new ArrayList<>(Arrays.asList(5,2,4)),new ArrayList<>(Arrays.asList(3,0,5)),new ArrayList<>(Arrays.asList(0,7,2)))), 3)); +} +@Test +public void test2() { + assertEquals(1, numberOfPaths(new ArrayList<>(Arrays.asList(new ArrayList<>(Arrays.asList(0,0)))), 5)); +} +@Test +public void test3() { + assertEquals(10, numberOfPaths(new ArrayList<>(Arrays.asList(new ArrayList<>(Arrays.asList(7,3,4,9)),new ArrayList<>(Arrays.asList(2,3,6,2)),new ArrayList<>(Arrays.asList(2,3,7,0)))), 1)); +} + +} diff --git a/paths_in_matrix_whose_sum_is_divisible_by_k/meta.json b/paths_in_matrix_whose_sum_is_divisible_by_k/meta.json new file mode 100644 index 0000000000000000000000000000000000000000..27c992d6053cadbb239c82f2e488395c87002c01 --- /dev/null +++ b/paths_in_matrix_whose_sum_is_divisible_by_k/meta.json @@ -0,0 +1,3 @@ +version https://git-lfs.github.com/spec/v1 +oid sha256:a06c6ff4277dc75adbf6389cc3f00b7311c09a27a127ea290866ed66f51d9c51 +size 14231813 diff --git a/paths_in_matrix_whose_sum_is_divisible_by_k/ocaml_tests/main.ml b/paths_in_matrix_whose_sum_is_divisible_by_k/ocaml_tests/main.ml new file mode 100644 index 0000000000000000000000000000000000000000..9330de3564dbedbecdacd55b85c9923ea5f7b881 --- /dev/null +++ b/paths_in_matrix_whose_sum_is_divisible_by_k/ocaml_tests/main.ml @@ -0,0 +1,29 @@ + +module Main = struct + open OUnit2 + + (* Program start *) + + (* Program end *) + + (* Test cases *) + +let test1 _ = assert_equal 2 (numberOfPaths [[5;2;4];[3;0;5];[0;7;2]] 3) + +let test2 _ = assert_equal 1 (numberOfPaths [[0;0]] 5) + +let test3 _ = assert_equal 10 (numberOfPaths [[7;3;4;9];[2;3;6;2];[2;3;7;0]] 1) + + + (* Grouping test cases *) + let suite = "Test Suite for numberOfPaths" >::: [ + + "test1" >:: test1; + "test2" >:: test2; + "test3" >:: test3; + ] + + + (* Running the tests *) + let () = run_test_tt_main suite +end diff --git a/paths_in_matrix_whose_sum_is_divisible_by_k/scala_tests/MySuite.scala b/paths_in_matrix_whose_sum_is_divisible_by_k/scala_tests/MySuite.scala new file mode 100644 index 0000000000000000000000000000000000000000..82d1cab6e1ca15b5ea82e81f1f4216b7287a2ffd --- /dev/null +++ b/paths_in_matrix_whose_sum_is_divisible_by_k/scala_tests/MySuite.scala @@ -0,0 +1,16 @@ + +class MySuite extends munit.FunSuite { + + test("test1") { + assertEquals(Main.numberOfPaths(List(List(5,2,4),List(3,0,5),List(0,7,2)),3), 2) + } + + test("test2") { + assertEquals(Main.numberOfPaths(List(List(0,0)),5), 1) + } + + test("test3") { + assertEquals(Main.numberOfPaths(List(List(7,3,4,9),List(2,3,6,2),List(2,3,7,0)),1), 10) + } + +} diff --git a/peaks_in_array/haskell_tests/Main.hs b/peaks_in_array/haskell_tests/Main.hs new file mode 100644 index 0000000000000000000000000000000000000000..d6893b75540a9bfe613417b1efabfb8b42a694d4 --- /dev/null +++ b/peaks_in_array/haskell_tests/Main.hs @@ -0,0 +1,27 @@ + +module Main where +import Test.HUnit + +--Program start + +--Program end + +-- Test cases + +test1 :: Test +test1 = TestCase (assertEqual "for (countOfPeaks [3,1,4,2,5] [[2,3,4],[1,0,4]])," [0] (countOfPeaks [3,1,4,2,5] [[2,3,4],[1,0,4]])) + +test2 :: Test +test2 = TestCase (assertEqual "for (countOfPeaks [4,1,4,2,1,5] [[2,2,4],[1,0,2],[1,0,4]])," [0,1] (countOfPeaks [4,1,4,2,1,5] [[2,2,4],[1,0,2],[1,0,4]])) + +test3 :: Test +test3 = TestCase (assertEqual "for (countOfPeaks [99851, 18473, 48765, 50486, 93822, 20760, 75284, 20723, 18902, 55812, 26005, 93120, 17280, 82000, 26535, 37228, 74499, 18410, 27403, 82982, 62535, 63225, 66046, 50257, 6617, 35642, 28465, 61466, 41789, 68269, 9228, 36030, 51830, 42874, 14919, 49752, 32315, 55851, 38173, 29552, 93965, 80943, 30393, 28498, 22357, 45635, 36172, 92030, 55332, 89900, 60290, 43997, 1872, 56370, 38444, 40929, 18164, 69122, 50484, 37353, 49146, 60749, 63998, 71976, 64813, 78898, 73824, 69442, 18245, 86884, 41482, 61340, 80711, 61935, 9287, 16458, 20930, 94792, 44836, 98198, 54531, 90828, 87971, 18355, 26757, 96092, 46219, 10011, 23680, 58149, 78500, 55078, 60458, 83487, 73814, 24736, 6722, 82170, 787, 30746, 46752, 95255, 98190, 45342, 82455, 92614, 77885, 64617, 13022, 68177, 74782, 54901, 8124, 68628, 63364, 35782, 27100, 76954, 50823, 6593, 69468, 15013, 916, 16186, 51227, 96925, 44921, 59515, 86781, 21609, 54689, 18175, 39156, 224, 56008, 61983, 73771, 48111, 10027, 37783, 66187, 59604, 26507, 47268, 23044, 3867, 61390, 30530, 38192, 63910, 26518, 87226, 3469, 56505, 63232, 6775, 32054, 15635, 33017, 30882, 54280, 1395, 66089, 27430, 96680, 5390, 80251, 18064, 5876, 93486, 95944, 11828, 37527, 91913, 44447, 25105, 44697, 20805, 4575, 44962, 61719, 47791, 63299, 73395, 33552, 9053, 44005, 8626, 79434, 28122, 70467, 25254, 37216, 78880, 8864, 14872, 64102, 98253, 12716, 31870, 81913, 59029, 71504, 36873, 30792, 35973, 30710, 89026, 97191, 9961, 41827, 96531, 61735, 33413, 88871, 74156, 12763, 35326, 70139, 19512, 21658, 32085, 79083, 28351, 24182, 33599, 23688, 70127, 91507, 89439, 88962, 21230, 67038, 35441, 32145, 26659, 93360, 46159, 59257, 85954, 34834, 20889, 72147, 44504, 61580, 36978, 40357, 23270, 7322, 19877, 95932, 17675, 60402, 50706, 25832, 74695, 65712, 37529, 25486, 13965, 10379, 98091, 38447, 49897, 66295, 39415, 5952, 19212, 22552, 9261, 48925, 44804, 53830, 9265, 33795, 3933, 27815, 86651, 28640, 61628, 12087, 62401, 82982, 97274, 54415, 13193, 16, 15974, 25187, 93742, 900, 45069, 56215, 98075, 80060, 46398, 42440, 16475, 91228, 70580, 23271, 44964, 94344, 7669, 13188, 81804, 86125, 58556, 51681, 2329, 13069, 33477, 50225, 97130, 29911, 87872, 25511, 74866, 51646, 15614, 51063, 86469, 44562, 28671, 2157, 83738, 44639, 3872, 12711, 81985, 12522, 13143, 27109, 13339, 44236, 79543, 90111, 32769, 93596, 43824, 85872, 97862, 33648, 38317, 27860, 71501, 60775, 8868, 46786, 9269, 66422, 7010, 49942, 44968, 19816, 33916, 98845, 79108, 23670, 38487, 94850, 34015, 19462, 37453, 79136, 25260, 24722, 79712, 50197, 16613, 13517, 84514, 48050, 35344, 24646, 13758, 25127, 98212, 98066, 69520, 80285, 85394, 91640, 57702, 53558, 96023, 5262, 79224, 8513, 99075, 66876, 69432, 39375, 23192, 29402, 59739, 32840, 72068, 85403, 43065, 57104, 60056, 64519, 27665, 30704, 64469, 26104, 91172, 3119, 25733, 66495, 77385, 8445, 25831, 14327, 6122, 41957, 67229, 73097, 31726, 18731, 31634, 26766, 60860, 86913, 29786, 93715, 93278, 82439, 15518, 98428, 59551, 51849, 75664, 40022, 93174, 35506, 6340, 22125, 23848, 81783, 94191, 71950, 78481, 40545, 53536, 83751, 65277, 14401, 21023, 88246, 30316, 18985, 90969, 89336, 13960, 60445, 55225, 39127, 47448, 93231, 4897, 48095, 49564, 53297, 62095, 99227, 34818, 87746, 57558, 92570, 49498, 71042, 49187, 71804, 42426, 29926, 3246, 5972, 11262, 57914, 54212, 383, 49215, 96385, 20756, 86632, 17924, 71867, 65359, 52241, 42914, 21781, 63274, 33239, 51374, 61647, 74553, 66352, 24702, 76358, 69337, 778, 41453, 81606, 10021, 87040, 75755, 33697, 31996, 72915, 98208, 26267, 39543, 12725, 72631, 32389, 25372, 98783, 75377, 7220, 3735, 25975, 57628, 40522, 92553, 37896, 28925, 51693, 34523, 37448, 10039, 44181, 48246, 87405, 18833, 89555, 13842, 32825, 53873, 95551, 68210, 40360, 74924, 45115, 18624, 63674, 45813, 47347, 53721, 6156, 28921, 50407, 31284, 1806, 69988, 9137, 73168, 61668, 4561, 71702, 54278, 23571, 17001, 72814, 72091, 10084, 27599, 32608, 50954, 32410, 72200, 84654, 2737, 77234, 52753, 50518, 48335, 86016, 70432, 34070, 12657, 67952, 86017, 5773, 96121, 19943, 33710, 3268, 69744, 66732, 50506, 1176, 53240, 8754, 63667, 75926, 57549, 40439, 82363, 8618, 25105, 15745, 47783, 77642, 31322, 64532, 32866, 46221, 96439, 25485, 34863, 99271, 42611, 90399, 77341, 73413, 86532, 1809, 27904, 36690, 90664, 59307, 50712, 25814, 53975, 81574, 75302, 5915, 45034, 32045, 44538, 1019, 15591, 87882, 56663, 59780, 23715, 25406, 84105, 7815, 80087, 6563, 3185, 32665, 28849, 93310, 44761, 91712, 17043, 2946, 31143, 20506, 30856, 40717, 28545, 31602, 78924, 62750, 80701, 54818, 23477, 74359, 7215, 56830, 34910, 61585, 258, 6803, 22656, 66594, 32284, 23846, 27010, 70573, 27495, 84261, 23786, 94720, 13786, 82325, 34024, 79853, 62541, 60952, 97016, 86734, 76681, 21079, 44716, 90011, 40585, 43492, 24413, 56393, 45634, 33645, 24220, 66018, 57595, 2377, 79396, 1796, 89752, 40452, 88828, 85330, 86547, 66346, 19053, 57829, 29725, 96328, 8477, 51124, 7094, 33986, 41444, 33766, 42190, 86962, 45444, 89552, 85286, 37541, 96447, 9241, 26227, 87026, 11963, 53437, 26018, 24412, 95857, 32794, 29610, 44127, 80536, 54889, 7243, 35208, 46782, 91189, 99880, 65786, 44473, 73588, 51470, 88880, 46011, 70145, 39738, 65438, 98499, 45037, 10217, 1594, 51273, 2261, 78108, 44161, 62861, 68062, 57540, 62017, 75554, 27508, 76000, 72592, 77879, 44319, 51207, 79272, 9687, 25480, 42706, 53815, 1686, 19876, 28900, 87884, 6736, 48199, 62489, 58810, 17463, 1694, 77530, 27046, 98814, 46690, 211, 18449, 78513, 16791, 85923, 4397, 58131, 77063, 83693, 48642, 61664, 20631, 653, 29791, 71588, 8297, 98057, 99014, 81559, 31409, 90852, 78260, 58186, 81223, 97230, 27697, 22631, 32988, 26355, 93850, 56492, 39745, 21311, 80175, 7089, 95476, 81061, 13654, 96418, 19131, 4019, 3055, 68597, 79872, 75688, 1663, 5931, 75747, 63068, 77621, 46276, 95874, 7990, 55224, 91514, 23707, 37179, 69191, 59882, 60482, 63550, 58936, 29539, 68146, 62135, 39534, 58517, 79650, 4288, 37329, 4108, 20, 27567, 69416, 32920, 68454, 67966, 65843, 69533, 84552, 17990, 50213, 10173, 37243, 88451, 39634, 96370, 34676, 43094, 9319, 51166, 59940, 28894, 34736, 83542, 67430, 32072, 6206, 69418, 82393, 4155, 51771, 40927, 90492, 3605, 20877, 42443, 41718, 11369, 4634, 54736, 79549, 50903, 75201, 4017, 97876, 87734, 15789, 61531, 46319, 98715, 2661, 64809, 11103, 55812, 11359, 61964, 53151, 43635, 96897, 21847, 14577, 57247, 37623, 67829, 94598, 83375, 49463, 81198, 10001, 13544, 81450, 47209, 51792, 73692, 10732, 27712, 54669, 88175, 51028, 95880, 41155, 10673, 88153, 2873, 4345, 41993, 73311, 27603, 20813, 61736, 94362, 48812, 19334, 21010, 57693, 17594, 6029, 79257, 45611, 83531, 52669, 5921, 53341, 40291, 82239, 57011, 82244, 13649, 73881, 46073, 63622, 88426, 97812, 42135, 81084, 21435, 56121, 52888, 32124, 71401, 17847, 2471, 40397, 31096, 98484, 91822, 62764, 10991, 87267, 66431, 71785, 81100, 22864, 28635, 76431, 43549, 6263, 73999, 86507, 32747, 20690, 54872, 19342, 14003, 92875, 75165, 8529, 98277, 44177, 75981, 90081, 74869, 66339, 75783, 81756, 66893, 52736, 75436, 10253, 54779, 17264, 89156, 97648, 93516, 14590, 35034, 55792, 39658, 68410, 84231, 6360, 51374, 77150, 41545, 4653, 23924, 28284, 54355, 8994, 3649, 35798, 86768, 25275, 68283, 71402, 29722, 85293, 3519, 6421, 69998, 20530, 73697, 76551, 6657, 90471, 37991, 37272, 71751, 43515, 10885, 50423, 89113, 8900, 86868, 63985, 84954, 17945, 34779, 23315, 59619, 93148, 80076, 89002, 94432, 62569, 35791, 89782, 41327, 8886, 53989, 23275, 71661, 6098, 4333, 69028, 78427, 25887, 83522, 13908, 32519, 74993, 61407, 53182, 70646, 90089, 79527, 55677, 69801, 52356, 53122, 25663, 17052, 95201, 6617, 50240, 30252, 29497, 13286, 73039, 78433, 70493, 69200, 52022, 98397, 87220, 13323, 99162, 76550, 38168, 15219, 52189, 11359, 23467, 78133, 64622, 42809, 69287, 78848, 20830, 10727, 64332, 45069, 61119, 97935, 23858, 98886, 74216, 72223, 95057, 64115, 92875, 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java.util.List; +import java.util.Arrays; +import java.util.ArrayList; +public class Main { + //Program start + + //Program end + + @Test +public void test1() { + assertEquals(new ArrayList<>(Arrays.asList(0)), countOfPeaks(new ArrayList<>(Arrays.asList(3,1,4,2,5)), new ArrayList<>(Arrays.asList(new ArrayList<>(Arrays.asList(2,3,4)),new ArrayList<>(Arrays.asList(1,0,4)))))); +} +@Test +public void test2() { + assertEquals(new ArrayList<>(Arrays.asList(0,1)), countOfPeaks(new ArrayList<>(Arrays.asList(4,1,4,2,1,5)), new ArrayList<>(Arrays.asList(new ArrayList<>(Arrays.asList(2,2,4)),new ArrayList<>(Arrays.asList(1,0,2)),new ArrayList<>(Arrays.asList(1,0,4)))))); +} + +} diff --git a/peaks_in_array/meta.json b/peaks_in_array/meta.json new file mode 100644 index 0000000000000000000000000000000000000000..a6da7dc2ad1187b753a43b06fb3551c67b916689 --- /dev/null +++ b/peaks_in_array/meta.json @@ -0,0 +1,224743 @@ +{ + "id": 3438, + "name": "peaks_in_array", + "difficulty": "Hard", + "link": "https://leetcode.com/problems/peaks-in-array/", + "date": "2024-06-09 00:00:00", + "task_description": "A **peak** in an array `arr` is an element that is **greater** than its previous and next element in `arr`. You are given an integer array `nums` and a 2D integer array `queries`. You have to process queries of two types: `queries[i] = [1, li, ri]`, determine the count of **peak** elements in the subarray `nums[li..ri]`. `queries[i] = [2, indexi, vali]`, change `nums[indexi]` to `vali`. Return an array `answer` containing the results of the queries of the first type in order. **Notes:** The **first** and the **last** element of an array or a subarray **cannot** be a peak. **Example 1:** **Input:** nums = [3,1,4,2,5], queries = [[2,3,4],[1,0,4]] **Output:** [0] **Explanation:** First query: We change `nums[3]` to 4 and `nums` becomes `[3,1,4,4,5]`. Second query: The number of peaks in the `[3,1,4,4,5]` is 0. **Example 2:** **Input:** nums = [4,1,4,2,1,5], queries = [[2,2,4],[1,0,2],[1,0,4]] **Output:** [0,1] **Explanation:** First query: `nums[2]` should become 4, but it is already set to 4. Second query: The number of peaks in the `[4,1,4]` is 0. Third query: The second 4 is a peak in the `[4,1,4,2,1]`. **Constraints:** `3 <= nums.length <= 105` `1 <= nums[i] <= 105` `1 <= queries.length <= 105` `queries[i][0] == 1` or `queries[i][0] == 2` For all `i` that: `queries[i][0] == 1`: `0 <= queries[i][1] <= queries[i][2] <= nums.length - 1` `queries[i][0] == 2`: `0 <= queries[i][1] <= nums.length - 1`, `1 <= queries[i][2] <= 105`", + "public_test_cases": [ + { + "label": "Example 1", + "input": "nums = [3,1,4,2,5], queries = [[2,3,4],[1,0,4]]", + "output": "[0] " + }, + { + "label": "Example 2", + "input": "nums = [4,1,4,2,1,5], queries = [[2,2,4],[1,0,2],[1,0,4]]", + "output": "[0,1] " + } + ], + "private_test_cases": [ + { + "input": [ + [ + 99851, + 18473, + 48765, + 50486, + 93822, + 20760, + 75284, + 20723, + 18902, + 55812, + 26005, + 93120, + 17280, + 82000, + 26535, + 37228, + 74499, + 18410, + 27403, + 82982, + 62535, + 63225, + 66046, + 50257, + 6617, + 35642, + 28465, + 61466, + 41789, + 68269, + 9228, + 36030, + 51830, + 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int list = ", + "scala_template": "def countOfPeaks(nums: List[Int],queries: List[List[Int]]): List[Int] = { \n \n}", + "java_template": "class Solution {\n public List countOfPeaks(int[] nums, int[][] queries) {\n \n }\n}", + "python_template": "class Solution(object):\n def countOfPeaks(self, nums, queries):\n \"\"\"\n :type nums: List[int]\n :type queries: List[List[int]]\n :rtype: List[int]\n \"\"\"\n " +} \ No newline at end of file diff --git a/peaks_in_array/ocaml_tests/main.ml b/peaks_in_array/ocaml_tests/main.ml new file mode 100644 index 0000000000000000000000000000000000000000..fcb1f608c3ce624b0601c6ec83fa3a9ea5011b28 --- /dev/null +++ b/peaks_in_array/ocaml_tests/main.ml @@ -0,0 +1,29 @@ + +module Main = struct + open OUnit2 + + (* Program start *) + + (* Program end *) + + (* Test cases *) + +let test1 _ = assert_equal [0] (countOfPeaks [3;1;4;2;5] [[2;3;4];[1;0;4]]) + +let test2 _ = assert_equal [0;1] (countOfPeaks [4;1;4;2;1;5] [[2;2;4];[1;0;2];[1;0;4]]) + +let test3 _ = assert_equal 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14621; 35129]; [2; 62620; 82330]; [2; 68353; 64562]; [1; 22905; 75604]; [2; 78130; 73078]; [2; 83212; 86867]; [2; 8155; 58797]; [2; 49942; 24201]; [1; 69225; 82518]; [1; 24342; 50370]; [2; 31729; 32919]; [2; 50047; 63456]; [2; 82622; 60658]; [1; 62324; 83488]; [2; 86887; 48483]; [2; 82278; 71742]; [1; 30009; 92209]; [2; 92796; 93618]; [2; 75426; 97481]; [1; 91543; 92729]; [1; 14205; 91539]; [2; 63404; 87685]; [1; 84146; 86881]; [2; 88939; 67675]]) + + + (* Grouping test cases *) + let suite = "Test Suite for countOfPeaks" >::: [ + + "test1" >:: test1; + "test2" >:: test2; + "test3" >:: test3; + ] + + + (* Running the tests *) + let () = run_test_tt_main suite +end diff --git a/peaks_in_array/scala_tests/MySuite.scala b/peaks_in_array/scala_tests/MySuite.scala new file mode 100644 index 0000000000000000000000000000000000000000..c1e1436297c77011ffbacc3dfb32d9028e8cdc37 --- /dev/null +++ b/peaks_in_array/scala_tests/MySuite.scala @@ -0,0 +1,16 @@ + +class MySuite extends munit.FunSuite { + + test("test1") { + assertEquals(Main.countOfPeaks(List(3,1,4,2,5),List(List(2,3,4),List(1,0,4))), List(0)) + } + + test("test2") { + assertEquals(Main.countOfPeaks(List(4,1,4,2,1,5),List(List(2,2,4),List(1,0,2),List(1,0,4))), List(0,1)) + } + + test("test3") { + assertEquals(Main.countOfPeaks(List(99851, 18473, 48765, 50486, 93822, 20760, 75284, 20723, 18902, 55812, 26005, 93120, 17280, 82000, 26535, 37228, 74499, 18410, 27403, 82982, 62535, 63225, 66046, 50257, 6617, 35642, 28465, 61466, 41789, 68269, 9228, 36030, 51830, 42874, 14919, 49752, 32315, 55851, 38173, 29552, 93965, 80943, 30393, 28498, 22357, 45635, 36172, 92030, 55332, 89900, 60290, 43997, 1872, 56370, 38444, 40929, 18164, 69122, 50484, 37353, 49146, 60749, 63998, 71976, 64813, 78898, 73824, 69442, 18245, 86884, 41482, 61340, 80711, 61935, 9287, 16458, 20930, 94792, 44836, 98198, 54531, 90828, 87971, 18355, 26757, 96092, 46219, 10011, 23680, 58149, 78500, 55078, 60458, 83487, 73814, 24736, 6722, 82170, 787, 30746, 46752, 95255, 98190, 45342, 82455, 92614, 77885, 64617, 13022, 68177, 74782, 54901, 8124, 68628, 63364, 35782, 27100, 76954, 50823, 6593, 69468, 15013, 916, 16186, 51227, 96925, 44921, 59515, 86781, 21609, 54689, 18175, 39156, 224, 56008, 61983, 73771, 48111, 10027, 37783, 66187, 59604, 26507, 47268, 23044, 3867, 61390, 30530, 38192, 63910, 26518, 87226, 3469, 56505, 63232, 6775, 32054, 15635, 33017, 30882, 54280, 1395, 66089, 27430, 96680, 5390, 80251, 18064, 5876, 93486, 95944, 11828, 37527, 91913, 44447, 25105, 44697, 20805, 4575, 44962, 61719, 47791, 63299, 73395, 33552, 9053, 44005, 8626, 79434, 28122, 70467, 25254, 37216, 78880, 8864, 14872, 64102, 98253, 12716, 31870, 81913, 59029, 71504, 36873, 30792, 35973, 30710, 89026, 97191, 9961, 41827, 96531, 61735, 33413, 88871, 74156, 12763, 35326, 70139, 19512, 21658, 32085, 79083, 28351, 24182, 33599, 23688, 70127, 91507, 89439, 88962, 21230, 67038, 35441, 32145, 26659, 93360, 46159, 59257, 85954, 34834, 20889, 72147, 44504, 61580, 36978, 40357, 23270, 7322, 19877, 95932, 17675, 60402, 50706, 25832, 74695, 65712, 37529, 25486, 13965, 10379, 98091, 38447, 49897, 66295, 39415, 5952, 19212, 22552, 9261, 48925, 44804, 53830, 9265, 33795, 3933, 27815, 86651, 28640, 61628, 12087, 62401, 82982, 97274, 54415, 13193, 16, 15974, 25187, 93742, 900, 45069, 56215, 98075, 80060, 46398, 42440, 16475, 91228, 70580, 23271, 44964, 94344, 7669, 13188, 81804, 86125, 58556, 51681, 2329, 13069, 33477, 50225, 97130, 29911, 87872, 25511, 74866, 51646, 15614, 51063, 86469, 44562, 28671, 2157, 83738, 44639, 3872, 12711, 81985, 12522, 13143, 27109, 13339, 44236, 79543, 90111, 32769, 93596, 43824, 85872, 97862, 33648, 38317, 27860, 71501, 60775, 8868, 46786, 9269, 66422, 7010, 49942, 44968, 19816, 33916, 98845, 79108, 23670, 38487, 94850, 34015, 19462, 37453, 79136, 25260, 24722, 79712, 50197, 16613, 13517, 84514, 48050, 35344, 24646, 13758, 25127, 98212, 98066, 69520, 80285, 85394, 91640, 57702, 53558, 96023, 5262, 79224, 8513, 99075, 66876, 69432, 39375, 23192, 29402, 59739, 32840, 72068, 85403, 43065, 57104, 60056, 64519, 27665, 30704, 64469, 26104, 91172, 3119, 25733, 66495, 77385, 8445, 25831, 14327, 6122, 41957, 67229, 73097, 31726, 18731, 31634, 26766, 60860, 86913, 29786, 93715, 93278, 82439, 15518, 98428, 59551, 51849, 75664, 40022, 93174, 35506, 6340, 22125, 23848, 81783, 94191, 71950, 78481, 40545, 53536, 83751, 65277, 14401, 21023, 88246, 30316, 18985, 90969, 89336, 13960, 60445, 55225, 39127, 47448, 93231, 4897, 48095, 49564, 53297, 62095, 99227, 34818, 87746, 57558, 92570, 49498, 71042, 49187, 71804, 42426, 29926, 3246, 5972, 11262, 57914, 54212, 383, 49215, 96385, 20756, 86632, 17924, 71867, 65359, 52241, 42914, 21781, 63274, 33239, 51374, 61647, 74553, 66352, 24702, 76358, 69337, 778, 41453, 81606, 10021, 87040, 75755, 33697, 31996, 72915, 98208, 26267, 39543, 12725, 72631, 32389, 25372, 98783, 75377, 7220, 3735, 25975, 57628, 40522, 92553, 37896, 28925, 51693, 34523, 37448, 10039, 44181, 48246, 87405, 18833, 89555, 13842, 32825, 53873, 95551, 68210, 40360, 74924, 45115, 18624, 63674, 45813, 47347, 53721, 6156, 28921, 50407, 31284, 1806, 69988, 9137, 73168, 61668, 4561, 71702, 54278, 23571, 17001, 72814, 72091, 10084, 27599, 32608, 50954, 32410, 72200, 84654, 2737, 77234, 52753, 50518, 48335, 86016, 70432, 34070, 12657, 67952, 86017, 5773, 96121, 19943, 33710, 3268, 69744, 66732, 50506, 1176, 53240, 8754, 63667, 75926, 57549, 40439, 82363, 8618, 25105, 15745, 47783, 77642, 31322, 64532, 32866, 46221, 96439, 25485, 34863, 99271, 42611, 90399, 77341, 73413, 86532, 1809, 27904, 36690, 90664, 59307, 50712, 25814, 53975, 81574, 75302, 5915, 45034, 32045, 44538, 1019, 15591, 87882, 56663, 59780, 23715, 25406, 84105, 7815, 80087, 6563, 3185, 32665, 28849, 93310, 44761, 91712, 17043, 2946, 31143, 20506, 30856, 40717, 28545, 31602, 78924, 62750, 80701, 54818, 23477, 74359, 7215, 56830, 34910, 61585, 258, 6803, 22656, 66594, 32284, 23846, 27010, 70573, 27495, 84261, 23786, 94720, 13786, 82325, 34024, 79853, 62541, 60952, 97016, 86734, 76681, 21079, 44716, 90011, 40585, 43492, 24413, 56393, 45634, 33645, 24220, 66018, 57595, 2377, 79396, 1796, 89752, 40452, 88828, 85330, 86547, 66346, 19053, 57829, 29725, 96328, 8477, 51124, 7094, 33986, 41444, 33766, 42190, 86962, 45444, 89552, 85286, 37541, 96447, 9241, 26227, 87026, 11963, 53437, 26018, 24412, 95857, 32794, 29610, 44127, 80536, 54889, 7243, 35208, 46782, 91189, 99880, 65786, 44473, 73588, 51470, 88880, 46011, 70145, 39738, 65438, 98499, 45037, 10217, 1594, 51273, 2261, 78108, 44161, 62861, 68062, 57540, 62017, 75554, 27508, 76000, 72592, 77879, 44319, 51207, 79272, 9687, 25480, 42706, 53815, 1686, 19876, 28900, 87884, 6736, 48199, 62489, 58810, 17463, 1694, 77530, 27046, 98814, 46690, 211, 18449, 78513, 16791, 85923, 4397, 58131, 77063, 83693, 48642, 61664, 20631, 653, 29791, 71588, 8297, 98057, 99014, 81559, 31409, 90852, 78260, 58186, 81223, 97230, 27697, 22631, 32988, 26355, 93850, 56492, 39745, 21311, 80175, 7089, 95476, 81061, 13654, 96418, 19131, 4019, 3055, 68597, 79872, 75688, 1663, 5931, 75747, 63068, 77621, 46276, 95874, 7990, 55224, 91514, 23707, 37179, 69191, 59882, 60482, 63550, 58936, 29539, 68146, 62135, 39534, 58517, 79650, 4288, 37329, 4108, 20, 27567, 69416, 32920, 68454, 67966, 65843, 69533, 84552, 17990, 50213, 10173, 37243, 88451, 39634, 96370, 34676, 43094, 9319, 51166, 59940, 28894, 34736, 83542, 67430, 32072, 6206, 69418, 82393, 4155, 51771, 40927, 90492, 3605, 20877, 42443, 41718, 11369, 4634, 54736, 79549, 50903, 75201, 4017, 97876, 87734, 15789, 61531, 46319, 98715, 2661, 64809, 11103, 55812, 11359, 61964, 53151, 43635, 96897, 21847, 14577, 57247, 37623, 67829, 94598, 83375, 49463, 81198, 10001, 13544, 81450, 47209, 51792, 73692, 10732, 27712, 54669, 88175, 51028, 95880, 41155, 10673, 88153, 2873, 4345, 41993, 73311, 27603, 20813, 61736, 94362, 48812, 19334, 21010, 57693, 17594, 6029, 79257, 45611, 83531, 52669, 5921, 53341, 40291, 82239, 57011, 82244, 13649, 73881, 46073, 63622, 88426, 97812, 42135, 81084, 21435, 56121, 52888, 32124, 71401, 17847, 2471, 40397, 31096, 98484, 91822, 62764, 10991, 87267, 66431, 71785, 81100, 22864, 28635, 76431, 43549, 6263, 73999, 86507, 32747, 20690, 54872, 19342, 14003, 92875, 75165, 8529, 98277, 44177, 75981, 90081, 74869, 66339, 75783, 81756, 66893, 52736, 75436, 10253, 54779, 17264, 89156, 97648, 93516, 14590, 35034, 55792, 39658, 68410, 84231, 6360, 51374, 77150, 41545, 4653, 23924, 28284, 54355, 8994, 3649, 35798, 86768, 25275, 68283, 71402, 29722, 85293, 3519, 6421, 69998, 20530, 73697, 76551, 6657, 90471, 37991, 37272, 71751, 43515, 10885, 50423, 89113, 8900, 86868, 63985, 84954, 17945, 34779, 23315, 59619, 93148, 80076, 89002, 94432, 62569, 35791, 89782, 41327, 8886, 53989, 23275, 71661, 6098, 4333, 69028, 78427, 25887, 83522, 13908, 32519, 74993, 61407, 53182, 70646, 90089, 79527, 55677, 69801, 52356, 53122, 25663, 17052, 95201, 6617, 50240, 30252, 29497, 13286, 73039, 78433, 70493, 69200, 52022, 98397, 87220, 13323, 99162, 76550, 38168, 15219, 52189, 11359, 23467, 78133, 64622, 42809, 69287, 78848, 20830, 10727, 64332, 45069, 61119, 97935, 23858, 98886, 74216, 72223, 95057, 64115, 92875, 77410, 37094, 60824, 37027, 74541, 20889, 20501, 38964, 57475, 186, 95603, 54639, 4335, 34298, 7360, 89479, 6438, 83830, 63694, 86765, 62114, 39863, 15830, 31744, 25886, 21003, 14221, 83748, 78611, 76520, 89443, 4236, 89080, 68998, 63334, 93231, 7201, 80281, 89140, 461, 86264, 24078, 47232, 81360, 14820, 77795, 19598, 58699, 99972, 37408, 40555, 7963, 22183, 28860, 97283, 74979, 50836, 50272, 97153, 10621, 31500, 69112, 86678, 28587, 40956, 50018, 10443, 63939, 68360, 7006, 47601, 50638, 87190, 9597, 52486, 58012, 91351, 45820, 71489, 99755, 98615, 11809, 29229, 46607, 38093, 46198, 28134, 27539, 59876, 10436, 91153, 73175, 71670, 45552, 72662, 67552, 87062, 85770, 45504, 70378, 70344, 57642, 46296, 53329, 90168, 23827, 47182, 83911, 24656, 80974, 31543, 53820, 87135, 42210, 90975, 36457, 8917, 83790, 71458, 68617, 21076, 88650, 16946, 2206, 34723, 823, 82114, 9923, 60221, 1885, 13822, 13127, 99919, 37962, 21250, 19409, 23652, 9154, 2310, 75949, 89130, 7596, 97581, 99282, 15015, 12818, 557, 95647, 89442, 51464, 16530, 50043, 92325, 43923, 25365, 67197, 13336, 40032, 80957, 40804, 39767, 32327, 26280, 40302, 77845, 51339, 4357, 69029, 53545, 24637, 20305, 74417, 27005, 41065, 84317, 80396, 42228, 6145, 90727, 52152, 34423, 88087, 35678, 15843, 23762, 86047, 37804, 95052, 42884, 56666, 62380, 15263, 23650, 22624, 25595, 78918, 41275, 93910, 60785, 43562, 30404, 63577, 29658, 29906, 30702, 94266, 8143, 13766, 88159, 41787, 61877, 15497, 167, 71755, 30850, 42730, 97341, 79660, 76165, 67341, 16071, 55156, 3288, 89844, 53173, 10118, 4818, 33545, 22678, 18375, 62630, 48981, 26568, 39564, 77932, 61261, 14846, 81691, 62566, 64583, 16148, 26083, 56871, 21972, 12451, 33987, 42823, 69950, 78113, 11245, 99488, 75605, 34958, 63777, 98495, 69018, 24282, 77508, 75461, 48777, 81924, 7255, 93545, 45925, 28468, 18554, 63724, 88151, 3310, 32630, 82743, 75761, 43339, 12856, 87234, 82111, 61522, 88964, 51372, 80213, 54134, 33915, 45599, 79424, 40722, 54145, 73481, 95162, 29277, 6999, 87585, 12431, 42592, 89916, 30048, 29098, 44895, 10625, 59532, 75300, 90622, 79762, 27026, 95543, 18043, 79412, 78193, 30637, 90885, 54327, 68780, 93256, 99960, 55627, 4306, 18701, 12541, 87692, 45470, 86226, 74432, 44548, 24966, 95130, 17318, 51830, 40361, 13104, 13207, 16863, 32757, 20265, 28029, 41092, 83559, 340, 79202, 95900, 87513, 10501, 95689, 78821, 86054, 23954, 70447, 54084, 1025, 68979, 76255, 53083, 12775, 22708, 89746, 52597, 35642, 55129, 53014, 61128, 33485, 1823, 32085, 85318, 7040, 24169, 86908, 11768, 65620, 19183, 59330, 62099, 61859, 14081, 90467, 30822, 46860, 72372, 11514, 83970, 13111, 23800, 43992, 10110, 29039, 83958, 99653, 24688, 35593, 88158, 87003, 59165, 2473, 94648, 83561, 21271, 58197, 72719, 66756, 70770, 62000, 17312, 55400, 95661, 47305, 13075, 16617, 99707, 9925, 26953, 89742, 24398, 93695, 95934, 99085, 60106, 51205, 92978, 16691, 61759, 57086, 84351, 59170, 63412, 70568, 55193, 43896, 19465, 56676, 74136, 85606, 38896, 31005, 44689, 26522, 79102, 92453, 51588, 22884, 69787, 80047, 17070, 7988, 22529, 77941, 67660, 9284, 43013, 6382, 44963, 8681, 65931, 86348, 41424, 72281, 80165, 14139, 84383, 12699, 51049, 38047, 1826, 29955, 5947, 52337, 87620, 5450, 82353, 3342, 90281, 50940, 81362, 39172, 72151, 93869, 84940, 37820, 58102, 78293, 64965, 53070, 85442, 98518, 56826, 35805, 60511, 93652, 65935, 31036, 83217, 10257, 82606, 60645, 33013, 98723, 89010, 33110, 76229, 86954, 19452, 40257, 72998, 17063, 59795, 99460, 51880, 85992, 99953, 63413, 5710, 86942, 94687, 82762, 17618, 73245, 62505, 85627, 39945, 29287, 53500, 76818, 61415, 98495, 83979, 67445, 22659, 94825, 37867, 54638, 85829, 63764, 33065, 83150, 38473, 78265, 1897, 49976, 25068, 44124, 59671, 68675, 59639, 50294, 14673, 60941, 77363, 66277, 97188, 45531, 31329, 37687, 9479, 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+ } + +} diff --git a/percentage_of_letter_in_string/haskell_tests/Main.hs b/percentage_of_letter_in_string/haskell_tests/Main.hs new file mode 100644 index 0000000000000000000000000000000000000000..e572d82b5146cf66e3667758a475dd3ea02197be --- /dev/null +++ b/percentage_of_letter_in_string/haskell_tests/Main.hs @@ -0,0 +1,45 @@ + +module Main where +import Test.HUnit + +--Program start + +--Program end + +-- Test cases + +test1 :: Test +test1 = TestCase (assertEqual "for (percentageLetter \"foobar \" \"o \")," 33 (percentageLetter "foobar" "o")) + +test2 :: Test +test2 = TestCase (assertEqual "for (percentageLetter \"jjjj \" \"k \")," 0 (percentageLetter "jjjj" "k")) + +test3 :: Test +test3 = TestCase (assertEqual "for (percentageLetter \"wunhzwrjvktyvtwnajowktljoivxzxjbxvceubyspqhfgwpkltiryvkdnvpmqjgaphxmtnhlp \" \"q \")," 2 (percentageLetter "wunhzwrjvktyvtwnajowktljoivxzxjbxvceubyspqhfgwpkltiryvkdnvpmqjgaphxmtnhlp" "q")) + +test4 :: Test +test4 = TestCase (assertEqual "for (percentageLetter \"kaewjzoeuyxfjhfstddrnkggyybjbfrqwdbeyujziihauxz \" \"h \")," 4 (percentageLetter "kaewjzoeuyxfjhfstddrnkggyybjbfrqwdbeyujziihauxz" "h")) + +test5 :: Test +test5 = TestCase (assertEqual "for (percentageLetter \"hwygxifdszmbggg \" \"f \")," 6 (percentageLetter "hwygxifdszmbggg" "f")) + +test6 :: Test +test6 = TestCase (assertEqual "for (percentageLetter \"znzhbbydpicffusltzanttilxmdjrxmmkoiustdoepiaaxgzquvkvlhwdywvbjcdyhdwhsdej \" \"h \")," 5 (percentageLetter "znzhbbydpicffusltzanttilxmdjrxmmkoiustdoepiaaxgzquvkvlhwdywvbjcdyhdwhsdej" "h")) + +test7 :: Test +test7 = TestCase (assertEqual "for (percentageLetter \"rwcri \" \"p \")," 0 (percentageLetter "rwcri" "p")) + +test8 :: Test +test8 = TestCase (assertEqual "for (percentageLetter \"kpnwpskycejr \" \"r \")," 8 (percentageLetter "kpnwpskycejr" "r")) + +test9 :: Test +test9 = TestCase (assertEqual "for (percentageLetter \"ciphjsblwpcnyirqkxbvvpcvigvxfzorutqonwhguqvypexxxjavwbgjwy \" \"u \")," 3 (percentageLetter "ciphjsblwpcnyirqkxbvvpcvigvxfzorutqonwhguqvypexxxjavwbgjwy" "u")) + + +-- Grouping test cases +tests :: Test +tests = TestList [TestLabel "Test1" test1, TestLabel "Test2" test2, TestLabel "Test3" test3, TestLabel "Test4" test4, TestLabel "Test5" test5, TestLabel "Test6" test6, TestLabel "Test7" test7, TestLabel "Test8" test8, TestLabel "Test9" test9] + +-- Running the tests +main :: IO Counts +main = runTestTT tests diff --git a/percentage_of_letter_in_string/java_tests/Main.java b/percentage_of_letter_in_string/java_tests/Main.java new file mode 100644 index 0000000000000000000000000000000000000000..0c55cb96fb6f7ae86d2cf793b42185ef1627eef9 --- /dev/null +++ b/percentage_of_letter_in_string/java_tests/Main.java @@ -0,0 +1,21 @@ + +import static org.junit.jupiter.api.Assertions.*; +import org.junit.jupiter.api.Test; +import java.util.List; +import java.util.Arrays; +import java.util.ArrayList; +public class Main { + //Program start + + //Program end + + @Test +public void test1() { + assertEquals(33, percentageLetter("foobar", "o")); +} +@Test +public void test2() { + assertEquals(0, percentageLetter("jjjj", "k")); +} + +} diff --git a/percentage_of_letter_in_string/meta.json b/percentage_of_letter_in_string/meta.json new file mode 100644 index 0000000000000000000000000000000000000000..3f989536fa3f02981ab2ea9f4d04edcdff439418 --- /dev/null +++ b/percentage_of_letter_in_string/meta.json @@ -0,0 +1,97 @@ +{ + "id": 2365, + "name": "percentage_of_letter_in_string", + "difficulty": "Easy", + "link": "https://leetcode.com/problems/percentage-of-letter-in-string/", + "date": "2022-05-15 00:00:00", + "task_description": "Given a string `s` and a character `letter`, return_ the **percentage** of characters in _`s`_ that equal _`letter`_ **rounded down** to the nearest whole percent._ **Example 1:** ``` **Input:** s = \"foobar\", letter = \"o\" **Output:** 33 **Explanation:** The percentage of characters in s that equal the letter 'o' is 2 / 6 * 100% = 33% when rounded down, so we return 33. ``` **Example 2:** ``` **Input:** s = \"jjjj\", letter = \"k\" **Output:** 0 **Explanation:** The percentage of characters in s that equal the letter 'k' is 0%, so we return 0. ``` **Constraints:** `1 <= s.length <= 100` `s` consists of lowercase English letters. `letter` is a lowercase English letter.", + "public_test_cases": [ + { + "label": "Example 1", + "input": "s = \"foobar\", letter = \"o\"", + "output": "33 " + }, + { + "label": "Example 2", + "input": "s = \"jjjj\", letter = \"k\"", + "output": "0 " + } + ], + "private_test_cases": [ + { + "input": [ + "\"wunhzwrjvktyvtwnajowktljoivxzxjbxvceubyspqhfgwpkltiryvkdnvpmqjgaphxmtnhlp\"", + "\"q\"" + ], + "output": 2 + }, + { + "input": [ + "\"kaewjzoeuyxfjhfstddrnkggyybjbfrqwdbeyujziihauxz\"", + "\"h\"" + ], + "output": 4 + }, + { + "input": [ + "\"hwygxifdszmbggg\"", + "\"f\"" + ], + "output": 6 + }, + { + "input": [ + "\"znzhbbydpicffusltzanttilxmdjrxmmkoiustdoepiaaxgzquvkvlhwdywvbjcdyhdwhsdej\"", + "\"h\"" + ], + "output": 5 + }, + { + "input": [ + "\"rwcri\"", + "\"p\"" + ], + "output": 0 + }, + { + "input": [ + "\"kpnwpskycejr\"", + "\"r\"" + ], + "output": 8 + }, + { + "input": [ + "\"ciphjsblwpcnyirqkxbvvpcvigvxfzorutqonwhguqvypexxxjavwbgjwy\"", + "\"u\"" + ], + "output": 3 + }, + { + "input": [ + "\"cxduxmihlqmoxrjqabjnfylhalqpgadmsmklrpxqafndkiztdzpgwgueswwwudmbbwmmtt\"", + "\"x\"" + ], + "output": 5 + }, + { + "input": [ + "fxxhjdndkkfkovsolzgyfmvwfqpzqiiutsstfgidwi", + "u" + ], + "output": 2 + }, + { + "input": [ + "ipklocivwszbhosxllbbppgkc", + "c" + ], + "output": 8 + } + ], + "haskell_template": "percentageLetter :: String -> String -> Int\npercentageLetter s letter ", + "ocaml_template": "let percentageLetter (s: string) (letter: string) : int = ", + "scala_template": "def percentageLetter(s: String,letter: String): Int = { \n \n}", + "java_template": "class Solution {\n public int percentageLetter(String s, char letter) {\n \n }\n}", + "python_template": "class Solution(object):\n def percentageLetter(self, s, letter):\n \"\"\"\n :type s: str\n :type letter: str\n :rtype: int\n \"\"\"\n " +} \ No newline at end of file diff --git a/percentage_of_letter_in_string/ocaml_tests/main.ml b/percentage_of_letter_in_string/ocaml_tests/main.ml new file mode 100644 index 0000000000000000000000000000000000000000..58121060bf30c1d65675246d7d15e05a10a50690 --- /dev/null +++ b/percentage_of_letter_in_string/ocaml_tests/main.ml @@ -0,0 +1,50 @@ + +module Main = struct + open OUnit2 + + (* Program start *) + + (* Program end *) + + (* Test cases *) + +let test1 _ = assert_equal 33 (percentageLetter "foobar" "o") + +let test2 _ = assert_equal 0 (percentageLetter "jjjj" "k") + +let test3 _ = assert_equal 2 (percentageLetter "wunhzwrjvktyvtwnajowktljoivxzxjbxvceubyspqhfgwpkltiryvkdnvpmqjgaphxmtnhlp" "q") + +let test4 _ = assert_equal 4 (percentageLetter "kaewjzoeuyxfjhfstddrnkggyybjbfrqwdbeyujziihauxz" "h") + +let test5 _ = assert_equal 6 (percentageLetter "hwygxifdszmbggg" "f") + +let test6 _ = assert_equal 5 (percentageLetter "znzhbbydpicffusltzanttilxmdjrxmmkoiustdoepiaaxgzquvkvlhwdywvbjcdyhdwhsdej" "h") + +let test7 _ = assert_equal 0 (percentageLetter "rwcri" "p") + +let test8 _ = assert_equal 8 (percentageLetter "kpnwpskycejr" "r") + +let test9 _ = assert_equal 3 (percentageLetter "ciphjsblwpcnyirqkxbvvpcvigvxfzorutqonwhguqvypexxxjavwbgjwy" "u") + +let test10 _ = assert_equal 5 (percentageLetter "cxduxmihlqmoxrjqabjnfylhalqpgadmsmklrpxqafndkiztdzpgwgueswwwudmbbwmmtt" "x") + + + (* Grouping test cases *) + let suite = "Test Suite for percentageLetter" >::: [ + + "test1" >:: test1; + "test2" >:: test2; + "test3" >:: test3; + "test4" >:: test4; + "test5" >:: test5; + "test6" >:: test6; + "test7" >:: test7; + "test8" >:: test8; + "test9" >:: test9; + "test10" >:: test10; + ] + + + (* Running the tests *) + let () = run_test_tt_main suite +end diff --git a/percentage_of_letter_in_string/scala_tests/MySuite.scala b/percentage_of_letter_in_string/scala_tests/MySuite.scala new file mode 100644 index 0000000000000000000000000000000000000000..23b98586f5a2c782b7c87df349d18cdc4c78fe26 --- /dev/null +++ b/percentage_of_letter_in_string/scala_tests/MySuite.scala @@ -0,0 +1,44 @@ + +class MySuite extends munit.FunSuite { + + test("test1") { + assertEquals(Main.percentageLetter("foobar","o"), 33) + } + + test("test2") { + assertEquals(Main.percentageLetter("jjjj","k"), 0) + } + + test("test3") { + assertEquals(Main.percentageLetter("wunhzwrjvktyvtwnajowktljoivxzxjbxvceubyspqhfgwpkltiryvkdnvpmqjgaphxmtnhlp","q"), 2) + } + + test("test4") { + assertEquals(Main.percentageLetter("kaewjzoeuyxfjhfstddrnkggyybjbfrqwdbeyujziihauxz","h"), 4) + } + + test("test5") { + assertEquals(Main.percentageLetter("hwygxifdszmbggg","f"), 6) + } + + test("test6") { + assertEquals(Main.percentageLetter("znzhbbydpicffusltzanttilxmdjrxmmkoiustdoepiaaxgzquvkvlhwdywvbjcdyhdwhsdej","h"), 5) + } + + test("test7") { + assertEquals(Main.percentageLetter("rwcri","p"), 0) + } + + test("test8") { + assertEquals(Main.percentageLetter("kpnwpskycejr","r"), 8) + } + + test("test9") { + assertEquals(Main.percentageLetter("ciphjsblwpcnyirqkxbvvpcvigvxfzorutqonwhguqvypexxxjavwbgjwy","u"), 3) + } + + test("test10") { + assertEquals(Main.percentageLetter("cxduxmihlqmoxrjqabjnfylhalqpgadmsmklrpxqafndkiztdzpgwgueswwwudmbbwmmtt","x"), 5) + } + +} diff --git a/permutation_difference_between_two_strings/haskell_tests/Main.hs b/permutation_difference_between_two_strings/haskell_tests/Main.hs new file mode 100644 index 0000000000000000000000000000000000000000..d88a4a1d2eca52d60c48dd1174a4037af3b78dc1 --- /dev/null +++ b/permutation_difference_between_two_strings/haskell_tests/Main.hs @@ -0,0 +1,45 @@ + +module Main where +import Test.HUnit + +--Program start + +--Program end + +-- Test cases + +test1 :: Test +test1 = TestCase (assertEqual "for (findPermutationDifference \"abc \" \"bac \")," 2 (findPermutationDifference "abc" "bac")) + +test2 :: Test +test2 = TestCase (assertEqual "for (findPermutationDifference \"abcde \" \"edbac \")," 12 (findPermutationDifference "abcde" "edbac")) + +test3 :: Test +test3 = TestCase (assertEqual "for (findPermutationDifference \"ovmuxe \" \"umevxo \")," 14 (findPermutationDifference "ovmuxe" "umevxo")) + +test4 :: Test +test4 = TestCase (assertEqual "for (findPermutationDifference \"jeqiopgvdkm \" \"jikpomeqgvd \")," 32 (findPermutationDifference "jeqiopgvdkm" "jikpomeqgvd")) + +test5 :: Test +test5 = TestCase (assertEqual "for (findPermutationDifference \"kmrycdgajlwiouzqsnex \" \"nyzqorgwmxcdlesujiak \")," 142 (findPermutationDifference "kmrycdgajlwiouzqsnex" "nyzqorgwmxcdlesujiak")) + +test6 :: Test +test6 = TestCase (assertEqual "for (findPermutationDifference \"ulpgofezvtrdmjsaynx \" \"yfteunlvxdsjzgamorp \")," 124 (findPermutationDifference "ulpgofezvtrdmjsaynx" "yfteunlvxdsjzgamorp")) + +test7 :: Test +test7 = TestCase (assertEqual "for (findPermutationDifference \"tqenyijdapoxfkmwvzrchlu \" \"velicpqzfjhrkydamwxuton \")," 184 (findPermutationDifference "tqenyijdapoxfkmwvzrchlu" "velicpqzfjhrkydamwxuton")) + +test8 :: Test +test8 = TestCase (assertEqual "for (findPermutationDifference \"cdv \" \"cdv \")," 0 (findPermutationDifference "cdv" "cdv")) + +test9 :: Test +test9 = TestCase (assertEqual "for (findPermutationDifference \"uacxvrdlmtwgybpshjfnqiz \" \"yazjiuqgpvshncfdtxwmbrl \")," 216 (findPermutationDifference "uacxvrdlmtwgybpshjfnqiz" "yazjiuqgpvshncfdtxwmbrl")) + + +-- Grouping test cases +tests :: Test +tests = TestList [TestLabel "Test1" test1, TestLabel "Test2" test2, TestLabel "Test3" test3, TestLabel "Test4" test4, TestLabel "Test5" test5, TestLabel "Test6" test6, TestLabel "Test7" test7, TestLabel "Test8" test8, TestLabel "Test9" test9] + +-- Running the tests +main :: IO Counts +main = runTestTT tests diff --git a/permutation_difference_between_two_strings/java_tests/Main.java b/permutation_difference_between_two_strings/java_tests/Main.java new file mode 100644 index 0000000000000000000000000000000000000000..c86c3a2941e3ed2bc22931b63abd51c8336807c4 --- /dev/null +++ b/permutation_difference_between_two_strings/java_tests/Main.java @@ -0,0 +1,21 @@ + +import static org.junit.jupiter.api.Assertions.*; +import org.junit.jupiter.api.Test; +import java.util.List; +import java.util.Arrays; +import java.util.ArrayList; +public class Main { + //Program start + + //Program end + + @Test +public void test1() { + assertEquals(2, findPermutationDifference("abc", "bac")); +} +@Test +public void test2() { + assertEquals(12, findPermutationDifference("abcde", "edbac")); +} + +} diff --git a/permutation_difference_between_two_strings/meta.json b/permutation_difference_between_two_strings/meta.json new file mode 100644 index 0000000000000000000000000000000000000000..afaaa17f665270ec111daf254c92c17c2b3cba9a --- /dev/null +++ b/permutation_difference_between_two_strings/meta.json @@ -0,0 +1,97 @@ +{ + "id": 3412, + "name": "permutation_difference_between_two_strings", + "difficulty": "Easy", + "link": "https://leetcode.com/problems/permutation-difference-between-two-strings/", + "date": "2024-05-05 00:00:00", + "task_description": "You are given two strings `s` and `t` such that every character occurs at most once in `s` and `t` is a permutation of `s`. The **permutation difference** between `s` and `t` is defined as the **sum** of the absolute difference between the index of the occurrence of each character in `s` and the index of the occurrence of the same character in `t`. Return the **permutation difference** between `s` and `t`. **Example 1:** **Input:** s = \"abc\", t = \"bac\" **Output:** 2 **Explanation:** For `s = \"abc\"` and `t = \"bac\"`, the permutation difference of `s` and `t` is equal to the sum of: The absolute difference between the index of the occurrence of `\"a\"` in `s` and the index of the occurrence of `\"a\"` in `t`. The absolute difference between the index of the occurrence of `\"b\"` in `s` and the index of the occurrence of `\"b\"` in `t`. The absolute difference between the index of the occurrence of `\"c\"` in `s` and the index of the occurrence of `\"c\"` in `t`. That is, the permutation difference between `s` and `t` is equal to `|0 - 1| + |1 - 0| + |2 - 2| = 2`. **Example 2:** **Input:** s = \"abcde\", t = \"edbac\" **Output:** 12 **Explanation:** The permutation difference between `s` and `t` is equal to `|0 - 3| + |1 - 2| + |2 - 4| + |3 - 1| + |4 - 0| = 12`. **Constraints:** `1 <= s.length <= 26` Each character occurs at most once in `s`. `t` is a permutation of `s`. `s` consists only of lowercase English letters.", + "public_test_cases": [ + { + "label": "Example 1", + "input": "s = \"abc\", t = \"bac\"", + "output": "2 " + }, + { + "label": "Example 2", + "input": "s = \"abcde\", t = \"edbac\"", + "output": "12 " + } + ], + "private_test_cases": [ + { + "input": [ + "\"ovmuxe\"", + "\"umevxo\"" + ], + "output": 14 + }, + { + "input": [ + "\"jeqiopgvdkm\"", + "\"jikpomeqgvd\"" + ], + "output": 32 + }, + { + "input": [ + "\"kmrycdgajlwiouzqsnex\"", + "\"nyzqorgwmxcdlesujiak\"" + ], + "output": 142 + }, + { + "input": [ + "\"ulpgofezvtrdmjsaynx\"", + "\"yfteunlvxdsjzgamorp\"" + ], + "output": 124 + }, + { + "input": [ + "\"tqenyijdapoxfkmwvzrchlu\"", + "\"velicpqzfjhrkydamwxuton\"" + ], + "output": 184 + }, + { + "input": [ + "\"cdv\"", + "\"cdv\"" + ], + "output": 0 + }, + { + "input": [ + "\"uacxvrdlmtwgybpshjfnqiz\"", + "\"yazjiuqgpvshncfdtxwmbrl\"" + ], + "output": 216 + }, + { + "input": [ + "\"gteqpfdyuail\"", + "\"aytgfudleqip\"" + ], + "output": 46 + }, + { + "input": [ + "ajfbiwcxsudznghrlqyovpktm", + "dtzbrspfhavgmnuxcqlkwjoyi" + ], + "output": 206 + }, + { + "input": [ + "gfbkolwtcimqp", + "fcpobkwqitgml" + ], + "output": 48 + } + ], + "haskell_template": "findPermutationDifference :: String -> String -> Int\nfindPermutationDifference s t ", + "ocaml_template": "let findPermutationDifference (s: string) (t: string) : int = ", + "scala_template": "def findPermutationDifference(s: String,t: String): Int = { \n \n}", + "java_template": "class Solution {\n public int findPermutationDifference(String s, String t) {\n \n }\n}", + "python_template": "class Solution(object):\n def findPermutationDifference(self, s, t):\n \"\"\"\n :type s: str\n :type t: str\n :rtype: int\n \"\"\"\n " +} \ No newline at end of file diff --git a/permutation_difference_between_two_strings/ocaml_tests/main.ml b/permutation_difference_between_two_strings/ocaml_tests/main.ml new file mode 100644 index 0000000000000000000000000000000000000000..772a92a2f4bc8922d2705389a32415e343483a0d --- /dev/null +++ b/permutation_difference_between_two_strings/ocaml_tests/main.ml @@ -0,0 +1,50 @@ + +module Main = struct + open OUnit2 + + (* Program start *) + + (* Program end *) + + (* Test cases *) + +let test1 _ = assert_equal 2 (findPermutationDifference "abc" "bac") + +let test2 _ = assert_equal 12 (findPermutationDifference "abcde" "edbac") + +let test3 _ = assert_equal 14 (findPermutationDifference "ovmuxe" "umevxo") + +let test4 _ = assert_equal 32 (findPermutationDifference "jeqiopgvdkm" "jikpomeqgvd") + +let test5 _ = assert_equal 142 (findPermutationDifference "kmrycdgajlwiouzqsnex" "nyzqorgwmxcdlesujiak") + +let test6 _ = assert_equal 124 (findPermutationDifference "ulpgofezvtrdmjsaynx" "yfteunlvxdsjzgamorp") + +let test7 _ = assert_equal 184 (findPermutationDifference "tqenyijdapoxfkmwvzrchlu" "velicpqzfjhrkydamwxuton") + +let test8 _ = assert_equal 0 (findPermutationDifference "cdv" "cdv") + +let test9 _ = assert_equal 216 (findPermutationDifference "uacxvrdlmtwgybpshjfnqiz" "yazjiuqgpvshncfdtxwmbrl") + +let test10 _ = assert_equal 46 (findPermutationDifference "gteqpfdyuail" "aytgfudleqip") + + + (* Grouping test cases *) + let suite = "Test Suite for findPermutationDifference" >::: [ + + "test1" >:: test1; + "test2" >:: test2; + "test3" >:: test3; + "test4" >:: test4; + "test5" >:: test5; + "test6" >:: test6; + "test7" >:: test7; + "test8" >:: test8; + "test9" >:: test9; + "test10" >:: test10; + ] + + + (* Running the tests *) + let () = run_test_tt_main suite +end diff --git a/permutation_difference_between_two_strings/scala_tests/MySuite.scala b/permutation_difference_between_two_strings/scala_tests/MySuite.scala new file mode 100644 index 0000000000000000000000000000000000000000..71e0806184ffda1f02bd0a099c71aa6b1d690b8b --- /dev/null +++ b/permutation_difference_between_two_strings/scala_tests/MySuite.scala @@ -0,0 +1,44 @@ + +class MySuite extends munit.FunSuite { + + test("test1") { + assertEquals(Main.findPermutationDifference("abc","bac"), 2) + } + + test("test2") { + assertEquals(Main.findPermutationDifference("abcde","edbac"), 12) + } + + test("test3") { + assertEquals(Main.findPermutationDifference("ovmuxe","umevxo"), 14) + } + + test("test4") { + assertEquals(Main.findPermutationDifference("jeqiopgvdkm","jikpomeqgvd"), 32) + } + + test("test5") { + assertEquals(Main.findPermutationDifference("kmrycdgajlwiouzqsnex","nyzqorgwmxcdlesujiak"), 142) + } + + test("test6") { + assertEquals(Main.findPermutationDifference("ulpgofezvtrdmjsaynx","yfteunlvxdsjzgamorp"), 124) + } + + test("test7") { + assertEquals(Main.findPermutationDifference("tqenyijdapoxfkmwvzrchlu","velicpqzfjhrkydamwxuton"), 184) + } + + test("test8") { + assertEquals(Main.findPermutationDifference("cdv","cdv"), 0) + } + + test("test9") { + assertEquals(Main.findPermutationDifference("uacxvrdlmtwgybpshjfnqiz","yazjiuqgpvshncfdtxwmbrl"), 216) + } + + test("test10") { + assertEquals(Main.findPermutationDifference("gteqpfdyuail","aytgfudleqip"), 46) + } + +} diff --git a/permutations_iv/haskell_tests/Main.hs b/permutations_iv/haskell_tests/Main.hs new file mode 100644 index 0000000000000000000000000000000000000000..0daf17bfc5b88ef357997a1316619a6e976df7d1 --- /dev/null +++ b/permutations_iv/haskell_tests/Main.hs @@ -0,0 +1,45 @@ + +module Main where +import Test.HUnit + +--Program start + +--Program end + +-- Test cases + +test1 :: Test +test1 = TestCase (assertEqual "for (permute 4 6)," [3,4,1,2] (permute 4 6)) + +test2 :: Test +test2 = TestCase (assertEqual "for (permute 3 2)," [3,2,1] (permute 3 2)) + +test3 :: Test +test3 = TestCase (assertEqual "for (permute 2 3)," [] (permute 2 3)) + +test4 :: Test +test4 = TestCase (assertEqual "for (permute 40 635429710889172)," [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,27,28,23,32,31,26,35,36,39,40,19,34,21,38,37,20,33,30,29,24,25,22] (permute 40 635429710889172)) + +test5 :: Test +test5 = TestCase (assertEqual "for (permute 90 518738247805590)," [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,68,75,82,77,90,73,88,83,86,71,84,79,70,89,78,85,74,81,76,69,80,87,72] (permute 90 518738247805590)) + +test6 :: Test +test6 = TestCase (assertEqual "for (permute 1 40295860898402)," [] (permute 1 40295860898402)) + +test7 :: Test +test7 = TestCase (assertEqual "for (permute 16 349551818813564)," [] (permute 16 349551818813564)) + +test8 :: Test +test8 = TestCase (assertEqual "for (permute 87 998153691720678)," [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64,65,78,85,84,67,66,75,68,73,72,71,74,77,82,81,86,79,76,83,70,87,80,69] (permute 87 998153691720678)) + +test9 :: Test +test9 = TestCase (assertEqual "for (permute 74 795093009177573)," [1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,63,64,59,70,73,72,65,68,67,62,61,74,71,66,69,60,53,58,55,54,57,56] (permute 74 795093009177573)) + + +-- Grouping test cases +tests :: Test +tests = TestList [TestLabel "Test1" test1, TestLabel "Test2" test2, TestLabel "Test3" test3, TestLabel "Test4" test4, TestLabel "Test5" test5, TestLabel "Test6" test6, TestLabel "Test7" test7, TestLabel "Test8" test8, TestLabel "Test9" test9] + +-- Running the tests +main :: IO Counts +main = runTestTT tests diff --git a/permutations_iv/java_tests/Main.java b/permutations_iv/java_tests/Main.java new file mode 100644 index 0000000000000000000000000000000000000000..75fcfffe40527c2b3904f149cf10ac93c9f4b859 --- /dev/null +++ b/permutations_iv/java_tests/Main.java @@ -0,0 +1,25 @@ + +import static org.junit.jupiter.api.Assertions.*; +import org.junit.jupiter.api.Test; +import java.util.List; +import java.util.Arrays; +import java.util.ArrayList; +public class Main { + //Program start + + //Program end + + @Test +public void test1() { + assertEquals(new ArrayList<>(Arrays.asList(3,4,1,2)), permute(4, 6)); +} +@Test +public void test2() { + assertEquals(new ArrayList<>(Arrays.asList(3,2,1)), permute(3, 2)); +} +@Test +public void test3() { + assertEquals(new ArrayList<>(), permute(2, 3)); +} + +} diff --git a/permutations_iv/meta.json b/permutations_iv/meta.json new file mode 100644 index 0000000000000000000000000000000000000000..e204b2802757c8ba310d56407f7e0f1a4956ef01 --- /dev/null +++ b/permutations_iv/meta.json @@ -0,0 +1,538 @@ +{ + "id": 3783, + "name": "permutations_iv", + "difficulty": "Hard", + "link": "https://leetcode.com/problems/permutations-iv/", + "date": "2025-02-15 00:00:00", + "task_description": "Given two integers, `n` and `k`, an **alternating permutation** is a permutation of the first `n` positive integers such that no **two** adjacent elements are both odd or both even. Return the **k-th** **alternating permutation** sorted in _lexicographical order_. If there are fewer than `k` valid **alternating permutations**, return an empty list. **Example 1:** **Input:** n = 4, k = 6 **Output:** [3,4,1,2] **Explanation:** The lexicographically-sorted alternating permutations of `[1, 2, 3, 4]` are: `[1, 2, 3, 4]` `[1, 4, 3, 2]` `[2, 1, 4, 3]` `[2, 3, 4, 1]` `[3, 2, 1, 4]` `[3, 4, 1, 2]` ← 6th permutation `[4, 1, 2, 3]` `[4, 3, 2, 1]` Since `k = 6`, we return `[3, 4, 1, 2]`. **Example 2:** **Input:** n = 3, k = 2 **Output:** [3,2,1] **Explanation:** The lexicographically-sorted alternating permutations of `[1, 2, 3]` are: `[1, 2, 3]` `[3, 2, 1]` ← 2nd permutation Since `k = 2`, we return `[3, 2, 1]`. **Example 3:** **Input:** n = 2, k = 3 **Output:** [] **Explanation:** The lexicographically-sorted alternating permutations of `[1, 2]` are: `[1, 2]` `[2, 1]` There are only 2 alternating permutations, but `k = 3`, which is out of range. Thus, we return an empty list `[]`. **Constraints:** `1 <= n <= 100` `1 <= k <= 1015`", + "public_test_cases": [ + { + "label": "Example 1", + "input": "n = 4, k = 6", + "output": "[3,4,1,2] " + }, + { + "label": "Example 2", + "input": "n = 3, k = 2", + "output": "[3,2,1] " + }, + { + "label": "Example 3", + "input": "n = 2, k = 3", + "output": "[] " + } + ], + "private_test_cases": [ + { + "input": [ + 40, + 635429710889172 + ], + "output": [ + 1, + 2, + 3, + 4, + 5, + 6, + 7, + 8, + 9, + 10, + 11, + 12, + 13, + 14, + 15, + 16, + 17, + 18, + 27, + 28, + 23, + 32, + 31, + 26, + 35, + 36, + 39, + 40, + 19, + 34, + 21, + 38, + 37, + 20, + 33, + 30, + 29, + 24, + 25, + 22 + ] + }, + { + "input": [ + 90, + 518738247805590 + ], + "output": [ + 1, + 2, + 3, + 4, + 5, + 6, + 7, + 8, + 9, + 10, + 11, + 12, + 13, + 14, + 15, + 16, + 17, + 18, + 19, + 20, + 21, + 22, + 23, + 24, + 25, + 26, + 27, + 28, + 29, + 30, + 31, + 32, + 33, + 34, + 35, + 36, + 37, + 38, + 39, + 40, + 41, + 42, + 43, + 44, + 45, + 46, + 47, + 48, + 49, + 50, + 51, + 52, + 53, + 54, + 55, + 56, + 57, + 58, + 59, + 60, + 61, + 62, + 63, + 64, + 65, + 66, + 67, + 68, + 75, + 82, + 77, + 90, + 73, + 88, + 83, + 86, + 71, + 84, + 79, + 70, + 89, + 78, + 85, + 74, + 81, + 76, + 69, + 80, + 87, + 72 + ] + }, + { + "input": [ + 1, + 40295860898402 + ], + "output": [] + }, + { + "input": [ + 16, + 349551818813564 + ], + "output": [] + }, + { + "input": [ + 87, + 998153691720678 + ], + "output": [ + 1, + 2, + 3, + 4, + 5, + 6, + 7, + 8, + 9, + 10, + 11, + 12, + 13, + 14, + 15, + 16, + 17, + 18, + 19, + 20, + 21, + 22, + 23, + 24, + 25, + 26, + 27, + 28, + 29, + 30, + 31, + 32, + 33, + 34, + 35, + 36, + 37, + 38, + 39, + 40, + 41, + 42, + 43, + 44, + 45, + 46, + 47, + 48, + 49, + 50, + 51, + 52, + 53, + 54, + 55, + 56, + 57, + 58, + 59, + 60, + 61, + 62, + 63, + 64, + 65, + 78, + 85, + 84, + 67, + 66, + 75, + 68, + 73, + 72, + 71, + 74, + 77, + 82, + 81, + 86, + 79, + 76, + 83, + 70, + 87, + 80, + 69 + ] + }, + { + "input": [ + 74, + 795093009177573 + ], + "output": [ + 1, + 2, + 3, + 4, + 5, + 6, + 7, + 8, + 9, + 10, + 11, + 12, + 13, + 14, + 15, + 16, + 17, + 18, + 19, + 20, + 21, + 22, + 23, + 24, + 25, + 26, + 27, + 28, + 29, + 30, + 31, + 32, + 33, + 34, + 35, + 36, + 37, + 38, + 39, + 40, + 41, + 42, + 43, + 44, + 45, + 46, + 47, + 48, + 49, + 50, + 51, + 52, + 63, + 64, + 59, + 70, + 73, + 72, + 65, + 68, + 67, + 62, + 61, + 74, + 71, + 66, + 69, + 60, + 53, + 58, + 55, + 54, + 57, + 56 + ] + }, + { + "input": [ + 3, + 331829499538853 + ], + "output": [] + }, + { + "input": [ + 31, + 738363147318413 + ], + "output": [ + 1, + 2, + 3, + 4, + 5, + 6, + 7, + 8, + 9, + 20, + 13, + 10, + 27, + 14, + 23, + 12, + 11, + 18, + 21, + 28, + 25, + 26, + 31, + 22, + 29, + 24, + 17, + 16, + 15, + 30, + 19 + ] + }, + { + "input": [ + 40, + 699856856676228 + ], + "output": [ + 1, + 2, + 3, + 4, + 5, + 6, + 7, + 8, + 9, + 10, + 11, + 12, + 13, + 14, + 15, + 16, + 17, + 18, + 27, + 38, + 21, + 28, + 35, + 36, + 19, + 30, + 23, + 20, + 37, + 26, + 31, + 32, + 39, + 34, + 25, + 40, + 33, + 24, + 29, + 22 + ] + }, + { + "input": [ + 67, + 674021944184663 + ], + "output": [ + 1, + 2, + 3, + 4, + 5, + 6, + 7, + 8, + 9, + 10, + 11, + 12, + 13, + 14, + 15, + 16, + 17, + 18, + 19, + 20, + 21, + 22, + 23, + 24, + 25, + 26, + 27, + 28, + 29, + 30, + 31, + 32, + 33, + 34, + 35, + 36, + 37, + 38, + 39, + 40, + 41, + 42, + 43, + 44, + 45, + 54, + 61, + 48, + 65, + 60, + 47, + 58, + 51, + 56, + 63, + 62, + 57, + 50, + 53, + 64, + 67, + 46, + 59, + 66, + 49, + 52, + 55 + ] + } + ], + "haskell_template": "permute :: Int -> Int -> [Int]\npermute n k ", + "ocaml_template": "let permute (n: int) (k: int) : int list = ", + "scala_template": "def permute(n: Int,k: Int): List[Int] = { \n \n}", + "java_template": "class Solution {\n public int[] permute(int n, long k) {\n \n }\n}", + "python_template": "class Solution(object):\n def permute(self, n, k):\n \"\"\"\n :type n: int\n :type k: int\n :rtype: List[int]\n \"\"\"\n " +} \ No newline at end of file diff --git a/permutations_iv/ocaml_tests/main.ml b/permutations_iv/ocaml_tests/main.ml new file mode 100644 index 0000000000000000000000000000000000000000..c365317adc09e0c894fccfcd17e0c6780fd194de --- /dev/null +++ b/permutations_iv/ocaml_tests/main.ml @@ -0,0 +1,50 @@ + +module Main = struct + open OUnit2 + + (* Program start *) + + (* Program end *) + + (* Test cases *) + +let test1 _ = assert_equal [3;4;1;2] (permute 4 6) + +let test2 _ = assert_equal [3;2;1] (permute 3 2) + +let test3 _ = assert_equal [] (permute 2 3) + +let test4 _ = assert_equal [1;2;3;4;5;6;7;8;9;10;11;12;13;14;15;16;17;18;27;28;23;32;31;26;35;36;39;40;19;34;21;38;37;20;33;30;29;24;25;22] (permute 40 635429710889172) + +let test5 _ = assert_equal [1;2;3;4;5;6;7;8;9;10;11;12;13;14;15;16;17;18;19;20;21;22;23;24;25;26;27;28;29;30;31;32;33;34;35;36;37;38;39;40;41;42;43;44;45;46;47;48;49;50;51;52;53;54;55;56;57;58;59;60;61;62;63;64;65;66;67;68;75;82;77;90;73;88;83;86;71;84;79;70;89;78;85;74;81;76;69;80;87;72] (permute 90 518738247805590) + +let test6 _ = assert_equal [] (permute 1 40295860898402) + +let test7 _ = assert_equal [] (permute 16 349551818813564) + +let test8 _ = assert_equal [1;2;3;4;5;6;7;8;9;10;11;12;13;14;15;16;17;18;19;20;21;22;23;24;25;26;27;28;29;30;31;32;33;34;35;36;37;38;39;40;41;42;43;44;45;46;47;48;49;50;51;52;53;54;55;56;57;58;59;60;61;62;63;64;65;78;85;84;67;66;75;68;73;72;71;74;77;82;81;86;79;76;83;70;87;80;69] (permute 87 998153691720678) + +let test9 _ = assert_equal [1;2;3;4;5;6;7;8;9;10;11;12;13;14;15;16;17;18;19;20;21;22;23;24;25;26;27;28;29;30;31;32;33;34;35;36;37;38;39;40;41;42;43;44;45;46;47;48;49;50;51;52;63;64;59;70;73;72;65;68;67;62;61;74;71;66;69;60;53;58;55;54;57;56] (permute 74 795093009177573) + +let test10 _ = assert_equal [] (permute 3 331829499538853) + + + (* Grouping test cases *) + let suite = "Test Suite for permute" >::: [ + + "test1" >:: test1; + "test2" >:: test2; + "test3" >:: test3; + "test4" >:: test4; + "test5" >:: test5; + "test6" >:: test6; + "test7" >:: test7; + "test8" >:: test8; + "test9" >:: test9; + "test10" >:: test10; + ] + + + (* Running the tests *) + let () = run_test_tt_main suite +end diff --git a/permutations_iv/scala_tests/MySuite.scala b/permutations_iv/scala_tests/MySuite.scala new file mode 100644 index 0000000000000000000000000000000000000000..11169e389206cd11d4ecf3d4ee9db4458e41e682 --- /dev/null +++ b/permutations_iv/scala_tests/MySuite.scala @@ -0,0 +1,44 @@ + +class MySuite extends munit.FunSuite { + + test("test1") { + assertEquals(Main.permute(4,6), List(3,4,1,2)) + } + + test("test2") { + assertEquals(Main.permute(3,2), List(3,2,1)) + } + + test("test3") { + assertEquals(Main.permute(2,3), List()) + } + + test("test4") { + assertEquals(Main.permute(40,BigInt("635429710889172")), List(1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,27,28,23,32,31,26,35,36,39,40,19,34,21,38,37,20,33,30,29,24,25,22)) + } + + test("test5") { + assertEquals(Main.permute(90,BigInt("518738247805590")), List(1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,68,75,82,77,90,73,88,83,86,71,84,79,70,89,78,85,74,81,76,69,80,87,72)) + } + + test("test6") { + assertEquals(Main.permute(1,BigInt("40295860898402")), List()) + } + + test("test7") { + assertEquals(Main.permute(16,BigInt("349551818813564")), List()) + } + + test("test8") { + assertEquals(Main.permute(87,BigInt("998153691720678")), List(1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64,65,78,85,84,67,66,75,68,73,72,71,74,77,82,81,86,79,76,83,70,87,80,69)) + } + + test("test9") { + assertEquals(Main.permute(74,BigInt("795093009177573")), List(1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,63,64,59,70,73,72,65,68,67,62,61,74,71,66,69,60,53,58,55,54,57,56)) + } + + test("test10") { + assertEquals(Main.permute(3,BigInt("331829499538853")), List()) + } + +} diff --git a/points_that_intersect_with_cars/haskell_tests/Main.hs b/points_that_intersect_with_cars/haskell_tests/Main.hs new file mode 100644 index 0000000000000000000000000000000000000000..d70bb7296d64fc6969cf798161238e4c4c3876f6 --- /dev/null +++ b/points_that_intersect_with_cars/haskell_tests/Main.hs @@ -0,0 +1,41 @@ + +module Main where +import Test.HUnit + +--Program start +numberOfPoints :: [[Int]] -> Int +numberOfPoints nums = undefined + +--Program end + +-- Test cases + +test1 :: Test +test1 = TestCase (assertEqual "for (numberOfPoints [[3,6],[1,5],[4,7]])," 7 (numberOfPoints [[3,6],[1,5],[4,7]])) + +test2 :: Test +test2 = TestCase (assertEqual "for (numberOfPoints [[1,3],[5,8]])," 7 (numberOfPoints [[1,3],[5,8]])) + +test3 :: Test +test3 = TestCase (assertEqual "for (numberOfPoints [[1, 100], [2, 11], [3, 89], [4, 44], [10, 44], [10, 56], [11, 95], [13, 13], [16, 96], [20, 73], [22, 38], [25, 76], [26, 98], [27, 59], [27, 87], [27, 100], [28, 32], [30, 51], [32, 67], [32, 74], [33, 49], [37, 41], [37, 89], [43, 58], [44, 46], [52, 96], [53, 86], [56, 99], [60, 69], [61, 96], [64, 97], [67, 87], [71, 99], [75, 80], [75, 91], [77, 92], [86, 96], [89, 99], [89, 100], [92, 100], [93, 94], [97, 98]])," 100 (numberOfPoints [[1, 100], [2, 11], [3, 89], [4, 44], [10, 44], [10, 56], [11, 95], [13, 13], [16, 96], [20, 73], [22, 38], [25, 76], [26, 98], [27, 59], [27, 87], [27, 100], [28, 32], [30, 51], [32, 67], [32, 74], [33, 49], [37, 41], [37, 89], [43, 58], [44, 46], [52, 96], [53, 86], [56, 99], [60, 69], [61, 96], [64, 97], [67, 87], [71, 99], [75, 80], [75, 91], [77, 92], [86, 96], [89, 99], [89, 100], [92, 100], [93, 94], [97, 98]])) + +test4 :: Test +test4 = TestCase (assertEqual "for (numberOfPoints [[1, 100], [1, 79], [3, 32], [6, 24], [7, 41], [8, 81], [9, 54], [11, 30], [11, 80], [20, 99], [21, 66], [23, 45], [24, 27], [26, 55], [27, 93], [29, 90], [30, 75], [31, 57], [31, 63], [32, 73], [36, 49], [36, 81], [36, 86], [37, 52], [37, 56], [37, 73], [40, 71], [41, 42], [41, 52], [42, 84], [44, 82], [45, 99], [46, 53], [47, 66], [47, 66], [48, 72], [49, 55], [50, 52], [50, 74], [51, 62], [53, 68], [53, 83], [55, 55], [55, 83], [56, 66], [56, 84], [58, 91], [62, 86], [63, 80], [64, 84], [64, 97], [65, 82], [67, 78], [68, 73], [68, 86], [69, 98], [70, 95], [70, 100], [71, 86], [72, 72], [72, 77], [72, 87], [73, 87], [73, 89], [73, 93], [75, 87], [78, 82], [79, 79], [81, 86], [82, 94], [82, 95], [83, 95], [85, 98], [91, 95], [93, 99], [93, 100], [94, 98], [97, 97], [97, 100], [99, 99]])," 100 (numberOfPoints [[1, 100], [1, 79], [3, 32], [6, 24], [7, 41], [8, 81], [9, 54], [11, 30], [11, 80], [20, 99], [21, 66], [23, 45], [24, 27], [26, 55], [27, 93], [29, 90], [30, 75], [31, 57], [31, 63], [32, 73], [36, 49], [36, 81], [36, 86], [37, 52], [37, 56], [37, 73], [40, 71], [41, 42], [41, 52], [42, 84], [44, 82], [45, 99], [46, 53], [47, 66], [47, 66], [48, 72], [49, 55], [50, 52], [50, 74], [51, 62], [53, 68], [53, 83], [55, 55], [55, 83], [56, 66], [56, 84], [58, 91], [62, 86], [63, 80], [64, 84], [64, 97], [65, 82], [67, 78], [68, 73], [68, 86], [69, 98], [70, 95], [70, 100], [71, 86], [72, 72], [72, 77], [72, 87], [73, 87], [73, 89], [73, 93], [75, 87], [78, 82], [79, 79], [81, 86], [82, 94], [82, 95], [83, 95], [85, 98], [91, 95], [93, 99], [93, 100], [94, 98], [97, 97], [97, 100], [99, 99]])) + +test5 :: Test +test5 = TestCase (assertEqual "for (numberOfPoints [[13, 98], [16, 27], [17, 90], [21, 32], [24, 96], [34, 40], [34, 73], [47, 82], [48, 82], [51, 90], [55, 84], [71, 76], [72, 85], [73, 97], [79, 93], [80, 97], [82, 83], [87, 95], [96, 98]])," 86 (numberOfPoints [[13, 98], [16, 27], [17, 90], [21, 32], [24, 96], [34, 40], [34, 73], [47, 82], [48, 82], [51, 90], [55, 84], [71, 76], [72, 85], [73, 97], [79, 93], [80, 97], [82, 83], [87, 95], [96, 98]])) + +test6 :: Test +test6 = TestCase (assertEqual "for (numberOfPoints [[2, 100], [6, 53], [6, 78], [7, 45], [9, 16], [11, 63], [11, 73], [11, 81], [11, 90], [12, 59], [13, 17], [13, 24], [16, 18], [16, 75], [17, 65], [18, 57], [19, 23], [19, 65], [20, 100], [21, 41], [21, 77], [25, 53], [25, 96], [26, 85], [26, 86], [27, 41], [29, 93], [31, 83], [35, 55], [35, 95], [36, 68], [36, 70], [37, 63], [40, 47], [40, 48], [40, 79], [40, 98], [40, 99], [41, 69], [44, 51], [44, 78], [51, 63], [51, 79], [52, 52], [53, 64], [55, 56], [57, 62], [58, 86], [60, 63], [60, 91], [62, 94], [63, 77], [64, 92], [66, 82], [66, 92], [66, 97], [67, 85], [68, 71], [70, 74], [71, 75], [71, 78], [71, 98], [71, 98], [72, 74], [77, 83], [77, 97], [78, 94], [79, 79], [79, 85], [80, 91], [83, 100], [84, 86], [85, 96], [88, 90], [88, 95], [92, 93], [94, 94], [95, 96], [98, 98], [98, 100]])," 99 (numberOfPoints [[2, 100], [6, 53], [6, 78], [7, 45], [9, 16], [11, 63], [11, 73], [11, 81], [11, 90], [12, 59], [13, 17], [13, 24], [16, 18], [16, 75], [17, 65], [18, 57], [19, 23], [19, 65], [20, 100], [21, 41], [21, 77], [25, 53], [25, 96], [26, 85], [26, 86], [27, 41], [29, 93], [31, 83], [35, 55], [35, 95], [36, 68], [36, 70], [37, 63], [40, 47], [40, 48], [40, 79], [40, 98], [40, 99], [41, 69], [44, 51], [44, 78], [51, 63], [51, 79], [52, 52], [53, 64], [55, 56], [57, 62], [58, 86], [60, 63], [60, 91], [62, 94], [63, 77], [64, 92], [66, 82], [66, 92], [66, 97], [67, 85], [68, 71], [70, 74], [71, 75], [71, 78], [71, 98], [71, 98], [72, 74], [77, 83], [77, 97], [78, 94], [79, 79], [79, 85], [80, 91], [83, 100], [84, 86], [85, 96], [88, 90], [88, 95], [92, 93], [94, 94], [95, 96], [98, 98], [98, 100]])) + +test7 :: Test +test7 = TestCase (assertEqual "for (numberOfPoints [[1, 2], [14, 99], [34, 81], [51, 52], [54, 65], [62, 68], [66, 94], [68, 68], [86, 95]])," 88 (numberOfPoints [[1, 2], [14, 99], [34, 81], [51, 52], [54, 65], [62, 68], [66, 94], [68, 68], [86, 95]])) + + +-- Grouping test cases +tests :: Test +tests = TestList [TestLabel "Test1" test1, TestLabel "Test2" test2, TestLabel "Test3" test3, TestLabel "Test4" test4, TestLabel "Test5" test5, TestLabel "Test6" test6] + +-- Running the tests +main :: IO Counts +main = runTestTT tests diff --git a/points_that_intersect_with_cars/java_tests/Main.java b/points_that_intersect_with_cars/java_tests/Main.java new file mode 100644 index 0000000000000000000000000000000000000000..948890580fb590bb467702d46048343ba6eaea01 --- /dev/null +++ b/points_that_intersect_with_cars/java_tests/Main.java @@ -0,0 +1,20 @@ + +import static org.junit.jupiter.api.Assertions.*; +import org.junit.jupiter.api.Test; +import java.util.List; +import java.util.Arrays; +public class Main { + //Program start + + //Program end + + @Test +public void test1() { + assertEquals(7, numberOfPoints(Arrays.asList(Arrays.asList(3,6),Arrays.asList(1,5),Arrays.asList(4,7)))); +} +@Test +public void test2() { + assertEquals(7, numberOfPoints(Arrays.asList(Arrays.asList(1,3),Arrays.asList(5,8)))); +} + +} diff --git a/points_that_intersect_with_cars/meta.json b/points_that_intersect_with_cars/meta.json new file mode 100644 index 0000000000000000000000000000000000000000..b20a7c5895f0fff6c7e2098fadbb05844372c6e0 --- /dev/null +++ b/points_that_intersect_with_cars/meta.json @@ -0,0 +1,972 @@ +{ + "id": 3034, + "name": "points_that_intersect_with_cars", + "difficulty": "Easy", + "link": "https://leetcode.com/problems/points-that-intersect-with-cars/", + "date": "2023-09-03 00:00:00", + "task_description": "You are given a **0-indexed** 2D integer array `nums` representing the coordinates of the cars parking on a number line. For any index `i`, `nums[i] = [starti, endi]` where `starti` is the starting point of the `ith` car and `endi` is the ending point of the `ith` car. Return _the number of integer points on the line that are covered with **any part** of a car._ **Example 1:** ``` **Input:** nums = [[3,6],[1,5],[4,7]] **Output:** 7 **Explanation:** All the points from 1 to 7 intersect at least one car, therefore the answer would be 7. ``` **Example 2:** ``` **Input:** nums = [[1,3],[5,8]] **Output:** 7 **Explanation:** Points intersecting at least one car are 1, 2, 3, 5, 6, 7, 8. There are a total of 7 points, therefore the answer would be 7. ``` **Constraints:** `1 <= nums.length <= 100` `nums[i].length == 2` `1 <= starti <= endi <= 100`", + "public_test_cases": [ + { + "label": "Example 1", + "input": "nums = [[3,6],[1,5],[4,7]]", + "output": "7 " + }, + { + "label": "Example 2", + "input": "nums = [[1,3],[5,8]]", + "output": "7 " + } + ], + "private_test_cases": [ + { + "input": [ + [ + 1, + 100 + ], + [ + 2, + 11 + ], + [ + 3, + 89 + ], + [ + 4, + 44 + ], + [ + 10, + 44 + ], + [ + 10, + 56 + ], + [ + 11, + 95 + ], + [ + 13, + 13 + ], + [ + 16, + 96 + ], + [ + 20, + 73 + ], + [ + 22, + 38 + ], + [ + 25, + 76 + ], + [ + 26, + 98 + ], + [ + 27, + 59 + ], + [ + 27, + 87 + ], + [ + 27, + 100 + ], + [ + 28, + 32 + ], + [ + 30, + 51 + ], + [ + 32, + 67 + ], + [ + 32, + 74 + ], + [ + 33, + 49 + ], + [ + 37, + 41 + ], + [ + 37, + 89 + ], + [ + 43, + 58 + ], + [ + 44, + 46 + ], + [ + 52, + 96 + ], + [ + 53, + 86 + ], + [ + 56, + 99 + ], + [ + 60, + 69 + ], + [ + 61, 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b/points_that_intersect_with_cars/ocaml_tests/main.ml @@ -0,0 +1,42 @@ + +module Main = struct + open OUnit2 + + (* Program start *) + let numberOfPoints (nums: int list list) : int = failwith "Not implemented" + + (* Program end *) + + (* Test cases *) + +let test1 _ = assert_equal 7 (numberOfPoints [[3;6];[1;5];[4;7]]) + +let test2 _ = assert_equal 7 (numberOfPoints [[1;3];[5;8]]) + +let test3 _ = assert_equal 7 (numberOfPoints [[1; 100]; [2; 11]; [3; 89]; [4; 44]; [10; 44]; [10; 56]; [11; 95]; [13; 13]; [16; 96]; [20; 73]; [22; 38]; [25; 76]; [26; 98]; [27; 59]; [27; 87]; [27; 100]; [28; 32]; [30; 51]; [32; 67]; [32; 74]; [33; 49]; [37; 41]; [37; 89]; [43; 58]; [44; 46]; [52; 96]; [53; 86]; [56; 99]; [60; 69]; [61; 96]; [64; 97]; [67; 87]; [71; 99]; [75; 80]; [75; 91]; [77; 92]; [86; 96]; [89; 99]; [89; 100]; [92; 100]; [93; 94]; [97; 98]]) + +let test4 _ = assert_equal 7 (numberOfPoints [[1; 100]; [1; 79]; [3; 32]; [6; 24]; [7; 41]; [8; 81]; [9; 54]; [11; 30]; [11; 80]; [20; 99]; [21; 66]; [23; 45]; [24; 27]; [26; 55]; [27; 93]; [29; 90]; [30; 75]; [31; 57]; [31; 63]; [32; 73]; [36; 49]; [36; 81]; [36; 86]; [37; 52]; [37; 56]; [37; 73]; [40; 71]; [41; 42]; [41; 52]; [42; 84]; [44; 82]; [45; 99]; [46; 53]; [47; 66]; [47; 66]; [48; 72]; [49; 55]; [50; 52]; [50; 74]; [51; 62]; [53; 68]; [53; 83]; [55; 55]; [55; 83]; [56; 66]; [56; 84]; [58; 91]; [62; 86]; [63; 80]; [64; 84]; [64; 97]; [65; 82]; [67; 78]; [68; 73]; [68; 86]; [69; 98]; [70; 95]; [70; 100]; [71; 86]; [72; 72]; [72; 77]; [72; 87]; [73; 87]; [73; 89]; [73; 93]; [75; 87]; [78; 82]; [79; 79]; [81; 86]; [82; 94]; [82; 95]; [83; 95]; [85; 98]; [91; 95]; [93; 99]; [93; 100]; [94; 98]; [97; 97]; [97; 100]; [99; 99]]) + +let test5 _ = assert_equal 7 (numberOfPoints [[13; 98]; [16; 27]; [17; 90]; [21; 32]; [24; 96]; [34; 40]; [34; 73]; [47; 82]; [48; 82]; [51; 90]; [55; 84]; [71; 76]; [72; 85]; [73; 97]; [79; 93]; [80; 97]; [82; 83]; [87; 95]; [96; 98]]) + +let test6 _ = assert_equal 7 (numberOfPoints [[2; 100]; [6; 53]; [6; 78]; [7; 45]; [9; 16]; [11; 63]; [11; 73]; [11; 81]; [11; 90]; [12; 59]; [13; 17]; [13; 24]; [16; 18]; [16; 75]; [17; 65]; [18; 57]; [19; 23]; [19; 65]; [20; 100]; [21; 41]; [21; 77]; [25; 53]; [25; 96]; [26; 85]; [26; 86]; [27; 41]; [29; 93]; [31; 83]; [35; 55]; [35; 95]; [36; 68]; [36; 70]; [37; 63]; [40; 47]; [40; 48]; [40; 79]; [40; 98]; [40; 99]; [41; 69]; [44; 51]; [44; 78]; [51; 63]; [51; 79]; [52; 52]; [53; 64]; [55; 56]; [57; 62]; [58; 86]; [60; 63]; [60; 91]; [62; 94]; [63; 77]; [64; 92]; [66; 82]; [66; 92]; [66; 97]; [67; 85]; [68; 71]; [70; 74]; [71; 75]; [71; 78]; [71; 98]; [71; 98]; [72; 74]; [77; 83]; [77; 97]; [78; 94]; [79; 79]; [79; 85]; [80; 91]; [83; 100]; [84; 86]; [85; 96]; [88; 90]; [88; 95]; [92; 93]; [94; 94]; [95; 96]; [98; 98]; [98; 100]]) + +let test7 _ = assert_equal 7 (numberOfPoints [[1; 2]; [14; 99]; [34; 81]; [51; 52]; [54; 65]; [62; 68]; [66; 94]; [68; 68]; [86; 95]]) + + + (* Grouping test cases *) + let suite = "Test Suite for numberOfPoints" >::: [ + + "test1" >:: test1; + "test2" >:: test2; + "test3" >:: test3; + "test4" >:: test4; + "test5" >:: test5; + "test6" >:: test6; + "test7" >:: test7; + ] + + + (* Running the tests *) + let () = run_test_tt_main suite +end diff --git a/points_that_intersect_with_cars/scala_tests/MySuite.scala b/points_that_intersect_with_cars/scala_tests/MySuite.scala new file mode 100644 index 0000000000000000000000000000000000000000..8039eff9f4fcb4fcf5e7bf9d942e9842226c08c5 --- /dev/null +++ b/points_that_intersect_with_cars/scala_tests/MySuite.scala @@ -0,0 +1,32 @@ + +class MySuite extends munit.FunSuite { + + test("test1") { + assertEquals(Main.numberOfPoints(List(List(3,6),List(1,5),List(4,7))), 7) + } + + test("test2") { + assertEquals(Main.numberOfPoints(List(List(1,3),List(5,8))), 7) + } + + test("test3") { + assertEquals(Main.numberOfPoints(List(1, 100),List(2, 11),List(3, 89),List(4, 44),List(10, 44),List(10, 56),List(11, 95),List(13, 13),List(16, 96),List(20, 73),List(22, 38),List(25, 76),List(26, 98),List(27, 59),List(27, 87),List(27, 100),List(28, 32),List(30, 51),List(32, 67),List(32, 74),List(33, 49),List(37, 41),List(37, 89),List(43, 58),List(44, 46),List(52, 96),List(53, 86),List(56, 99),List(60, 69),List(61, 96),List(64, 97),List(67, 87),List(71, 99),List(75, 80),List(75, 91),List(77, 92),List(86, 96),List(89, 99),List(89, 100),List(92, 100),List(93, 94),List(97, 98)), 100) + } + + test("test4") { + assertEquals(Main.numberOfPoints(List(1, 100),List(1, 79),List(3, 32),List(6, 24),List(7, 41),List(8, 81),List(9, 54),List(11, 30),List(11, 80),List(20, 99),List(21, 66),List(23, 45),List(24, 27),List(26, 55),List(27, 93),List(29, 90),List(30, 75),List(31, 57),List(31, 63),List(32, 73),List(36, 49),List(36, 81),List(36, 86),List(37, 52),List(37, 56),List(37, 73),List(40, 71),List(41, 42),List(41, 52),List(42, 84),List(44, 82),List(45, 99),List(46, 53),List(47, 66),List(47, 66),List(48, 72),List(49, 55),List(50, 52),List(50, 74),List(51, 62),List(53, 68),List(53, 83),List(55, 55),List(55, 83),List(56, 66),List(56, 84),List(58, 91),List(62, 86),List(63, 80),List(64, 84),List(64, 97),List(65, 82),List(67, 78),List(68, 73),List(68, 86),List(69, 98),List(70, 95),List(70, 100),List(71, 86),List(72, 72),List(72, 77),List(72, 87),List(73, 87),List(73, 89),List(73, 93),List(75, 87),List(78, 82),List(79, 79),List(81, 86),List(82, 94),List(82, 95),List(83, 95),List(85, 98),List(91, 95),List(93, 99),List(93, 100),List(94, 98),List(97, 97),List(97, 100),List(99, 99)), 100) + } + + test("test5") { + assertEquals(Main.numberOfPoints(List(13, 98),List(16, 27),List(17, 90),List(21, 32),List(24, 96),List(34, 40),List(34, 73),List(47, 82),List(48, 82),List(51, 90),List(55, 84),List(71, 76),List(72, 85),List(73, 97),List(79, 93),List(80, 97),List(82, 83),List(87, 95),List(96, 98)), 86) + } + + test("test6") { + assertEquals(Main.numberOfPoints(List(2, 100),List(6, 53),List(6, 78),List(7, 45),List(9, 16),List(11, 63),List(11, 73),List(11, 81),List(11, 90),List(12, 59),List(13, 17),List(13, 24),List(16, 18),List(16, 75),List(17, 65),List(18, 57),List(19, 23),List(19, 65),List(20, 100),List(21, 41),List(21, 77),List(25, 53),List(25, 96),List(26, 85),List(26, 86),List(27, 41),List(29, 93),List(31, 83),List(35, 55),List(35, 95),List(36, 68),List(36, 70),List(37, 63),List(40, 47),List(40, 48),List(40, 79),List(40, 98),List(40, 99),List(41, 69),List(44, 51),List(44, 78),List(51, 63),List(51, 79),List(52, 52),List(53, 64),List(55, 56),List(57, 62),List(58, 86),List(60, 63),List(60, 91),List(62, 94),List(63, 77),List(64, 92),List(66, 82),List(66, 92),List(66, 97),List(67, 85),List(68, 71),List(70, 74),List(71, 75),List(71, 78),List(71, 98),List(71, 98),List(72, 74),List(77, 83),List(77, 97),List(78, 94),List(79, 79),List(79, 85),List(80, 91),List(83, 100),List(84, 86),List(85, 96),List(88, 90),List(88, 95),List(92, 93),List(94, 94),List(95, 96),List(98, 98),List(98, 100)), 99) + } + + test("test7") { + assertEquals(Main.numberOfPoints(List(1, 2),List(14, 99),List(34, 81),List(51, 52),List(54, 65),List(62, 68),List(66, 94),List(68, 68),List(86, 95)), 88) + } + +} diff --git a/power_of_heroes/haskell_tests/Main.hs b/power_of_heroes/haskell_tests/Main.hs new file mode 100644 index 0000000000000000000000000000000000000000..a61b010c7b8ed192ea03411f4ba8d79c9f19158c --- /dev/null +++ b/power_of_heroes/haskell_tests/Main.hs @@ -0,0 +1,41 @@ + +module Main where +import Test.HUnit + +--Program start +sumOfPower :: [Int] -> Int +sumOfPower nums = undefined + +--Program end + +-- Test cases + +test1 :: Test +test1 = TestCase (assertEqual "for (sumOfPower [2,1,4])," 141 (sumOfPower [2,1,4])) + +test2 :: Test +test2 = TestCase (assertEqual "for (sumOfPower [1,1,1])," 7 (sumOfPower [1,1,1])) + +test3 :: Test +test3 = TestCase (assertEqual "for (sumOfPower [35460, 135703, 190258, 389245, 506186, 537357, 551970, 565000, 718608, 905733, 934009, 1029612, 1050852, 1069149, 1247128, 1262499, 1400416, 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990902579, 990927911, 990992307, 991135146, 991147427, 991322426, 991372727, 991384081, 991437010, 991484651, 991495049, 991518435, 991566385, 991581504, 991694671, 991708242, 991722445, 991741216, 991932140, 991960276, 992039174, 992058265, 992067080, 992087990, 992248025, 992441660, 992474588, 992492283, 992496814, 992506961, 992522157, 992556199, 992564805, 992568650, 992762211, 992800819, 992803562, 992816874, 992940606, 993083167, 993086139, 993222130, 993232563, 993249882, 993324204, 993347882, 993417187, 993455798, 993497075, 993526028, 993646552, 993662799, 993712090, 993942444, 993951343, 993998148, 994011427, 994042717, 994094187, 994220462, 994344636, 994467882, 994476983, 994499771, 994550033, 994562822, 994593060, 994625583, 994632421, 994675282, 994748084, 994752214, 994752384, 994797016, 994816922, 995006501, 995057109, 995064898, 995182175, 995205928, 995240162, 995247739, 995309401, 995332657, 995396237, 995471875, 995475044, 995499646, 995529489, 995554960, 995615108, 995628698, 995639912, 995772882, 995775040, 995807286, 995815590, 995934569, 996013392, 996013985, 996019293, 996045115, 996084378, 996119859, 996205658, 996276342, 996293793, 996387838, 996414900, 996436717, 996438425, 996549824, 996581539, 996595629, 996622085, 996862763, 996875699, 997008820, 997062791, 997079909, 997112916, 997274564, 997279671, 997371911, 997419066, 997519281, 997552182, 997639528, 997957436, 998031852, 998077388, 998112846, 998270834, 998276498, 998351429, 998351700, 998418151, 998419365, 998582717, 998599335, 998614179, 998744709, 998845996, 998924747, 998926746, 998985227, 999036055, 999041296, 999050866, 999057669, 999135771, 999171074, 999175640, 999240271, 999245698, 999258857, 999357641, 999427223, 999440002, 999445646, 999482007, 999517901, 999533579, 999732690, 999782927, 999784312, 999822630, 999959026])) + +test4 :: Test +test4 = TestCase (assertEqual "for (sumOfPower [2951, 29718, 31260, 46174, 65407, 69780, 109295, 114390, 120320, 134566, 162275, 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999984614])) + +test5 :: Test +test5 = TestCase (assertEqual "for (sumOfPower [163878, 3883311, 7671946, 10155068, 11506868, 12214118, 17912831, 17946746, 24925815, 27821765, 33263479, 33984409, 35107056, 36681971, 37570453, 37811431, 41642364, 42917276, 44028353, 46647835, 48966514, 49337102, 49723352, 55181822, 56754962, 58362965, 58620335, 59032549, 59035247, 60629942, 60952536, 61932367, 62157709, 69476835, 76524557, 79457210, 81412332, 86417129, 94671673, 98844104, 98877412, 100405124, 104737605, 107319221, 108943752, 111690888, 112481924, 123321700, 124331043, 124741977, 124989500, 127427187, 128698879, 130587686, 132116147, 135942884, 136692665, 137670173, 141925089, 142712198, 143959702, 152841936, 155674153, 159088455, 159132860, 159695246, 160640342, 161123171, 163910424, 171213622, 173178243, 173640547, 176102827, 177322460, 181112415, 181509900, 184950811, 186190467, 187405432, 188388727, 188890898, 194596288, 194740511, 202138194, 212178858, 218462788, 219142279, 222431433, 222644453, 225013449, 227650826, 229811708, 230235065, 232429538, 232806225, 233581016, 237124228, 237737037, 240370693, 240563890, 240617513, 242638869, 250418785, 253487860, 255157640, 256623770, 259344373, 266556773, 267326787, 267847047, 268071311, 270336178, 271416965, 272087759, 272839344, 274013603, 276003800, 278686620, 282788417, 284591910, 285904073, 291782085, 291948352, 292320396, 294248168, 299785115, 303547294, 306833823, 306851528, 310709631, 317382493, 318595257, 320049439, 320184100, 323517335, 324087036, 325382682, 328152316, 329497015, 332801131, 332847834, 333493930, 335982792, 336206358, 339498393, 340240896, 340251357, 345467593, 347265920, 349628600, 349974297, 355395009, 359929742, 362222724, 364542437, 365054660, 369719042, 374337541, 376258868, 377466579, 382330679, 382745202, 387404337, 388641259, 389877709, 390494294, 390511648, 397361485, 401852059, 403100824, 403408629, 404286859, 406552571, 412670977, 413238565, 416216929, 417883276, 418090837, 418826796, 424700759, 426298758, 428509525, 435669330, 437123476, 438921713, 442941154, 449116637, 450504229, 451512843, 454970440, 455202499, 459952125, 463442901, 465264013, 468360025, 471897623, 472532121, 480447525, 482566238, 485003768, 488977519, 490118805, 491374730, 493963236, 495530373, 499614056, 499859129, 501096897, 501164549, 505058676, 507196135, 507498423, 512973186, 516471208, 520493427, 521969403, 523155398, 524516111, 525947686, 526965813, 530062448, 544612797, 545932450, 549313495, 555590363, 561062655, 570462822, 573108275, 573822769, 578076171, 578089887, 578365714, 583582332, 586855683, 587580347, 590670814, 598083730, 598932742, 600198270, 603395679, 606149689, 612537090, 614385043, 615154372, 619483135, 637578145, 639254383, 641296884, 641948720, 643999963, 644954207, 645893613, 646392979, 647142180, 648638075, 655673372, 658451423, 659036510, 660613077, 661186067, 661847813, 668790523, 675403230, 677844149, 678523969, 682193434, 689572057, 694604926, 694999816, 698577889, 703900709, 705063141, 707292799, 711083873, 711170057, 712881803, 717840394, 727953136, 732638721, 734749982, 738221671, 738278894, 738695602, 739241877, 740560688, 743134914, 743364703, 747606329, 747663709, 751371430, 753345841, 754816446, 756129765, 762687238, 764133347, 769931992, 770292237, 770729947, 773473969, 773693289, 775005898, 776664887, 778445188, 790496268, 792847633, 805099179, 807999242, 808183115, 808807927, 810336955, 812678794, 813298262, 814164006, 815161378, 816195733, 818682620, 821253726, 826426763, 830039002, 830657424, 834782903, 837693446, 840160969, 840291651, 848231050, 849162046, 851009758, 851550561, 855998017, 857265699, 862530441, 865630075, 868659184, 868762729, 874408324, 877629388, 881127351, 882111371, 886141446, 886227035, 886463705, 886865184, 889083041, 889944301, 892080862, 895310853, 902904165, 907422502, 910395211, 913962902, 920156121, 923248803, 927406650, 930364351, 937411638, 937439560, 943277477, 943779656, 954258009, 954327576, 956795964, 958063012, 958827373, 960330865, 962103338, 962349086, 963076323, 969768947, 977691999, 979000428, 982003618, 983289245, 983865174, 986040646, 987270803, 993389788, 993811034, 998557227])," 940256057 (sumOfPower [163878, 3883311, 7671946, 10155068, 11506868, 12214118, 17912831, 17946746, 24925815, 27821765, 33263479, 33984409, 35107056, 36681971, 37570453, 37811431, 41642364, 42917276, 44028353, 46647835, 48966514, 49337102, 49723352, 55181822, 56754962, 58362965, 58620335, 59032549, 59035247, 60629942, 60952536, 61932367, 62157709, 69476835, 76524557, 79457210, 81412332, 86417129, 94671673, 98844104, 98877412, 100405124, 104737605, 107319221, 108943752, 111690888, 112481924, 123321700, 124331043, 124741977, 124989500, 127427187, 128698879, 130587686, 132116147, 135942884, 136692665, 137670173, 141925089, 142712198, 143959702, 152841936, 155674153, 159088455, 159132860, 159695246, 160640342, 161123171, 163910424, 171213622, 173178243, 173640547, 176102827, 177322460, 181112415, 181509900, 184950811, 186190467, 187405432, 188388727, 188890898, 194596288, 194740511, 202138194, 212178858, 218462788, 219142279, 222431433, 222644453, 225013449, 227650826, 229811708, 230235065, 232429538, 232806225, 233581016, 237124228, 237737037, 240370693, 240563890, 240617513, 242638869, 250418785, 253487860, 255157640, 256623770, 259344373, 266556773, 267326787, 267847047, 268071311, 270336178, 271416965, 272087759, 272839344, 274013603, 276003800, 278686620, 282788417, 284591910, 285904073, 291782085, 291948352, 292320396, 294248168, 299785115, 303547294, 306833823, 306851528, 310709631, 317382493, 318595257, 320049439, 320184100, 323517335, 324087036, 325382682, 328152316, 329497015, 332801131, 332847834, 333493930, 335982792, 336206358, 339498393, 340240896, 340251357, 345467593, 347265920, 349628600, 349974297, 355395009, 359929742, 362222724, 364542437, 365054660, 369719042, 374337541, 376258868, 377466579, 382330679, 382745202, 387404337, 388641259, 389877709, 390494294, 390511648, 397361485, 401852059, 403100824, 403408629, 404286859, 406552571, 412670977, 413238565, 416216929, 417883276, 418090837, 418826796, 424700759, 426298758, 428509525, 435669330, 437123476, 438921713, 442941154, 449116637, 450504229, 451512843, 454970440, 455202499, 459952125, 463442901, 465264013, 468360025, 471897623, 472532121, 480447525, 482566238, 485003768, 488977519, 490118805, 491374730, 493963236, 495530373, 499614056, 499859129, 501096897, 501164549, 505058676, 507196135, 507498423, 512973186, 516471208, 520493427, 521969403, 523155398, 524516111, 525947686, 526965813, 530062448, 544612797, 545932450, 549313495, 555590363, 561062655, 570462822, 573108275, 573822769, 578076171, 578089887, 578365714, 583582332, 586855683, 587580347, 590670814, 598083730, 598932742, 600198270, 603395679, 606149689, 612537090, 614385043, 615154372, 619483135, 637578145, 639254383, 641296884, 641948720, 643999963, 644954207, 645893613, 646392979, 647142180, 648638075, 655673372, 658451423, 659036510, 660613077, 661186067, 661847813, 668790523, 675403230, 677844149, 678523969, 682193434, 689572057, 694604926, 694999816, 698577889, 703900709, 705063141, 707292799, 711083873, 711170057, 712881803, 717840394, 727953136, 732638721, 734749982, 738221671, 738278894, 738695602, 739241877, 740560688, 743134914, 743364703, 747606329, 747663709, 751371430, 753345841, 754816446, 756129765, 762687238, 764133347, 769931992, 770292237, 770729947, 773473969, 773693289, 775005898, 776664887, 778445188, 790496268, 792847633, 805099179, 807999242, 808183115, 808807927, 810336955, 812678794, 813298262, 814164006, 815161378, 816195733, 818682620, 821253726, 826426763, 830039002, 830657424, 834782903, 837693446, 840160969, 840291651, 848231050, 849162046, 851009758, 851550561, 855998017, 857265699, 862530441, 865630075, 868659184, 868762729, 874408324, 877629388, 881127351, 882111371, 886141446, 886227035, 886463705, 886865184, 889083041, 889944301, 892080862, 895310853, 902904165, 907422502, 910395211, 913962902, 920156121, 923248803, 927406650, 930364351, 937411638, 937439560, 943277477, 943779656, 954258009, 954327576, 956795964, 958063012, 958827373, 960330865, 962103338, 962349086, 963076323, 969768947, 977691999, 979000428, 982003618, 983289245, 983865174, 986040646, 987270803, 993389788, 993811034, 998557227])) + +test6 :: Test +test6 = TestCase (assertEqual "for (sumOfPower [5671, 6428, 7074, 19019, 44712, 51914, 68918, 71162, 83403, 85177, 103639, 105417, 120445, 123894, 124219, 127659, 143936, 154595, 160687, 180379, 194494, 223154, 253359, 280148, 285357, 305556, 324032, 339594, 354082, 357249, 359325, 365765, 390323, 391559, 392340, 410647, 438476, 441661, 446945, 465521, 469816, 481432, 490645, 510554, 521537, 522039, 544864, 547982, 549901, 552670, 555095, 566275, 580442, 594371, 603110, 612940, 689757, 711780, 721088, 732750, 733627, 740930, 743689, 749707, 756696, 760425, 769612, 800398, 819843, 821089, 835316, 838001, 838866, 839820, 842537, 850767, 853919, 854220, 854854, 858732, 861980, 862583, 867790, 888729, 890360, 894431, 901298, 901540, 909880, 913084, 924080, 943314, 951616, 952529, 970611, 1007184, 1012502, 1015607, 1016029, 1024893, 1024939, 1031924, 1054148, 1062074, 1068003, 1075783, 1077511, 1088151, 1098903, 1101175, 1106271, 1110611, 1111178, 1142610, 1177885, 1179565, 1181595, 1201581, 1215804, 1226970, 1227645, 1229292, 1231073, 1261572, 1261748, 1282274, 1297408, 1317120, 1318069, 1321773, 1356607, 1399975, 1412375, 1416000, 1417140, 1428674, 1449616, 1456181, 1461545, 1476143, 1489549, 1494898, 1509418, 1528373, 1538854, 1540772, 1540946, 1545228, 1553824, 1559440, 1579239, 1585533, 1587831, 1589982, 1593659, 1605306, 1609542, 1628202, 1667875, 1691638, 1693820, 1717391, 1719909, 1774153, 1793965, 1794107, 1804875, 1818405, 1819524, 1828776, 1834107, 1838984, 1863589, 1867964, 1868494, 1872582, 1895723, 1897469, 1921067, 1943508, 1958270, 1962695, 1980786, 2018294, 2031159, 2066990, 2075303, 2094147, 2096599, 2105602, 2121498, 2122662, 2144000, 2153924, 2154562, 2161255, 2174122, 2184044, 2221222, 2228512, 2242807, 2252859, 2259375, 2272957, 2279583, 2300772, 2305638, 2325441, 2333374, 2333508, 2334493, 2336860, 2361002, 2375449, 2384265, 2394609, 2398269, 2401041, 2406046, 2409678, 2447940, 2458488, 2459936, 2471871, 2493602, 2499921, 2503959, 2507859, 2511555, 2515987, 2532570, 2534503, 2545573, 2561619, 2565749, 2643815, 2652010, 2679939, 2689191, 2706796, 2710501, 2722081, 2733199, 2739063, 2742932, 2763004, 2782012, 2792075, 2795689, 2795814, 2830480, 2834968, 2860717, 2862348, 2864618, 2870950, 2878838, 2879444, 2902094, 2906838, 2941896, 2960090, 2966262, 2971290, 2984446, 2992184, 3000013, 3002807, 3003971, 3018589, 3027406, 3033885, 3042657, 3046245, 3047259, 3047689, 3048367, 3058266, 3066704, 3076333, 3078491, 3078995, 3103672, 3106019, 3107786, 3134217, 3162861, 3166745, 3189542, 3201433, 3204326, 3217048, 3227778, 3230090, 3232795, 3249078, 3250174, 3251173, 3326438, 3331622, 3335492, 3351602, 3373833, 3378460, 3378544, 3390139, 3416109, 3417336, 3429462, 3455203, 3461166, 3478425, 3481136, 3489528, 3495268, 3497083, 3547205, 3548181, 3555527, 3556646, 3558908, 3568056, 3573829, 3591321, 3595485, 3598047, 3600509, 3621811, 3638095, 3661758, 3670533, 3689267, 3702971, 3708182, 3722261, 3743723, 3770150, 3774455, 3787574, 3797671, 3801009, 3810781, 3811589, 3815876, 3820811, 3822621, 3822921, 3858387, 3859858, 3864936, 3868957, 3887121, 3889782, 3896334, 3902463, 3912677, 3912897, 3932223, 3953160, 3968064, 3975334, 3985949, 3990042, 3990985, 3993645, 4001029, 4012108, 4012732, 4028691, 4029853, 4042513, 4077265, 4085726, 4101238, 4103277, 4111989, 4132571, 4142212, 4148986, 4152149, 4173262, 4182636, 4189222, 4199230, 4199624, 4199865, 4218801, 4227563, 4230903, 4234788, 4255460, 4270723, 4282418, 4306670, 4307427, 4314909, 4324647, 4324797, 4343240, 4353293, 4385965, 4387413, 4393890, 4411125, 4414308, 4443375, 4450709, 4451530, 4458167, 4470254, 4493382, 4531243, 4537158, 4540899, 4563511, 4563674, 4571154, 4575337, 4577511, 4600774, 4608068, 4611013, 4646462, 4653990, 4656851, 4701907, 4711061, 4723913, 4743590, 4753828, 4758861, 4770022, 4809490, 4809875, 4822331, 4846235, 4848406, 4853310, 4877501, 4884603, 4888257, 4893636, 4936667, 4941756, 4982034, 4990688, 4993878, 5017182, 5030304, 5042225, 5052701, 5063955, 5079588, 5086886, 5088258, 5088282, 5097446, 5099808, 5102836, 5103305, 5114193, 5119397, 5132847, 5144337, 5148176, 5149556, 5172544, 5175987, 5197653, 5207114, 5211090, 5218091, 5226850, 5230287, 5236238, 5238064, 5238125, 5248260, 5261265, 5273007, 5283514, 5288344, 5313735, 5320315, 5350434, 5355554, 5364520, 5366289, 5369817, 5372391, 5380712, 5381449, 5381971, 5382248, 5409854, 5416534, 5458011, 5464449, 5464609, 5471400, 5500314, 5500765, 5506998, 5540324, 5556357, 5560907, 5562596, 5611676, 5630487, 5630739, 5689086, 5697917, 5720819, 5741073, 5777917, 5786062, 5788687, 5794974, 5845363, 5874163, 5943261, 5958896, 5977173, 5983009, 6026049, 6027800, 6063509, 6067906, 6074822, 6086361, 6089742, 6113051, 6114426, 6117621, 6141074, 6152848, 6157908, 6162392, 6181144, 6190383, 6202276, 6207116, 6210993, 6211182, 6235833, 6240010, 6246111, 6251214, 6259982, 6271296, 6278672, 6280310, 6293499, 6322024, 6335604, 6339886, 6359094, 6366839, 6373071, 6387705, 6399504, 6405876, 6410602, 6488523, 6495499, 6524809, 6540270, 6562643, 6578969, 6595195, 6595543, 6598421, 6604459, 6640734, 6652882, 6653296, 6653678, 6712257, 6719924, 6727788, 6750743, 6756913, 6758282, 6761979, 6774389, 6778967, 6780158, 6785166, 6787337, 6793624, 6799851, 6819247, 6831772, 6833126, 6836429, 6839670, 6839681, 6861234, 6865866, 6868776, 6894625, 6907217, 6908430, 6914825, 6963776, 6966233, 6991057, 6995371, 7001451, 7033725, 7045929, 7047257, 7054360, 7068329, 7072413, 7083486, 7084313, 7092451, 7096583, 7124748, 7155333, 7192467, 7193798, 7200450, 7212055, 7215567, 7241005, 7247583, 7253856, 7258261, 7263362, 7287496, 7295145, 7297212, 7304435, 7313199, 7323146, 7342056, 7365320, 7368434, 7398406, 7398950, 7402987, 7408317, 7416999, 7423135, 7426314, 7428010, 7438430, 7453174, 7457892, 7478396, 7481351, 7510367, 7515258, 7538035, 7552132, 7575367, 7578227, 7600924, 7622266, 7627321, 7640703, 7657896, 7663413, 7664542, 7684840, 7700536, 7743877, 7745635, 7767983, 7773727, 7774190, 7776106, 7776125, 7791549, 7805993, 7808201, 7842519, 7852844, 7865763, 7870098, 7870791, 7887361, 7943160, 7957032, 7963081, 7997660, 8003428, 8039477, 8040975, 8059790, 8072292, 8076345, 8080362, 8088082, 8091224, 8099335, 8107365, 8116189, 8117217, 8123006, 8136967, 8138672, 8138982, 8144580, 8164392, 8201357, 8206641, 8208500, 8228760, 8229165, 8237471, 8252246, 8253243, 8271299, 8295185, 8299472, 8333906, 8341365, 8352051, 8358729, 8375372, 8379698, 8408438, 8439305, 8465391, 8466969, 8500879, 8507049, 8508491, 8516280, 8528713, 8555313, 8556868, 8584290, 8596085, 8621993, 8626891, 8636250, 8637617, 8641263, 8645633, 8648698, 8705823, 8755987, 8760874, 8766842, 8784828, 8815489, 8826845, 8827301, 8858964, 8865905, 8880577, 8904755, 8913176, 8924306, 8924718, 8942391, 8943107, 8943762, 8944554, 8944991, 8967278, 9014394, 9025175, 9045657, 9052992, 9056030, 9066815, 9078786, 9090209, 9101894, 9110776, 9120300, 9121512, 9123952, 9130199, 9133951, 9151746, 9159678, 9189535, 9215588, 9228365, 9241614, 9267706, 9277587, 9280006, 9292879, 9336444, 9343231, 9347908, 9349313, 9422383, 9428605, 9430059, 9453441, 9494806, 9494926, 9505419, 9521719, 9525868, 9530594, 9536142, 9545638, 9552867, 9558462, 9570551, 9571374, 9604676, 9637626, 9649837, 9676593, 9689497, 9696082, 9710690, 9717575, 9727813, 9728539, 9728550, 9736738, 9756471, 9766339, 9771854, 9777361, 9786312, 9836237, 9844353, 9863350, 9865723, 9867683, 9876350, 9887529, 9890800, 9897972, 9901891, 9915292, 9938663, 9949406, 9984526, 9986779, 9988309, 10007803, 10008901, 10028974, 10036220, 10054625, 10060460, 10061009, 10065384, 10089574, 10097624, 10107815, 10129364, 10129858, 10138718, 10167379, 10168700, 10175984, 10181641, 10200768, 10202317, 10223759, 10226858, 10238557, 10246994, 10255032, 10273922, 10292976, 10302269, 10303491, 10322623, 10325046, 10329728, 10334402, 10341392, 10358371, 10358375, 10388172, 10397770, 10435821, 10440994, 10441277, 10445454, 10456681, 10466050, 10471230, 10500882, 10506454, 10521007, 10525616, 10530744, 10555719, 10557373, 10573355, 10587018, 10599003, 10602116, 10609399, 10612089, 10649138, 10655177, 10658012, 10676681, 10683771, 10723857, 10743987, 10746354, 10761591, 10768972, 10770267, 10776056, 10785234, 10790921, 10791745, 10798466, 10804634, 10815838, 10822819, 10835723, 10857995, 10858358, 10873100, 10879661, 10894307, 10894773, 10895088, 10903204, 10910461, 10918253, 10918556, 10923380, 10936579, 10955095, 10970322, 10973569, 10976792, 10990067, 10993600, 10997737, 10998685, 10999619, 11015812, 11016607, 11049105, 11064937, 11075095, 11076789, 11079561, 11080970, 11081615, 11085089, 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999736368, 999749579, 999882571, 999901544])) + + +-- Grouping test cases +tests :: Test +tests = TestList [TestLabel "Test1" test1, TestLabel "Test2" test2, TestLabel "Test3" test3, TestLabel "Test4" test4, TestLabel "Test5" test5, TestLabel "Test6" test6] + +-- Running the tests +main :: IO Counts +main = runTestTT tests diff --git a/power_of_heroes/java_tests/Main.java b/power_of_heroes/java_tests/Main.java new file mode 100644 index 0000000000000000000000000000000000000000..1003661cab2a8cf8604ccb1a25b01415cf464f7b --- /dev/null +++ b/power_of_heroes/java_tests/Main.java @@ -0,0 +1,20 @@ + +import static org.junit.jupiter.api.Assertions.*; +import org.junit.jupiter.api.Test; +import java.util.List; +import java.util.Arrays; +public class Main { + //Program start + + //Program end + + @Test +public void test1() { + assertEquals(141, sumOfPower(Arrays.asList(2,1,4))); +} +@Test +public void test2() { + assertEquals(7, sumOfPower(Arrays.asList(1,1,1))); +} + +} diff --git a/power_of_heroes/meta.json b/power_of_heroes/meta.json new file mode 100644 index 0000000000000000000000000000000000000000..6dee8cfb24be31d07fb5fe2b52d047dfe0f3ad99 --- /dev/null +++ b/power_of_heroes/meta.json @@ -0,0 +1,190594 @@ +{ + "id": 2784, + "name": "power_of_heroes", + "difficulty": "Hard", + "link": "https://leetcode.com/problems/power-of-heroes/", + "date": "2023-04-29 00:00:00", + "task_description": "You are given a **0-indexed** integer array `nums` representing the strength of some heroes. The power of a group of heroes is defined as follows: Let `i0`, `i1`, ... ,`ik` be the indices of the heroes in a group. Then, the power of this group is `max(nums[i0], nums[i1], ... ,nums[ik])2 * min(nums[i0], nums[i1], ... ,nums[ik])`. Return _the sum of the **power** of all **non-empty** groups of heroes possible._ Since the sum could be very large, return it **modulo** `109 + 7`. **Example 1:** ``` **Input:** nums = [2,1,4] **Output:** 141 **Explanation:** 1st group: [2] has power = 22 * 2 = 8. 2nd group: [1] has power = 12 * 1 = 1. 3rd group: [4] has power = 42 * 4 = 64. 4th group: [2,1] has power = 22 * 1 = 4. 5th group: [2,4] has power = 42 * 2 = 32. 6th group: [1,4] has power = 42 * 1 = 16. ​​​​​​​7th group: [2,1,4] has power = 42​​​​​​​ * 1 = 16. The sum of powers of all groups is 8 + 1 + 64 + 4 + 32 + 16 + 16 = 141. ``` **Example 2:** ``` **Input:** nums = [1,1,1] **Output:** 7 **Explanation:** A total of 7 groups are possible, and the power of each group will be 1. Therefore, the sum of the powers of all groups is 7. ``` **Constraints:** `1 <= nums.length <= 105` `1 <= nums[i] <= 109`", + "public_test_cases": [ + { + "label": "Example 1", + "input": "nums = [2,1,4]", + "output": "141 " + }, + { + "label": "Example 2", + "input": "nums = [1,1,1]", + "output": "7 " + } + ], + "private_test_cases": [ + { + "input": [ + 35460, + 135703, + 190258, + 389245, + 506186, + 537357, + 551970, + 565000, + 718608, + 905733, + 934009, + 1029612, + 1050852, + 1069149, + 1247128, + 1262499, + 1400416, + 1431114, + 1441171, + 1486981, + 1501224, + 1539041, + 1569641, + 1694751, + 1771531, + 1856918, + 2009771, + 2025212, + 2113220, + 2195200, + 2218368, + 2322018, + 2437220, + 2460828, + 2681563, + 2702484, + 2751547, + 2763735, + 2802435, + 2869070, + 2935904, + 3040892, + 3082524, + 3088708, + 3111065, + 3121177, + 3164821, + 3288527, + 3306188, + 3359631, + 3361623, + 3382376, + 3460668, + 3471821, + 3511437, + 3553024, + 3608582, + 3636917, + 3646532, + 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"haskell_template": "sumOfPower :: [Int] -> Int\nsumOfPower nums ", + "ocaml_template": "let sumOfPower (nums: int list) : int = ", + "scala_template": "def sumOfPower(nums: List[Int]): Int = { \n \n}", + "java_template": "class Solution {\n public int sumOfPower(int[] nums) {\n \n }\n}", + "python_template": "class Solution(object):\n def sumOfPower(self, nums):\n \"\"\"\n :type nums: List[int]\n :rtype: int\n \"\"\"\n " +} \ No newline at end of file diff --git a/power_of_heroes/ocaml_tests/main.ml b/power_of_heroes/ocaml_tests/main.ml new file mode 100644 index 0000000000000000000000000000000000000000..201bbb459f025ebc6d40d57746039552eb979b2e --- /dev/null +++ b/power_of_heroes/ocaml_tests/main.ml @@ -0,0 +1,42 @@ + +module Main = struct + open OUnit2 + + (* Program start *) + let sumOfPower (nums: int list) : int = failwith "Not implemented" + + (* Program end *) + + (* Test cases *) + +let test1 _ = assert_equal 141 (sumOfPower [2;1;4]) + +let test2 _ = assert_equal 7 (sumOfPower [1;1;1]) + +let test3 _ = assert_equal 7 (sumOfPower [35460; 135703; 190258; 389245; 506186; 537357; 551970; 565000; 718608; 905733; 934009; 1029612; 1050852; 1069149; 1247128; 1262499; 1400416; 1431114; 1441171; 1486981; 1501224; 1539041; 1569641; 1694751; 1771531; 1856918; 2009771; 2025212; 2113220; 2195200; 2218368; 2322018; 2437220; 2460828; 2681563; 2702484; 2751547; 2763735; 2802435; 2869070; 2935904; 3040892; 3082524; 3088708; 3111065; 3121177; 3164821; 3288527; 3306188; 3359631; 3361623; 3382376; 3460668; 3471821; 3511437; 3553024; 3608582; 3636917; 3646532; 3844872; 3879936; 3955210; 4039999; 4118190; 4170024; 4220740; 4300740; 4319610; 4358240; 4360198; 4361115; 4361496; 4473281; 4489827; 4748616; 4790585; 4878539; 4893156; 4915350; 5018864; 5076791; 5112077; 5172938; 5203946; 5284922; 5296114; 5312499; 5352105; 5384154; 5462663; 5465565; 5576300; 5589290; 5603926; 5656960; 5734072; 5740840; 5743772; 5812036; 5978283; 6094675; 6182385; 6212832; 6230751; 6309481; 6419466; 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994797016; 994816922; 995006501; 995057109; 995064898; 995182175; 995205928; 995240162; 995247739; 995309401; 995332657; 995396237; 995471875; 995475044; 995499646; 995529489; 995554960; 995615108; 995628698; 995639912; 995772882; 995775040; 995807286; 995815590; 995934569; 996013392; 996013985; 996019293; 996045115; 996084378; 996119859; 996205658; 996276342; 996293793; 996387838; 996414900; 996436717; 996438425; 996549824; 996581539; 996595629; 996622085; 996862763; 996875699; 997008820; 997062791; 997079909; 997112916; 997274564; 997279671; 997371911; 997419066; 997519281; 997552182; 997639528; 997957436; 998031852; 998077388; 998112846; 998270834; 998276498; 998351429; 998351700; 998418151; 998419365; 998582717; 998599335; 998614179; 998744709; 998845996; 998924747; 998926746; 998985227; 999036055; 999041296; 999050866; 999057669; 999135771; 999171074; 999175640; 999240271; 999245698; 999258857; 999357641; 999427223; 999440002; 999445646; 999482007; 999517901; 999533579; 999732690; 999782927; 999784312; 999822630; 999959026]) + +let test4 _ = assert_equal 7 (sumOfPower [2951; 29718; 31260; 46174; 65407; 69780; 109295; 114390; 120320; 134566; 162275; 189129; 191457; 201017; 262645; 273780; 279363; 297334; 302077; 313960; 324644; 332571; 344145; 349657; 351697; 353386; 370316; 375863; 381324; 422512; 436085; 462326; 469110; 536428; 572635; 587875; 598729; 624360; 643673; 648117; 662860; 670707; 706392; 725293; 727721; 749860; 767893; 782794; 789361; 815330; 817202; 886624; 890326; 894087; 901829; 907383; 908107; 948210; 957664; 963776; 971809; 978845; 984432; 986180; 1013121; 1040406; 1053024; 1065354; 1072786; 1093383; 1105574; 1130599; 1130961; 1132836; 1194412; 1201535; 1205534; 1227301; 1262641; 1299626; 1314258; 1316615; 1317300; 1332674; 1355941; 1390142; 1401480; 1410412; 1459360; 1460663; 1472916; 1496835; 1511608; 1525370; 1534163; 1542915; 1551301; 1555896; 1564961; 1587879; 1626138; 1657848; 1675033; 1695669; 1732590; 1733266; 1756610; 1776643; 1781229; 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995591934; 995611166; 995622929; 995623136; 995625219; 995628903; 995632089; 995637244; 995643939; 995646013; 995650631; 995662235; 995709818; 995710735; 995717757; 995739534; 995741743; 995742055; 995749468; 995782082; 995783008; 995784188; 995806758; 995817550; 995818185; 995818898; 995836861; 995839559; 995839911; 995852220; 995855028; 995857520; 995859754; 995861063; 995866570; 995871308; 995880459; 995931854; 995935928; 995944547; 995948037; 995948411; 995954739; 995981154; 995988018; 996016621; 996016709; 996022168; 996022329; 996026088; 996048458; 996082783; 996125534; 996137606; 996153716; 996156016; 996159410; 996184002; 996215636; 996218013; 996221322; 996249144; 996271171; 996281529; 996286943; 996291221; 996301465; 996308202; 996311548; 996321872; 996328949; 996351483; 996369086; 996374281; 996388157; 996388668; 996421126; 996429623; 996458428; 996467379; 996467919; 996479662; 996507877; 996531717; 996539085; 996550610; 996555762; 996564932; 996590051; 996600560; 996625528; 996627080; 996661865; 996673270; 996689176; 996692691; 996700247; 996712428; 996715306; 996747239; 996753592; 996768545; 996782216; 996795586; 996799957; 996818781; 996845876; 996860188; 996860848; 996868408; 996882418; 996892132; 996916666; 996921807; 996935858; 996938869; 996941666; 996957680; 996961893; 996963112; 997000623; 997018728; 997054611; 997059021; 997059269; 997100959; 997107697; 997115311; 997139700; 997188496; 997200072; 997264515; 997267077; 997268715; 997287082; 997289597; 997316614; 997329310; 997332926; 997342189; 997343483; 997352013; 997355560; 997359911; 997401447; 997410646; 997448731; 997469709; 997485140; 997485808; 997486291; 997498254; 997521384; 997545892; 997560976; 997568963; 997570713; 997571160; 997596192; 997626452; 997633124; 997635716; 997644486; 997658679; 997660670; 997665252; 997677697; 997695666; 997699849; 997747906; 997753555; 997756009; 997791179; 997793904; 997810194; 997828328; 997829787; 997834636; 997843016; 997882869; 997915440; 997925473; 997938775; 997940715; 997944319; 997949326; 997950079; 997963161; 997977503; 998013669; 998062035; 998082612; 998089729; 998107083; 998109347; 998112397; 998122393; 998129825; 998156619; 998176837; 998190011; 998206672; 998226595; 998264019; 998278923; 998296421; 998304497; 998317647; 998325677; 998329048; 998330504; 998359648; 998392463; 998401155; 998404923; 998424756; 998443043; 998458336; 998459288; 998462111; 998474815; 998491662; 998515029; 998533051; 998540729; 998544733; 998548201; 998569313; 998577817; 998591499; 998601610; 998611094; 998633299; 998635934; 998639012; 998646471; 998655264; 998667809; 998693543; 998707612; 998712320; 998716946; 998732339; 998739421; 998763128; 998772229; 998783737; 998790408; 998793465; 998813643; 998830664; 998834121; 998858722; 998928791; 998929365; 998943721; 998945843; 998947020; 998949795; 998972857; 998996433; 999000760; 999021961; 999022708; 999034530; 999051132; 999053881; 999059762; 999159451; 999162896; 999163569; 999185806; 999208891; 999219944; 999227851; 999281639; 999310190; 999320908; 999321491; 999324280; 999362620; 999366530; 999366918; 999375798; 999382109; 999384906; 999388979; 999399189; 999407259; 999409612; 999412688; 999425840; 999460496; 999492848; 999495671; 999523820; 999534957; 999546691; 999613541; 999626461; 999647589; 999652293; 999655834; 999687713; 999698180; 999711126; 999767267; 999773247; 999787169; 999789579; 999795153; 999803608; 999809162; 999811537; 999812386; 999827561; 999843432; 999854720; 999855757; 999863261; 999872531; 999881640; 999887558; 999892748; 999900397; 999902236; 999914530; 999938214; 999983500; 999984614]) + +let test5 _ = assert_equal 7 (sumOfPower [163878; 3883311; 7671946; 10155068; 11506868; 12214118; 17912831; 17946746; 24925815; 27821765; 33263479; 33984409; 35107056; 36681971; 37570453; 37811431; 41642364; 42917276; 44028353; 46647835; 48966514; 49337102; 49723352; 55181822; 56754962; 58362965; 58620335; 59032549; 59035247; 60629942; 60952536; 61932367; 62157709; 69476835; 76524557; 79457210; 81412332; 86417129; 94671673; 98844104; 98877412; 100405124; 104737605; 107319221; 108943752; 111690888; 112481924; 123321700; 124331043; 124741977; 124989500; 127427187; 128698879; 130587686; 132116147; 135942884; 136692665; 137670173; 141925089; 142712198; 143959702; 152841936; 155674153; 159088455; 159132860; 159695246; 160640342; 161123171; 163910424; 171213622; 173178243; 173640547; 176102827; 177322460; 181112415; 181509900; 184950811; 186190467; 187405432; 188388727; 188890898; 194596288; 194740511; 202138194; 212178858; 218462788; 219142279; 222431433; 222644453; 225013449; 227650826; 229811708; 230235065; 232429538; 232806225; 233581016; 237124228; 237737037; 240370693; 240563890; 240617513; 242638869; 250418785; 253487860; 255157640; 256623770; 259344373; 266556773; 267326787; 267847047; 268071311; 270336178; 271416965; 272087759; 272839344; 274013603; 276003800; 278686620; 282788417; 284591910; 285904073; 291782085; 291948352; 292320396; 294248168; 299785115; 303547294; 306833823; 306851528; 310709631; 317382493; 318595257; 320049439; 320184100; 323517335; 324087036; 325382682; 328152316; 329497015; 332801131; 332847834; 333493930; 335982792; 336206358; 339498393; 340240896; 340251357; 345467593; 347265920; 349628600; 349974297; 355395009; 359929742; 362222724; 364542437; 365054660; 369719042; 374337541; 376258868; 377466579; 382330679; 382745202; 387404337; 388641259; 389877709; 390494294; 390511648; 397361485; 401852059; 403100824; 403408629; 404286859; 406552571; 412670977; 413238565; 416216929; 417883276; 418090837; 418826796; 424700759; 426298758; 428509525; 435669330; 437123476; 438921713; 442941154; 449116637; 450504229; 451512843; 454970440; 455202499; 459952125; 463442901; 465264013; 468360025; 471897623; 472532121; 480447525; 482566238; 485003768; 488977519; 490118805; 491374730; 493963236; 495530373; 499614056; 499859129; 501096897; 501164549; 505058676; 507196135; 507498423; 512973186; 516471208; 520493427; 521969403; 523155398; 524516111; 525947686; 526965813; 530062448; 544612797; 545932450; 549313495; 555590363; 561062655; 570462822; 573108275; 573822769; 578076171; 578089887; 578365714; 583582332; 586855683; 587580347; 590670814; 598083730; 598932742; 600198270; 603395679; 606149689; 612537090; 614385043; 615154372; 619483135; 637578145; 639254383; 641296884; 641948720; 643999963; 644954207; 645893613; 646392979; 647142180; 648638075; 655673372; 658451423; 659036510; 660613077; 661186067; 661847813; 668790523; 675403230; 677844149; 678523969; 682193434; 689572057; 694604926; 694999816; 698577889; 703900709; 705063141; 707292799; 711083873; 711170057; 712881803; 717840394; 727953136; 732638721; 734749982; 738221671; 738278894; 738695602; 739241877; 740560688; 743134914; 743364703; 747606329; 747663709; 751371430; 753345841; 754816446; 756129765; 762687238; 764133347; 769931992; 770292237; 770729947; 773473969; 773693289; 775005898; 776664887; 778445188; 790496268; 792847633; 805099179; 807999242; 808183115; 808807927; 810336955; 812678794; 813298262; 814164006; 815161378; 816195733; 818682620; 821253726; 826426763; 830039002; 830657424; 834782903; 837693446; 840160969; 840291651; 848231050; 849162046; 851009758; 851550561; 855998017; 857265699; 862530441; 865630075; 868659184; 868762729; 874408324; 877629388; 881127351; 882111371; 886141446; 886227035; 886463705; 886865184; 889083041; 889944301; 892080862; 895310853; 902904165; 907422502; 910395211; 913962902; 920156121; 923248803; 927406650; 930364351; 937411638; 937439560; 943277477; 943779656; 954258009; 954327576; 956795964; 958063012; 958827373; 960330865; 962103338; 962349086; 963076323; 969768947; 977691999; 979000428; 982003618; 983289245; 983865174; 986040646; 987270803; 993389788; 993811034; 998557227]) + +let test6 _ = assert_equal 7 (sumOfPower [5671; 6428; 7074; 19019; 44712; 51914; 68918; 71162; 83403; 85177; 103639; 105417; 120445; 123894; 124219; 127659; 143936; 154595; 160687; 180379; 194494; 223154; 253359; 280148; 285357; 305556; 324032; 339594; 354082; 357249; 359325; 365765; 390323; 391559; 392340; 410647; 438476; 441661; 446945; 465521; 469816; 481432; 490645; 510554; 521537; 522039; 544864; 547982; 549901; 552670; 555095; 566275; 580442; 594371; 603110; 612940; 689757; 711780; 721088; 732750; 733627; 740930; 743689; 749707; 756696; 760425; 769612; 800398; 819843; 821089; 835316; 838001; 838866; 839820; 842537; 850767; 853919; 854220; 854854; 858732; 861980; 862583; 867790; 888729; 890360; 894431; 901298; 901540; 909880; 913084; 924080; 943314; 951616; 952529; 970611; 1007184; 1012502; 1015607; 1016029; 1024893; 1024939; 1031924; 1054148; 1062074; 1068003; 1075783; 1077511; 1088151; 1098903; 1101175; 1106271; 1110611; 1111178; 1142610; 1177885; 1179565; 1181595; 1201581; 1215804; 1226970; 1227645; 1229292; 1231073; 1261572; 1261748; 1282274; 1297408; 1317120; 1318069; 1321773; 1356607; 1399975; 1412375; 1416000; 1417140; 1428674; 1449616; 1456181; 1461545; 1476143; 1489549; 1494898; 1509418; 1528373; 1538854; 1540772; 1540946; 1545228; 1553824; 1559440; 1579239; 1585533; 1587831; 1589982; 1593659; 1605306; 1609542; 1628202; 1667875; 1691638; 1693820; 1717391; 1719909; 1774153; 1793965; 1794107; 1804875; 1818405; 1819524; 1828776; 1834107; 1838984; 1863589; 1867964; 1868494; 1872582; 1895723; 1897469; 1921067; 1943508; 1958270; 1962695; 1980786; 2018294; 2031159; 2066990; 2075303; 2094147; 2096599; 2105602; 2121498; 2122662; 2144000; 2153924; 2154562; 2161255; 2174122; 2184044; 2221222; 2228512; 2242807; 2252859; 2259375; 2272957; 2279583; 2300772; 2305638; 2325441; 2333374; 2333508; 2334493; 2336860; 2361002; 2375449; 2384265; 2394609; 2398269; 2401041; 2406046; 2409678; 2447940; 2458488; 2459936; 2471871; 2493602; 2499921; 2503959; 2507859; 2511555; 2515987; 2532570; 2534503; 2545573; 2561619; 2565749; 2643815; 2652010; 2679939; 2689191; 2706796; 2710501; 2722081; 2733199; 2739063; 2742932; 2763004; 2782012; 2792075; 2795689; 2795814; 2830480; 2834968; 2860717; 2862348; 2864618; 2870950; 2878838; 2879444; 2902094; 2906838; 2941896; 2960090; 2966262; 2971290; 2984446; 2992184; 3000013; 3002807; 3003971; 3018589; 3027406; 3033885; 3042657; 3046245; 3047259; 3047689; 3048367; 3058266; 3066704; 3076333; 3078491; 3078995; 3103672; 3106019; 3107786; 3134217; 3162861; 3166745; 3189542; 3201433; 3204326; 3217048; 3227778; 3230090; 3232795; 3249078; 3250174; 3251173; 3326438; 3331622; 3335492; 3351602; 3373833; 3378460; 3378544; 3390139; 3416109; 3417336; 3429462; 3455203; 3461166; 3478425; 3481136; 3489528; 3495268; 3497083; 3547205; 3548181; 3555527; 3556646; 3558908; 3568056; 3573829; 3591321; 3595485; 3598047; 3600509; 3621811; 3638095; 3661758; 3670533; 3689267; 3702971; 3708182; 3722261; 3743723; 3770150; 3774455; 3787574; 3797671; 3801009; 3810781; 3811589; 3815876; 3820811; 3822621; 3822921; 3858387; 3859858; 3864936; 3868957; 3887121; 3889782; 3896334; 3902463; 3912677; 3912897; 3932223; 3953160; 3968064; 3975334; 3985949; 3990042; 3990985; 3993645; 4001029; 4012108; 4012732; 4028691; 4029853; 4042513; 4077265; 4085726; 4101238; 4103277; 4111989; 4132571; 4142212; 4148986; 4152149; 4173262; 4182636; 4189222; 4199230; 4199624; 4199865; 4218801; 4227563; 4230903; 4234788; 4255460; 4270723; 4282418; 4306670; 4307427; 4314909; 4324647; 4324797; 4343240; 4353293; 4385965; 4387413; 4393890; 4411125; 4414308; 4443375; 4450709; 4451530; 4458167; 4470254; 4493382; 4531243; 4537158; 4540899; 4563511; 4563674; 4571154; 4575337; 4577511; 4600774; 4608068; 4611013; 4646462; 4653990; 4656851; 4701907; 4711061; 4723913; 4743590; 4753828; 4758861; 4770022; 4809490; 4809875; 4822331; 4846235; 4848406; 4853310; 4877501; 4884603; 4888257; 4893636; 4936667; 4941756; 4982034; 4990688; 4993878; 5017182; 5030304; 5042225; 5052701; 5063955; 5079588; 5086886; 5088258; 5088282; 5097446; 5099808; 5102836; 5103305; 5114193; 5119397; 5132847; 5144337; 5148176; 5149556; 5172544; 5175987; 5197653; 5207114; 5211090; 5218091; 5226850; 5230287; 5236238; 5238064; 5238125; 5248260; 5261265; 5273007; 5283514; 5288344; 5313735; 5320315; 5350434; 5355554; 5364520; 5366289; 5369817; 5372391; 5380712; 5381449; 5381971; 5382248; 5409854; 5416534; 5458011; 5464449; 5464609; 5471400; 5500314; 5500765; 5506998; 5540324; 5556357; 5560907; 5562596; 5611676; 5630487; 5630739; 5689086; 5697917; 5720819; 5741073; 5777917; 5786062; 5788687; 5794974; 5845363; 5874163; 5943261; 5958896; 5977173; 5983009; 6026049; 6027800; 6063509; 6067906; 6074822; 6086361; 6089742; 6113051; 6114426; 6117621; 6141074; 6152848; 6157908; 6162392; 6181144; 6190383; 6202276; 6207116; 6210993; 6211182; 6235833; 6240010; 6246111; 6251214; 6259982; 6271296; 6278672; 6280310; 6293499; 6322024; 6335604; 6339886; 6359094; 6366839; 6373071; 6387705; 6399504; 6405876; 6410602; 6488523; 6495499; 6524809; 6540270; 6562643; 6578969; 6595195; 6595543; 6598421; 6604459; 6640734; 6652882; 6653296; 6653678; 6712257; 6719924; 6727788; 6750743; 6756913; 6758282; 6761979; 6774389; 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999997957]) + +let test7 _ = assert_equal 7 (sumOfPower [83128; 106116; 114830; 143432; 149011; 225250; 381374; 510032; 515860; 563626; 637819; 648090; 652823; 696402; 716505; 900022; 908684; 1028190; 1034128; 1089546; 1113296; 1149390; 1165036; 1165064; 1168791; 1182859; 1187973; 1238257; 1254409; 1269436; 1313388; 1402060; 1412604; 1445560; 1486013; 1490364; 1566966; 1623833; 1647560; 1709299; 1803853; 1815076; 1837416; 1848884; 1881802; 1913113; 1950077; 1976657; 1995015; 2097587; 2157749; 2164807; 2245856; 2317251; 2324336; 2385110; 2386126; 2411502; 2556796; 2564093; 2633101; 2634438; 2714742; 2756196; 2797496; 2820251; 2822264; 2867023; 2949054; 2955268; 2957816; 2961936; 3008477; 3037294; 3064318; 3105791; 3141350; 3145909; 3220405; 3263014; 3265294; 3313630; 3407661; 3432445; 3471732; 3524462; 3529245; 3582118; 3699150; 3779819; 3793887; 3794376; 3856348; 3875884; 3906608; 3958738; 3961839; 3988021; 4049525; 4111913; 4175875; 4237548; 4258323; 4346726; 4350855; 4353343; 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994397634; 994416905; 994434226; 994487925; 994498561; 994637776; 994702448; 994923330; 994938144; 994983544; 994986292; 995107687; 995141976; 995171405; 995210588; 995268469; 995407316; 995473734; 995474996; 995478682; 995548024; 995646525; 995691457; 995702821; 995879624; 995894100; 995974876; 995975554; 996034872; 996128134; 996143537; 996356509; 996363806; 996454815; 996490162; 996586094; 996586625; 996611476; 996658144; 996693633; 996697300; 996704189; 996800373; 996855814; 996931721; 996938244; 996942646; 996952481; 997003054; 997032191; 997116275; 997121311; 997147767; 997345351; 997348505; 997475051; 997493051; 997524488; 997590589; 997644161; 997818773; 997825607; 997837775; 997934835; 997964126; 998019688; 998034587; 998034961; 998052930; 998081310; 998097536; 998225988; 998241784; 998319148; 998352126; 998435122; 998471295; 998575204; 998685070; 998716935; 998765529; 998820567; 998962118; 998970781; 998990665; 999035525; 999154636; 999186477; 999227357; 999240954; 999241595; 999277534; 999315383; 999332174; 999349776; 999354793; 999364079; 999475524; 999514032; 999525483; 999613426; 999736368; 999749579; 999882571; 999901544]) + + + (* Grouping test cases *) + let suite = "Test Suite for sumOfPower" >::: [ + + "test1" >:: test1; + "test2" >:: test2; + "test3" >:: test3; + "test4" >:: test4; + "test5" >:: test5; + "test6" >:: test6; + "test7" >:: test7; + ] + + + (* Running the tests *) + let () = run_test_tt_main suite +end diff --git a/power_of_heroes/scala_tests/MySuite.scala b/power_of_heroes/scala_tests/MySuite.scala new file mode 100644 index 0000000000000000000000000000000000000000..5f12250436e86a0e5bf56e70d52550a0e0cc4d27 --- /dev/null +++ b/power_of_heroes/scala_tests/MySuite.scala @@ -0,0 +1,32 @@ + +class MySuite extends munit.FunSuite { + + test("test1") { + assertEquals(Main.sumOfPower(List(2,1,4)), 141) + } + + test("test2") { + assertEquals(Main.sumOfPower(List(1,1,1)), 7) + } + + test("test3") { + assertEquals(Main.sumOfPower(35460,135703,190258,389245,506186,537357,551970,565000,718608,905733,934009,1029612,1050852,1069149,1247128,1262499,1400416,1431114,1441171,1486981,1501224,1539041,1569641,1694751,1771531,1856918,2009771,2025212,2113220,2195200,2218368,2322018,2437220,2460828,2681563,2702484,2751547,2763735,2802435,2869070,2935904,3040892,3082524,3088708,3111065,3121177,3164821,3288527,3306188,3359631,3361623,3382376,3460668,3471821,3511437,3553024,3608582,3636917,3646532,3844872,3879936,3955210,4039999,4118190,4170024,4220740,4300740,4319610,4358240,4360198,4361115,4361496,4473281,4489827,4748616,4790585,4878539,4893156,4915350,5018864,5076791,5112077,5172938,5203946,5284922,5296114,5312499,5352105,5384154,5462663,5465565,5576300,5589290,5603926,5656960,5734072,5740840,5743772,5812036,5978283,6094675,6182385,6212832,6230751,6309481,6419466,6490033,6494813,6604968,6631499,6683009,6683447,6711861,6730281,6732563,6843367,6883682,7040431,7195428,7229661,7256814,7310341,7315722,7528353,7639033,7845908,7861559,7871996,7930913,7946268,8045952,8064515,8065152,8075723,8135713,8161377,8164518,8175352,8211815,8221387,8304549,8327542,8328018,8395146,8420413,8512516,8568850,8584377,8587322,8693064,8702869,8706818,8770961,8907777,8968034,9011096,9113665,9151384,9223808,9303735,9336029,9337888,9380532,9446019,9469254,9494995,9617678,9715677,9810536,9813927,10001301,10034794,10066321,10114289,10168435,10255773,10460411,10460792,10471992,10589233,10597688,10663265,10702465,10881286,10915437,10928368,11035096,11064553,11086605,11130353,11138115,11150240,11213969,11220207,11277574,11483994,11512810,11522161,11576370,11587610,11605085,11617827,11676581,11714656,11754643,11874236,11926156,11987286,12023727,12270820,12300322,12311555,12324792,12365607,12514344,12572128,12597714,12623883,12645991,12665640,12679136,12695843,12801935,12820458,12885703,12899311,12983803,13086498,13124490,13155498,13177445,13215200,13280292,13488041,13630934,13812909,13837783,13922880,14002706,14092507,14151304,14161060,14219303,14478639,14479954,14498115,14502747,14529506,14533643,14642577,14649153,14849474,14902518,14949052,15007221,15053065,15087444,15249307,15362588,15367179,15371858,15378007,15389924,15495180,15504093,15550909,15598382,15645073,15703620,15902285,15975139,16003143,16059637,16202398,16227574,16501243,16543422,16694315,16758376,16824469,16903826,16921872,16925235,16935403,16937334,17001432,17033761,17157458,17168825,17210053,17268989,17370015,17387765,17521175,17598535,17919701,17968581,18008279,18080977,18139488,18194628,18359549,18411621,18435860,18524519,18546477,18733009,18770444,18830752,18979720,19153378,19302936,19308712,19323155,19362523,19395295,19458303,19533476,19559900,19615324,19662097,19718294,19718860,19737083,19762110,19796220,19852291,19867318,19870544,19921614,19931548,19951089,20132133,20160567,20199061,20271309,20311275,20446326,20446609,20475866,20501440,20570671,20620078,20877160,20921426,21012369,21012541,21049489,21082586,21376346,21427837,21438624,21546421,21611176,21619371,21667248,21706463,21713416,21752920,21823579,21917311,21927331,21969829,22062097,22134249,22154156,22193244,22232532,22296003,22297773,22388095,22469828,22500255,22638353,22643824,22700993,22770918,22779486,22784801,22821735,22843656,22879526,22892942,23076347,23188457,23247376,23359132,23412146,23554560,23658653,23666503,23679786,23700582,23705611,23737230,23859606,23969687,23986272,24045359,24046147,24046324,24048848,24099818,24100348,24128230,24131991,24132399,24133731,24159028,24230847,24259198,24307729,24312137,24331190,24378712,24382662,24407674,24433356,24467610,24479299,24548616,24562774,24589774,24656311,24779143,24831216,24902328,24923499,25085461,25133862,25221854,25351102,25381007,25430970,25455090,25525209,25549058,25558112,25671320,25750196,25760719,25918965,25930656,26002351,26019433,26051547,26055080,26103651,26249775,26489134,26498513,26515567,26579289,26663506,26689730,26692389,26724818,26770323,26811464,26850856,26973627,26982031,26985797,27154532,27158911,27171746,27218076,27219152,27231538,27234764,27447320,27551281,27570516,27611019,27646480,27654744,27788524,27861819,28049967,28134251,28167832,28222012,28252243,28298372,28339078,28373487,28374788,28405489,28504266,28579757,28609205,28651488,28693164,28784710,28822406,28831640,28911085,28937931,28938266,29006061,29018248,29081569,29174685,29215472,29361415,29449207,29529508,29550366,29600102,29641251,29705519,29876282,29900721,29962025,30042251,30217356,30232585,30439283,30623268,30657971,30668913,30740642,30860343,30918685,30956941,31088741,31152107,31204386,31227819,31233563,31306976,31345739,31373434,31398291,31426982,31473964,31520298,31542938,31595220,31645434,31771981,31800749,31936087,32041554,32049755,32079184,32090271,32175954,32226369,32386916,32424895,32659865,32718307,32859011,32889102,32984935,33078850,33189822,33219672,33284975,33384654,33527269,33535587,33551936,33569364,33710729,33713010,33726181,33849721,33868559,33907302,33907374,33911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913847074) + } + + test("test4") { + assertEquals(Main.sumOfPower(2951,29718,31260,46174,65407,69780,109295,114390,120320,134566,162275,189129,191457,201017,262645,273780,279363,297334,302077,313960,324644,332571,344145,349657,351697,353386,370316,375863,381324,422512,436085,462326,469110,536428,572635,587875,598729,624360,643673,648117,662860,670707,706392,725293,727721,749860,767893,782794,789361,815330,817202,886624,890326,894087,901829,907383,908107,948210,957664,963776,971809,978845,984432,986180,1013121,1040406,1053024,1065354,1072786,1093383,1105574,1130599,1130961,1132836,1194412,1201535,1205534,1227301,1262641,1299626,1314258,1316615,1317300,1332674,1355941,1390142,1401480,1410412,1459360,1460663,1472916,1496835,1511608,1525370,1534163,1542915,1551301,1555896,1564961,1587879,1626138,1657848,1675033,1695669,1732590,1733266,1756610,1776643,1781229,1847917,1864131,1867706,1886528,1893514,1944395,1946782,1946788,1958248,1977172,1993405,2024233,2040837,2063627,2065836,2075493,2075638,2079011,2094768,2098793,2109723,2110469,2123627,2144029,2148323,2155164,2165088,2165446,2169259,2183822,2184300,2195458,2199060,2213007,2228227,2245127,2273695,2286705,2299107,2331171,2346505,2348634,2352927,2362978,2382242,2384623,2384771,2417472,2459113,2495745,2533645,2545767,2547786,2571115,2580039,2584289,2588911,2594992,2598641,2602582,2603138,2607139,2637898,2695048,2731571,2735979,2739068,2742900,2747227,2756209,2757823,2775614,2804198,2833354,2839910,2840665,2841386,2857423,2877276,2927581,2936213,2948609,2963098,2967494,3022084,3027752,3060455,3089350,3101981,3131604,3135593,3178676,3267032,3274697,3296556,3308905,3316206,3316541,3316567,3335636,3340250,3363436,3378613,3389969,3394977,3426972,3433753,3435135,3444499,3481186,3495261,3512974,3531422,3547356,3558981,3563833,3564754,3569582,3571070,3578359,3589367,3612913,3651600,3676092,3686433,3702658,3704828,3708344,3719097,3719568,3748821,3769681,3825332,3850493,3861187,3893319,3939129,3957417,3960411,3975535,3981647,4016918,4045157,4070325,4077531,4095206,4095720,4114746,4147697,4157632,4164510,4177979,4181866,4194643,4196630,4212253,4214524,4219958,4221019,4244295,4254780,4256549,4260877,4272900,4287314,4320024,4341242,4349627,4352413,4385616,4390934,4391468,4416737,4417098,4462423,4472583,4477931,4481516,4489796,4496676,4515548,4525521,4529595,4537846,4552634,4558674,4563935,4580785,4580818,4584419,4587896,4623237,4650189,4653250,4660050,4688632,4691498,4771485,4775850,4790462,4792360,4800063,4805130,4809776,4814496,4820860,4831080,4837014,4841289,4844186,4844433,4857870,4858398,4859273,4866072,4872191,4925214,4926892,4928760,4935343,4939259,4957819,4967724,4979608,4998795,5036044,5061889,5065150,5076018,5096124,5125686,5142482,5152983,5164129,5179393,5199188,5208212,5216768,5218250,5227997,5246776,5250271,5272804,5281930,5288514,5288814,5304133,5321090,5324357,5325382,5325984,5338914,5339872,5340068,5381058,5404680,5434724,5435207,5442099,5490188,5490242,5501020,5502114,5505357,5539586,5550703,5551092,5588343,5606339,5610369,5623561,5626023,5630882,5643972,5650475,5650722,5657988,5687812,5704179,5728678,5760415,5771634,5771741,5779503,5839392,5889762,5897738,5927323,5937362,5945693,5955605,5957871,5970620,5994030,6044821,6052748,6058848,6094921,6112415,6139444,6148519,6157099,6162447,6174442,6184883,6203484,6231972,6232635,6246914,6258454,6260602,6261148,6282608,6301224,6310164,6331688,6372132,6372979,6429465,6438793,6452018,6453379,6490149,6492053,6497674,6505788,6510454,6512795,6522971,6536736,6571014,6575346,6586040,6599577,6612057,6618667,6627383,6644257,6677749,6687482,6695677,6699251,6703994,6715796,6718638,6729659,6774096,6800146,6803863,6809498,6868022,6869489,6873306,6876655,6910315,6911396,6917331,6918092,6926305,6954778,6958573,6986706,6996274,7014285,7047424,7073273,7078597,7080451,7094763,7096998,7114045,7118316,7124111,7171392,7175250,7175310,7187672,7203575,7208363,7216579,7240815,7276847,7280180,7289919,7309079,7309963,7327201,7327553,7362063,7369600,7387846,7430732,7452586,7477625,7477876,7532311,7534639,7564654,7582944,7584432,7585928,7590490,7627432,7648016,7659888,7663895,7672135,7691159,7703848,7711623,7711963,7723877,7724593,7725651,7748818,7776770,7807092,7826195,7843637,7850321,7851807,7872229,7881228,7886344,7894276,7904426,8006198,8022501,8024481,8029287,8052325,8061053,8072857,8073078,8077843,8097445,8106310,8111744,8132452,8132887,8162674,8229274,8248825,8278497,8331608,8336946,8355040,8387451,8389701,8400551,8407010,8420616,8427609,8432117,8434896,8435121,8445514,8463967,8491372,8492683,8494711,8521122,8540692,8544040,8544731,8576148,8579276,8581151,8585187,8609623,8619130,8654163,8676643,8693228,8696693,8731548,8764554,8774051,8785686,8791546,8820416,8826052,8827876,8829682,8839038,8859991,8861407,8869601,8870751,8894021,8904641,8909021,8912405,8940906,8976190,8989096,8994946,8997583,9000654,9003372,9010790,9017218,9035953,9080889,9141770,9148924,9152709,9155608,9160425,9188326,9195448,9203905,9208560,9211946,9227867,9252299,9254236,9265864,9289862,9324204,9324779,93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3,998129825,998156619,998176837,998190011,998206672,998226595,998264019,998278923,998296421,998304497,998317647,998325677,998329048,998330504,998359648,998392463,998401155,998404923,998424756,998443043,998458336,998459288,998462111,998474815,998491662,998515029,998533051,998540729,998544733,998548201,998569313,998577817,998591499,998601610,998611094,998633299,998635934,998639012,998646471,998655264,998667809,998693543,998707612,998712320,998716946,998732339,998739421,998763128,998772229,998783737,998790408,998793465,998813643,998830664,998834121,998858722,998928791,998929365,998943721,998945843,998947020,998949795,998972857,998996433,999000760,999021961,999022708,999034530,999051132,999053881,999059762,999159451,999162896,999163569,999185806,999208891,999219944,999227851,999281639,999310190,999320908,999321491,999324280,999362620,999366530,999366918,999375798,999382109,999384906,999388979,999399189,999407259,999409612,999412688,999425840,999460496,999492848,999495671,999523820,999534957,999546691,999613541,999626461,999647589,999652293,999655834,999687713,999698180,999711126,999767267,999773247,999787169,999789579,999795153,999803608,999809162,999811537,999812386,999827561,999843432,999854720,999855757,999863261,999872531,999881640,999887558,999892748,999900397,999902236,999914530,999938214,999983500,999984614), 165599541) + } + + test("test5") { + assertEquals(Main.sumOfPower(163878,3883311,7671946,10155068,11506868,12214118,17912831,17946746,24925815,27821765,33263479,33984409,35107056,36681971,37570453,37811431,41642364,42917276,44028353,46647835,48966514,49337102,49723352,55181822,56754962,58362965,58620335,59032549,59035247,60629942,60952536,61932367,62157709,69476835,76524557,79457210,81412332,86417129,94671673,98844104,98877412,100405124,104737605,107319221,108943752,111690888,112481924,123321700,124331043,124741977,124989500,127427187,128698879,130587686,132116147,135942884,136692665,137670173,141925089,142712198,143959702,152841936,155674153,159088455,159132860,159695246,160640342,161123171,163910424,171213622,173178243,173640547,176102827,177322460,181112415,181509900,184950811,186190467,187405432,188388727,188890898,194596288,194740511,202138194,212178858,218462788,219142279,222431433,222644453,225013449,227650826,229811708,230235065,232429538,232806225,233581016,237124228,237737037,240370693,240563890,240617513,242638869,250418785,253487860,255157640,256623770,259344373,266556773,267326787,267847047,268071311,270336178,271416965,272087759,272839344,274013603,276003800,278686620,282788417,284591910,285904073,291782085,291948352,292320396,294248168,299785115,303547294,306833823,306851528,310709631,317382493,318595257,320049439,320184100,323517335,324087036,325382682,328152316,329497015,332801131,332847834,333493930,335982792,336206358,339498393,340240896,340251357,345467593,347265920,349628600,349974297,355395009,359929742,362222724,364542437,365054660,369719042,374337541,376258868,377466579,382330679,382745202,387404337,388641259,389877709,390494294,390511648,397361485,401852059,403100824,403408629,404286859,406552571,412670977,413238565,416216929,417883276,418090837,418826796,424700759,426298758,428509525,435669330,437123476,438921713,442941154,449116637,450504229,451512843,454970440,455202499,459952125,463442901,465264013,468360025,471897623,472532121,480447525,482566238,485003768,488977519,490118805,491374730,493963236,495530373,499614056,499859129,501096897,501164549,505058676,507196135,507498423,512973186,516471208,520493427,521969403,523155398,524516111,525947686,526965813,530062448,544612797,545932450,549313495,555590363,561062655,570462822,573108275,573822769,578076171,578089887,578365714,583582332,586855683,587580347,590670814,598083730,598932742,600198270,603395679,606149689,612537090,614385043,615154372,619483135,637578145,639254383,641296884,641948720,643999963,644954207,645893613,646392979,647142180,648638075,655673372,658451423,659036510,660613077,661186067,661847813,668790523,675403230,677844149,678523969,682193434,689572057,694604926,694999816,698577889,703900709,705063141,707292799,711083873,711170057,712881803,717840394,727953136,732638721,734749982,738221671,738278894,738695602,739241877,740560688,743134914,743364703,747606329,747663709,751371430,753345841,754816446,756129765,762687238,764133347,769931992,770292237,770729947,773473969,773693289,775005898,776664887,778445188,790496268,792847633,805099179,807999242,808183115,808807927,810336955,812678794,813298262,814164006,815161378,816195733,818682620,821253726,826426763,830039002,830657424,834782903,837693446,840160969,840291651,848231050,849162046,851009758,851550561,855998017,857265699,862530441,865630075,868659184,868762729,874408324,877629388,881127351,882111371,886141446,886227035,886463705,886865184,889083041,889944301,892080862,895310853,902904165,907422502,910395211,913962902,920156121,923248803,927406650,930364351,937411638,937439560,943277477,943779656,954258009,954327576,956795964,958063012,958827373,960330865,962103338,962349086,963076323,969768947,977691999,979000428,982003618,983289245,983865174,986040646,987270803,993389788,993811034,998557227), 940256057) + } + + test("test6") { + assertEquals(Main.sumOfPower(5671,6428,7074,19019,44712,51914,68918,71162,83403,85177,103639,105417,120445,123894,124219,127659,143936,154595,160687,180379,194494,223154,253359,280148,285357,305556,324032,339594,354082,357249,359325,365765,390323,391559,392340,410647,438476,441661,446945,465521,469816,481432,490645,510554,521537,522039,544864,547982,549901,552670,555095,566275,580442,594371,603110,612940,689757,711780,721088,732750,733627,740930,743689,749707,756696,760425,769612,800398,819843,821089,835316,838001,838866,839820,842537,850767,853919,854220,854854,858732,861980,862583,867790,888729,890360,894431,901298,901540,909880,913084,924080,943314,951616,952529,970611,1007184,1012502,1015607,1016029,1024893,1024939,1031924,1054148,1062074,1068003,1075783,1077511,1088151,1098903,1101175,1106271,1110611,1111178,1142610,1177885,1179565,1181595,1201581,1215804,1226970,1227645,1229292,1231073,1261572,1261748,1282274,1297408,1317120,1318069,1321773,1356607,1399975,1412375,1416000,1417140,1428674,1449616,1456181,1461545,1476143,1489549,1494898,1509418,1528373,1538854,1540772,1540946,1545228,1553824,1559440,1579239,1585533,1587831,1589982,1593659,1605306,1609542,1628202,1667875,1691638,1693820,1717391,1719909,1774153,1793965,1794107,1804875,1818405,1819524,1828776,1834107,1838984,1863589,1867964,1868494,1872582,1895723,1897469,1921067,1943508,1958270,1962695,1980786,2018294,2031159,2066990,2075303,2094147,2096599,2105602,2121498,2122662,2144000,2153924,2154562,2161255,2174122,2184044,2221222,2228512,2242807,2252859,2259375,2272957,2279583,2300772,2305638,2325441,2333374,2333508,2334493,2336860,2361002,2375449,2384265,2394609,2398269,2401041,2406046,2409678,2447940,2458488,2459936,2471871,2493602,2499921,2503959,2507859,2511555,2515987,2532570,2534503,2545573,2561619,2565749,2643815,2652010,2679939,2689191,2706796,2710501,2722081,2733199,2739063,2742932,2763004,2782012,2792075,2795689,2795814,2830480,2834968,2860717,2862348,2864618,2870950,2878838,2879444,2902094,2906838,2941896,2960090,2966262,2971290,2984446,2992184,3000013,3002807,3003971,3018589,3027406,3033885,3042657,3046245,3047259,3047689,3048367,3058266,3066704,3076333,3078491,3078995,3103672,3106019,3107786,3134217,3162861,3166745,3189542,3201433,3204326,3217048,3227778,3230090,3232795,3249078,3250174,3251173,3326438,3331622,3335492,3351602,3373833,3378460,3378544,3390139,3416109,3417336,3429462,3455203,3461166,3478425,3481136,3489528,3495268,3497083,3547205,3548181,3555527,3556646,3558908,3568056,3573829,3591321,3595485,3598047,3600509,3621811,3638095,3661758,3670533,3689267,3702971,3708182,3722261,3743723,3770150,3774455,3787574,3797671,3801009,3810781,3811589,3815876,3820811,3822621,3822921,3858387,3859858,3864936,3868957,3887121,3889782,3896334,3902463,3912677,3912897,3932223,3953160,3968064,3975334,3985949,3990042,3990985,3993645,4001029,4012108,4012732,4028691,4029853,4042513,4077265,4085726,4101238,4103277,4111989,4132571,4142212,4148986,4152149,4173262,4182636,4189222,4199230,4199624,4199865,4218801,4227563,4230903,4234788,4255460,4270723,4282418,4306670,4307427,4314909,4324647,4324797,4343240,4353293,4385965,4387413,4393890,4411125,4414308,4443375,4450709,4451530,4458167,4470254,4493382,4531243,4537158,4540899,4563511,4563674,4571154,4575337,4577511,4600774,4608068,4611013,4646462,4653990,4656851,4701907,4711061,4723913,4743590,4753828,4758861,4770022,4809490,4809875,4822331,4846235,4848406,4853310,4877501,4884603,4888257,4893636,4936667,4941756,4982034,4990688,4993878,5017182,5030304,5042225,5052701,5063955,5079588,5086886,5088258,5088282,5097446,5099808,5102836,5103305,5114193,5119397,5132847,5144337,5148176,5149556,5172544,5175987,5197653,5207114,5211090,5218091,5226850,5230287,5236238,5238064,5238125,5248260,5261265,5273007,5283514,5288344,5313735,5320315,5350434,5355554,5364520,5366289,5369817,5372391,5380712,5381449,5381971,5382248,5409854,5416534,5458011,5464449,5464609,5471400,5500314,5500765,5506998,5540324,5556357,5560907,5562596,5611676,5630487,5630739,5689086,5697917,5720819,5741073,5777917,5786062,5788687,5794974,5845363,5874163,5943261,5958896,5977173,5983009,6026049,6027800,6063509,6067906,6074822,6086361,6089742,6113051,6114426,6117621,6141074,6152848,6157908,6162392,6181144,6190383,6202276,6207116,6210993,6211182,6235833,6240010,6246111,6251214,6259982,6271296,6278672,6280310,6293499,6322024,6335604,6339886,6359094,6366839,6373071,6387705,6399504,6405876,6410602,6488523,6495499,6524809,6540270,6562643,6578969,6595195,6595543,6598421,6604459,6640734,6652882,6653296,6653678,6712257,6719924,6727788,6750743,6756913,6758282,6761979,6774389,6778967,6780158,6785166,6787337,6793624,6799851,6819247,6831772,6833126,6836429,6839670,6839681,6861234,6865866,6868776,6894625,6907217,6908430,6914825,6963776,6966233,6991057,6995371,7001451,7033725,7045929,7047257,7054360,7068329,7072413,7083486,7084313,7092451,7096583,7124748,7155333,7192467,7193798,7200450,7212055,7215567,7241005,7247583,7253856,7258261,7263362,7287496,7295145,7297212,7304435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99449296,999456379,999464997,999466823,999495911,999516297,999519534,999520437,999533078,999537048,999567975,999587895,999593130,999603348,999621227,999638049,999639534,999646233,999656506,999659592,999686959,999699493,999700994,999726625,999731585,999800677,999808082,999815435,999822583,999834855,999844031,999846662,999849611,999850669,999861165,999862758,999874745,999885841,999888950,999889271,999900161,999905327,999934573,999940958,999959159,999959329,999975829,999976262,999983618,999992590,999996059,999997957), 726162707) + } + + test("test7") { + assertEquals(Main.sumOfPower(83128,106116,114830,143432,149011,225250,381374,510032,515860,563626,637819,648090,652823,696402,716505,900022,908684,1028190,1034128,1089546,1113296,1149390,1165036,1165064,1168791,1182859,1187973,1238257,1254409,1269436,1313388,1402060,1412604,1445560,1486013,1490364,1566966,1623833,1647560,1709299,1803853,1815076,1837416,1848884,1881802,1913113,1950077,1976657,1995015,2097587,2157749,2164807,2245856,2317251,2324336,2385110,2386126,2411502,2556796,2564093,2633101,2634438,2714742,2756196,2797496,2820251,2822264,2867023,2949054,2955268,2957816,2961936,3008477,3037294,3064318,3105791,3141350,3145909,3220405,3263014,3265294,3313630,3407661,3432445,3471732,3524462,3529245,3582118,3699150,3779819,3793887,3794376,3856348,3875884,3906608,3958738,3961839,3988021,4049525,4111913,4175875,4237548,4258323,4346726,4350855,4353343,4376301,4445444,4558215,4620923,4681379,4688043,4708727,4745104,4753755,4760015,4805304,4884044,4912897,4943217,4956627,5001181,5007708,5139389,5207260,5323332,5390088,5601398,5769698,5836769,5863238,5920385,5952397,5956710,5996362,6028231,6129089,6137073,6242945,6310175,6449718,6487370,6512274,6519091,6540518,6551176,6582969,6627077,6679281,6690962,6788852,6811041,6821878,6864018,6894379,6898594,6959139,6966767,7016807,7083147,7140830,7213261,7239748,7241363,7325832,7359929,7368748,7436643,7569698,7589527,7673004,7760467,7814372,7902446,8036035,8121157,8234597,8338341,8346010,8370690,8407533,8431490,8469473,8473562,8602216,8602542,8604754,8640773,8684979,8691789,8715034,8814423,8931320,8958357,8963250,8967251,8968595,8988881,9023927,9052207,9078862,9085385,9127282,9129027,9137473,9153030,9154853,9233507,9264092,9277676,9312951,9320256,9466319,9497650,9505971,9546421,9547143,9606548,9608646,9612112,9626028,9713498,9722742,9835964,9863869,9910743,9922894,10038258,10103596,10158888,10275616,10318535,10357167,10454143,10458124,10530682,10676223,10678857,10719696,10735554,10761972,10841849,10956850,11046164,11066102,11339790,11340022,11393992,11428537,11504661,11512819,11601432,11631263,11708979,11748236,11764102,11857175,11962183,12192380,12223033,12263617,12280308,12292947,12334728,12385033,12529672,12632306,12676377,12702521,12814901,12820222,12829013,12848900,12872020,12970166,12970463,12996552,13008865,13028934,13207899,13305618,13309697,13325333,13414540,13427838,13508349,13515047,13529506,13733646,13740980,13795542,13852473,13901044,13947493,14039767,14147729,14175164,14287891,14393323,14433566,14495717,14530963,14535711,14569744,14644687,14672061,14852142,14879528,14954286,15015623,15220003,15238456,15254672,15329998,15375735,15378924,15399177,15500523,15546642,15547028,15558930,15603774,15707620,15715530,15740025,15754194,15860547,15861562,16005132,16006309,16499614,16550355,16594374,16605460,16616261,16628130,16746265,16887523,16888902,16899718,16901125,16953187,17003757,17211102,17261365,17299697,17318726,17325414,17345384,17448890,17461571,17546236,17561532,17567622,17581081,17582093,17757037,17834743,17842255,17894051,17928319,17934986,17961521,18020506,18043030,18075787,18157995,18343244,18496784,18500417,18529958,18676041,18723499,18866779,18894880,18926731,19017618,19032285,19059534,19136525,19143384,19144864,19161447,19261517,19310938,19342274,19359365,19366292,19379158,19444957,19525433,19548115,19599400,19647697,19703370,19810038,19810350,19815337,19995910,20021490,20026216,20028870,20041514,20078397,20110345,20111056,20112715,20242629,20245779,20281096,20293578,20307391,20330119,20340115,20384788,20454044,20668545,20727468,20740071,20880052,20936563,21004865,21030510,21032231,21054163,21109367,21219647,21364510,21369237,21376067,21424568,21430333,21469318,21474292,21530843,21597169,21801921,21818853,21824736,21850084,21899125,22017140,22052139,22061980,22083628,22118415,22127714,22252389,22254137,22274998,22324651,22365021,22413398,22421073,22552072,22587526,22637733,22651444,22681209,22705458,22808708,22811652,22812825,22873191,23024032,23079900,23154387,23177912,23278817,23289515,23296447,23336593,23423337,23470478,23472298,23504040,23520847,23673252,23706010,23799390,23802245,23803762,23878143,23904533,23998441,24017124,24105096,24133958,24154124,24165374,24173342,24200401,24243392,24278701,24305909,24316664,24502682,24550701,24720554,24824350,24865436,24893854,25133548,25169505,25192908,25210325,25275341,25282025,25282718,25330791,25417281,25420167,25492373,25549422,25574414,25588134,25689504,25753760,25843150,25851756,25893769,25969813,25971640,25993429,25996574,26011033,26050975,26052993,26147721,26154095,26210120,26210200,26219063,26270391,26376020,26425102,26441735,26480698,26517048,26544006,26569915,26690825,26698282,26712769,26817029,26832375,26836794,26899326,26899335,26901820,26997255,26998652,27122994,27129699,27146798,27154677,27187349,27222356,27359582,27360845,27368369,27391600,27410647,27606373,27615803,27793226,27824409,27873947,27906869,27916429,27961441,27976887,28002176,28052314,28106782,28167132,28218826,28307377,28338267,28341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816507953) + } + +} diff --git a/prime_in_diagonal/.DS_Store b/prime_in_diagonal/.DS_Store new file mode 100644 index 0000000000000000000000000000000000000000..c6afbd9d3f5cd78c1215dd63ff778c53423e0806 Binary files /dev/null and b/prime_in_diagonal/.DS_Store differ diff --git a/prime_in_diagonal/haskell_tests/Main.hs b/prime_in_diagonal/haskell_tests/Main.hs new file mode 100644 index 0000000000000000000000000000000000000000..36b3b47fa9a125446738e95175317691efa94772 --- /dev/null +++ b/prime_in_diagonal/haskell_tests/Main.hs @@ -0,0 +1,24 @@ + +module Main where +import Test.HUnit + +--Program start + +--Program end + +-- Test cases + +test1 :: Test +test1 = TestCase (assertEqual "for (diagonalPrime [[1,2,3],[5,6,7],[9,10,11]])," 11 (diagonalPrime [[1,2,3],[5,6,7],[9,10,11]])) + +test2 :: Test +test2 = TestCase (assertEqual "for (diagonalPrime [[1,2,3],[5,17,7],[9,11,10]])," 17 (diagonalPrime [[1,2,3],[5,17,7],[9,11,10]])) + + +-- Grouping test cases +tests :: Test +tests = TestList [TestLabel "Test1" test1] + +-- Running the tests +main :: IO Counts +main = runTestTT tests diff --git a/prime_in_diagonal/java_tests/Main.java b/prime_in_diagonal/java_tests/Main.java new file mode 100644 index 0000000000000000000000000000000000000000..84b9e053ce7b77c992274b58dbc8be8c23a3a8f7 --- /dev/null +++ b/prime_in_diagonal/java_tests/Main.java @@ -0,0 +1,21 @@ + +import static org.junit.jupiter.api.Assertions.*; +import org.junit.jupiter.api.Test; +import java.util.List; +import java.util.Arrays; +import java.util.ArrayList; +public class Main { + //Program start + + //Program end + + @Test +public void test1() { + assertEquals(11, diagonalPrime(new ArrayList<>(Arrays.asList(new ArrayList<>(Arrays.asList(1,2,3)),new ArrayList<>(Arrays.asList(5,6,7)),new ArrayList<>(Arrays.asList(9,10,11)))))); +} +@Test +public void test2() { + assertEquals(17, diagonalPrime(new ArrayList<>(Arrays.asList(new ArrayList<>(Arrays.asList(1,2,3)),new ArrayList<>(Arrays.asList(5,17,7)),new ArrayList<>(Arrays.asList(9,11,10)))))); +} + +} diff --git a/prime_in_diagonal/meta.json b/prime_in_diagonal/meta.json new file mode 100644 index 0000000000000000000000000000000000000000..a69b89b8b17679f6bfc8060e56365a6a081fb067 --- /dev/null +++ b/prime_in_diagonal/meta.json @@ -0,0 +1,270236 @@ +{ + "id": 2722, + "name": "prime_in_diagonal", + "difficulty": "Easy", + "link": "https://leetcode.com/problems/prime-in-diagonal/", + "date": "1680393600000", + "task_description": "You are given a 0-indexed two-dimensional integer array `nums`. Return _the largest **prime** number that lies on at least one of the diagonals of _`nums`. In case, no prime is present on any of the diagonals, return_ 0._ Note that: An integer is **prime** if it is greater than `1` and has no positive integer divisors other than `1` and itself. An integer `val` is on one of the **diagonals** of `nums` if there exists an integer `i` for which `nums[i][i] = val` or an `i` for which `nums[i][nums.length - i - 1] = val`. In the above diagram, one diagonal is **[1,5,9]** and another diagonal is** [3,5,7]**. **Example 1:** ``` **Input:** nums = [[1,2,3],[5,6,7],[9,10,11]] **Output:** 11 **Explanation:** The numbers 1, 3, 6, 9, and 11 are the only numbers present on at least one of the diagonals. Since 11 is the largest prime, we return 11. ``` **Example 2:** ``` **Input:** nums = [[1,2,3],[5,17,7],[9,11,10]] **Output:** 17 **Explanation:** The numbers 1, 3, 9, 10, and 17 are all present on at least one of the diagonals. 17 is the largest prime, so we return 17. ``` **Constraints:** `1 <= nums.length <= 300` `nums.length == numsi.length` `1 <= nums[i][j] <= 4*106`", + "public_test_cases": [ + { + "label": "Example 1", + "input": "nums = [[1,2,3],[5,6,7],[9,10,11]]", + "output": "11 " + }, + { + "label": "Example 2", + "input": "nums = [[1,2,3],[5,17,7],[9,11,10]]", + "output": "17 " + } + ], + "private_test_cases": [ + { + "input": [ + [ + 3001813, + 3813454, + 1356727, + 172767, + 2258969, + 117454, + 1905831, + 913695, + 1585007, + 203343, + 3354327, + 1787213, + 1222299, + 2118734, + 1959200, + 3165285, + 2437779, + 1276332, + 2772882, + 601754, + 94912, + 2569119, + 1890380, + 555428, + 1468999, + 1855897, + 799049, + 231069, + 2457479, + 152775, + 1401082, + 148409, + 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b/prime_in_diagonal/ocaml_tests/main.ml new file mode 100644 index 0000000000000000000000000000000000000000..8ced7afc4f613ec5ad68f8a854231d3139c33838 --- /dev/null +++ b/prime_in_diagonal/ocaml_tests/main.ml @@ -0,0 +1,26 @@ + +module Main = struct + open OUnit2 + + (* Program start *) + + (* Program end *) + + (* Test cases *) + +let test1 _ = assert_equal 11 (diagonalPrime [[1;2;3];[5;6;7];[9;10;11]]) + +let test2 _ = assert_equal 17 (diagonalPrime [[1;2;3];[5;17;7];[9;11;10]]) + + + (* Grouping test cases *) + let suite = "Test Suite for diagonalPrime" >::: [ + + "test1" >:: test1; + "test2" >:: test2; + ] + + + (* Running the tests *) + let () = run_test_tt_main suite +end diff --git a/prime_in_diagonal/scala_tests/MySuite.scala b/prime_in_diagonal/scala_tests/MySuite.scala new file mode 100644 index 0000000000000000000000000000000000000000..7cb1176d08d7991a18a0adb9c61c44b5650f0e2b --- /dev/null +++ b/prime_in_diagonal/scala_tests/MySuite.scala @@ -0,0 +1,12 @@ + +class MySuite extends munit.FunSuite { + + test("test1") { + assertEquals(Main.diagonalPrime(List(List(1,2,3),List(5,6,7),List(9,10,11))), 11) + } + + test("test2") { + assertEquals(Main.diagonalPrime(List(List(1,2,3),List(5,17,7),List(9,11,10))), 17) + } + +} diff --git a/prime_subtraction_operation/.DS_Store b/prime_subtraction_operation/.DS_Store new file mode 100644 index 0000000000000000000000000000000000000000..5779b2e1c9993530b9e60b04fdadfea65032235c Binary files /dev/null and b/prime_subtraction_operation/.DS_Store differ diff --git a/prime_subtraction_operation/haskell_tests/Main.hs b/prime_subtraction_operation/haskell_tests/Main.hs new file mode 100644 index 0000000000000000000000000000000000000000..0c5ba8cfe37dac18bbc9b48c750272e75b8c6239 --- /dev/null +++ b/prime_subtraction_operation/haskell_tests/Main.hs @@ -0,0 +1,27 @@ + +module Main where +import Test.HUnit + +--Program start + +--Program end + +-- Test cases + +test1 :: Test +test1 = TestCase (assertEqual "for (primeSubOperation [4,9,6,10])," True (primeSubOperation [4,9,6,10])) + +test2 :: Test +test2 = TestCase (assertEqual "for (primeSubOperation [6,8,11,12])," True (primeSubOperation [6,8,11,12])) + +test3 :: Test +test3 = TestCase (assertEqual "for (primeSubOperation [5,8,3])," False (primeSubOperation [5,8,3])) + + +-- Grouping test cases +tests :: Test +tests = TestList [TestLabel "Test1" test1, TestLabel "Test2" test2] + +-- Running the tests +main :: IO Counts +main = runTestTT tests diff --git a/prime_subtraction_operation/java_tests/Main.java b/prime_subtraction_operation/java_tests/Main.java new file mode 100644 index 0000000000000000000000000000000000000000..4c00f9a8a9a582ebfebeebe42bee424f18a0e655 --- /dev/null +++ b/prime_subtraction_operation/java_tests/Main.java @@ -0,0 +1,25 @@ + +import static org.junit.jupiter.api.Assertions.*; +import org.junit.jupiter.api.Test; +import java.util.List; +import java.util.Arrays; +import java.util.ArrayList; +public class Main { + //Program start + + //Program end + + @Test +public void test1() { + assertEquals(true, primeSubOperation(new ArrayList<>(Arrays.asList(4,9,6,10)))); +} +@Test +public void test2() { + assertEquals(true, primeSubOperation(new ArrayList<>(Arrays.asList(6,8,11,12)))); +} +@Test +public void test3() { + assertEquals(false, primeSubOperation(new ArrayList<>(Arrays.asList(5,8,3)))); +} + +} diff --git a/prime_subtraction_operation/meta.json b/prime_subtraction_operation/meta.json new file mode 100644 index 0000000000000000000000000000000000000000..b82c2d28747765d687d5fe05709e66597e2b40e9 --- /dev/null +++ b/prime_subtraction_operation/meta.json @@ -0,0 +1,3144 @@ +{ + "id": 2716, + "name": "prime_subtraction_operation", + "difficulty": "Medium", + "link": "https://leetcode.com/problems/prime-subtraction-operation/", + "date": "1679184000000", + "task_description": "You are given a **0-indexed** integer array `nums` of length `n`. You can perform the following operation as many times as you want: Pick an index `i` that you haven’t picked before, and pick a prime `p` **strictly less than** `nums[i]`, then subtract `p` from `nums[i]`. Return _true if you can make `nums` a strictly increasing array using the above operation and false otherwise._ A **strictly increasing array** is an array whose each element is strictly greater than its preceding element. **Example 1:** ``` **Input:** nums = [4,9,6,10] **Output:** true **Explanation:** In the first operation: Pick i = 0 and p = 3, and then subtract 3 from nums[0], so that nums becomes [1,9,6,10]. In the second operation: i = 1, p = 7, subtract 7 from nums[1], so nums becomes equal to [1,2,6,10]. After the second operation, nums is sorted in strictly increasing order, so the answer is true. ``` **Example 2:** ``` **Input:** nums = [6,8,11,12] **Output:** true **Explanation: **Initially nums is sorted in strictly increasing order, so we don't need to make any operations. ``` **Example 3:** ``` **Input:** nums = [5,8,3] **Output:** false **Explanation:** It can be proven that there is no way to perform operations to make nums sorted in strictly increasing order, so the answer is false. ``` **Constraints:** `1 <= nums.length <= 1000` `1 <= nums[i] <= 1000` `nums.length == n`", + "public_test_cases": [ + { + "label": "Example 1", + "input": "nums = [4,9,6,10]", + "output": "true " + }, + { + "label": "Example 2", + "input": "nums = [6,8,11,12]", + "output": "true " + }, + { + "label": "Example 3", + "input": "nums = [5,8,3]", + "output": "false " + } + ], + "private_test_cases": [ + { + "input": [ + 10, + 11, + 21, + 27, + 31, + 33, + 37, + 47, + 49, + 61, + 67, + 71, + 79, + 81, + 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+ 597, + 121, + 32, + 98, + 291, + 303, + 418, + 782, + 600, + 813, + 168, + 330, + 720, + 250, + 205, + 490, + 125, + 869, + 893, + 710, + 445, + 530, + 10, + 267, + 719, + 295, + 597, + 560, + 617, + 750, + 514, + 311, + 14, + 853, + 343, + 421, + 501, + 441, + 383, + 32, + 200, + 935, + 495, + 976, + 62, + 863, + 715, + 603, + 338, + 683, + 950, + 994, + 774, + 995, + 840, + 736, + 870, + 680, + 332, + 43, + 882 + ], + "output": false + }, + { + "input": [ + 5, + 9, + 12, + 21, + 26, + 32, + 34, + 35, + 38, + 39, + 46, + 48, + 50, + 51, + 56, + 57, + 70, + 72, + 78, + 84, + 86, + 93, + 94, + 102, + 108, + 109, + 118, + 121, + 118, + 744, + 117, + 982, + 64, + 824, + 534, + 251, + 470, + 995, + 264, + 621, + 867, + 734, + 486, + 914, + 177, + 766, + 572, + 264, + 374, + 310, + 59, + 382, + 853, + 869, + 215 + ], + "output": false + }, + { + "input": [ + 5, + 11, + 16, + 20, + 25, + 27, + 32, + 35, + 38, + 41, + 45, + 57, + 64, + 66, + 76, + 78, + 82, + 88, + 89, + 91, + 99, + 104, + 107, + 109, + 111, + 116, + 122, + 123, + 124, + 122, + 753, + 485, + 747, + 637, + 790, + 655, + 292, + 734, + 981, + 387, + 224, + 80, + 477, + 703, + 907, + 687, + 467, + 246, + 170, + 757, + 909, + 526, + 771, + 708, + 29, + 342, + 778, + 191, + 43, + 68, + 599, + 248, + 341, + 317, + 345, + 559 + ], + "output": false + } + ], + "haskell_template": "primeSubOperation :: [Int] -> Bool\nprimeSubOperation nums ", + "ocaml_template": "let primeSubOperation (nums: int list) : bool = ", + "scala_template": "def primeSubOperation(nums: List[Int]): Boolean = { \n \n}", + "java_template": "public static boolean primeSubOperation(List nums) {\n\n}", + "python_template": "class Solution(object):\n def primeSubOperation(self, nums):\n \"\"\"\n :type nums: List[int]\n :rtype: bool\n \"\"\"\n " +} \ No newline at end of file diff --git a/prime_subtraction_operation/ocaml_tests/main.ml b/prime_subtraction_operation/ocaml_tests/main.ml new file mode 100644 index 0000000000000000000000000000000000000000..39a8d74a61975f4373114f74668f7f1f7b4b4ad1 --- /dev/null +++ b/prime_subtraction_operation/ocaml_tests/main.ml @@ -0,0 +1,29 @@ + +module Main = struct + open OUnit2 + + (* Program start *) + + (* Program end *) + + (* Test cases *) + +let test1 _ = assert_equal true (primeSubOperation [4;9;6;10]) + +let test2 _ = assert_equal true (primeSubOperation [6;8;11;12]) + +let test3 _ = assert_equal false (primeSubOperation [5;8;3]) + + + (* Grouping test cases *) + let suite = "Test Suite for primeSubOperation" >::: [ + + "test1" >:: test1; + "test2" >:: test2; + "test3" >:: test3; + ] + + + (* Running the tests *) + let () = run_test_tt_main suite +end diff --git a/prime_subtraction_operation/scala_tests/MySuite.scala b/prime_subtraction_operation/scala_tests/MySuite.scala new file mode 100644 index 0000000000000000000000000000000000000000..08b4c7bd888081d8b1e9e143669df0e28ac0bac5 --- /dev/null +++ b/prime_subtraction_operation/scala_tests/MySuite.scala @@ -0,0 +1,16 @@ + +class MySuite extends munit.FunSuite { + + test("test1") { + assertEquals(Main.primeSubOperation(List(4,9,6,10)), true) + } + + test("test2") { + assertEquals(Main.primeSubOperation(List(6,8,11,12)), true) + } + + test("test3") { + assertEquals(Main.primeSubOperation(List(5,8,3)), false) + } + +} diff --git a/properties_graph/haskell_tests/Main.hs b/properties_graph/haskell_tests/Main.hs new file mode 100644 index 0000000000000000000000000000000000000000..a02d8e8937cdb43f0cccbde5c1eef766a83df4a4 --- /dev/null +++ b/properties_graph/haskell_tests/Main.hs @@ -0,0 +1,45 @@ + +module Main where +import Test.HUnit + +--Program start + +--Program end + +-- Test cases + +test1 :: Test +test1 = TestCase (assertEqual "for (numberOfComponents [[1,2],[1,1],[3,4],[4,5],[5,6],[7,7]] 1)," 3 (numberOfComponents [[1,2],[1,1],[3,4],[4,5],[5,6],[7,7]] 1)) + +test2 :: Test +test2 = TestCase (assertEqual "for (numberOfComponents [[1,2,3],[2,3,4],[4,3,5]] 2)," 1 (numberOfComponents [[1,2,3],[2,3,4],[4,3,5]] 2)) + +test3 :: Test +test3 = TestCase (assertEqual "for (numberOfComponents [[1,1],[1,1]] 2)," 2 (numberOfComponents [[1,1],[1,1]] 2)) + +test4 :: Test +test4 = TestCase (assertEqual "for (numberOfComponents [[81, 88, 9, 93, 20, 64, 64, 3, 15, 36, 69, 70, 70, 71, 72, 82, 67, 2, 10, 63, 99, 51, 89, 23, 81, 20, 63, 26, 4, 43, 42, 14, 100, 16, 42, 39, 16, 65, 82, 88, 41, 24, 95, 14, 84, 36, 6, 3, 58, 50, 74, 20, 53, 70, 32, 74, 20, 20, 95, 22, 6, 8, 97, 12, 99, 19, 86, 2, 33], [98, 32, 75, 63, 52, 84, 49, 9, 64, 71, 39, 55, 38, 88, 63, 92, 27, 64, 73, 58, 26, 6, 78, 44, 2, 79, 44, 2, 47, 6, 70, 69, 26, 100, 58, 57, 97, 27, 2, 81, 70, 93, 10, 19, 27, 34, 88, 25, 5, 96, 62, 86, 83, 92, 90, 52, 67, 41, 13, 32, 7, 83, 99, 37, 26, 39, 43, 74, 77], [32, 73, 96, 68, 65, 61, 44, 55, 2, 69, 83, 86, 9, 24, 57, 20, 87, 70, 96, 59, 46, 98, 5, 92, 89, 76, 58, 51, 55, 63, 43, 68, 46, 78, 76, 27, 64, 23, 11, 98, 53, 97, 37, 33, 28, 55, 8, 19, 51, 2, 54, 9, 73, 19, 13, 58, 64, 15, 90, 94, 57, 38, 55, 83, 55, 1, 50, 43, 46], [1, 11, 20, 32, 66, 77, 3, 7, 49, 37, 37, 23, 37, 96, 90, 31, 2, 15, 94, 24, 32, 57, 43, 72, 33, 99, 48, 88, 55, 56, 32, 66, 82, 89, 96, 100, 51, 7, 80, 77, 76, 26, 28, 58, 64, 27, 73, 44, 65, 58, 78, 31, 55, 6, 14, 64, 21, 63, 34, 76, 16, 2, 22, 51, 10, 26, 30, 43, 32], [34, 78, 80, 92, 41, 90, 84, 80, 55, 29, 12, 21, 15, 62, 53, 61, 61, 14, 65, 44, 92, 7, 37, 77, 5, 47, 25, 29, 35, 42, 96, 20, 62, 70, 40, 38, 7, 87, 21, 77, 58, 60, 30, 37, 66, 19, 65, 66, 50, 34, 51, 98, 57, 68, 50, 92, 57, 50, 28, 40, 86, 15, 92, 30, 43, 66, 30, 82, 74], [49, 97, 29, 81, 80, 3, 31, 84, 23, 32, 19, 52, 38, 5, 62, 5, 16, 11, 15, 96, 81, 100, 92, 85, 58, 86, 31, 97, 91, 98, 26, 9, 42, 7, 69, 20, 75, 86, 29, 66, 100, 5, 69, 60, 52, 29, 96, 36, 57, 81, 15, 65, 77, 17, 98, 51, 49, 20, 59, 12, 34, 44, 5, 5, 62, 39, 56, 77, 56], [78, 75, 41, 69, 88, 62, 27, 45, 54, 57, 75, 27, 8, 3, 85, 68, 21, 78, 100, 77, 12, 92, 87, 11, 91, 64, 29, 54, 95, 4, 11, 60, 54, 30, 90, 56, 65, 65, 100, 71, 38, 64, 41, 81, 70, 85, 1, 34, 34, 96, 86, 78, 90, 43, 53, 40, 60, 37, 20, 56, 14, 67, 28, 58, 82, 73, 45, 2, 68], [16, 38, 22, 22, 64, 53, 53, 29, 33, 94, 9, 9, 38, 63, 98, 26, 39, 75, 84, 65, 97, 9, 37, 9, 95, 28, 55, 75, 69, 81, 95, 29, 32, 7, 69, 35, 53, 27, 34, 39, 33, 26, 64, 68, 46, 92, 5, 61, 18, 77, 49, 67, 21, 9, 4, 70, 93, 97, 65, 84, 50, 50, 64, 22, 45, 45, 8, 27, 61], [14, 11, 65, 39, 98, 58, 87, 19, 100, 86, 75, 27, 22, 77, 27, 4, 25, 68, 87, 23, 65, 98, 45, 78, 73, 91, 21, 66, 66, 5, 77, 56, 76, 73, 85, 27, 45, 23, 81, 79, 2, 71, 89, 86, 82, 49, 53, 25, 50, 23, 55, 91, 83, 15, 54, 15, 51, 62, 76, 37, 10, 27, 10, 50, 64, 49, 7, 61, 83], [10, 46, 18, 1, 34, 53, 6, 88, 12, 74, 34, 95, 30, 78, 27, 11, 26, 85, 38, 49, 6, 7, 15, 64, 74, 12, 55, 40, 43, 81, 94, 82, 85, 62, 15, 95, 3, 18, 11, 3, 97, 95, 49, 13, 81, 14, 39, 3, 4, 68, 18, 28, 94, 51, 82, 7, 86, 82, 95, 48, 27, 18, 40, 13, 56, 6, 62, 47, 100], [4, 42, 100, 51, 49, 5, 22, 62, 62, 24, 29, 8, 48, 26, 99, 16, 77, 83, 71, 25, 73, 17, 19, 33, 21, 30, 82, 67, 2, 1, 45, 54, 72, 92, 64, 44, 16, 92, 70, 13, 88, 26, 80, 41, 31, 63, 5, 2, 15, 23, 78, 24, 89, 83, 5, 62, 87, 54, 61, 71, 37, 68, 91, 35, 28, 96, 16, 84, 20], [15, 8, 13, 89, 61, 93, 41, 91, 33, 20, 86, 85, 82, 46, 84, 55, 64, 20, 58, 5, 57, 60, 55, 64, 77, 87, 53, 10, 77, 56, 33, 41, 40, 81, 33, 70, 76, 27, 65, 1, 48, 65, 27, 59, 10, 66, 58, 25, 71, 24, 19, 61, 71, 83, 80, 69, 7, 33, 13, 10, 71, 82, 79, 79, 44, 2, 91, 23, 44], [86, 22, 44, 76, 6, 38, 4, 16, 45, 26, 2, 70, 24, 68, 100, 36, 75, 81, 72, 72, 81, 79, 63, 8, 60, 94, 27, 48, 8, 84, 15, 14, 80, 87, 45, 86, 5, 83, 64, 41, 84, 85, 30, 77, 64, 52, 7, 84, 28, 27, 53, 89, 50, 85, 25, 45, 97, 24, 85, 18, 76, 38, 81, 44, 1, 58, 38, 46, 59], [54, 27, 73, 27, 26, 80, 99, 32, 24, 78, 46, 16, 35, 83, 76, 38, 54, 34, 54, 83, 22, 60, 59, 11, 80, 34, 42, 79, 13, 25, 68, 96, 91, 70, 63, 55, 39, 46, 65, 76, 60, 97, 3, 78, 38, 21, 61, 37, 49, 43, 68, 3, 58, 51, 21, 56, 5, 5, 4, 86, 94, 87, 1, 56, 94, 89, 85, 65, 78], [59, 36, 11, 48, 68, 46, 50, 84, 17, 47, 7, 79, 64, 77, 81, 16, 33, 54, 54, 28, 55, 10, 82, 19, 20, 11, 20, 4, 32, 91, 18, 32, 84, 89, 13, 68, 29, 49, 65, 71, 68, 53, 34, 32, 63, 72, 62, 76, 6, 70, 33, 1, 84, 99, 61, 70, 42, 76, 34, 79, 39, 63, 11, 72, 54, 40, 58, 76, 30], [88, 11, 53, 34, 19, 22, 64, 78, 16, 51, 63, 5, 38, 58, 71, 24, 77, 97, 25, 2, 38, 98, 39, 15, 99, 91, 48, 86, 31, 80, 19, 61, 39, 59, 8, 82, 23, 79, 11, 95, 11, 68, 64, 11, 84, 32, 30, 46, 75, 91, 75, 87, 87, 75, 42, 76, 35, 46, 84, 6, 24, 16, 21, 8, 59, 88, 57, 50, 74], [74, 28, 18, 9, 78, 95, 56, 15, 94, 47, 89, 32, 54, 51, 93, 55, 75, 84, 15, 16, 59, 90, 69, 34, 26, 29, 99, 3, 75, 97, 42, 15, 98, 19, 5, 2, 95, 6, 56, 20, 35, 26, 89, 88, 84, 38, 9, 48, 19, 58, 71, 78, 87, 92, 42, 25, 34, 90, 78, 17, 44, 59, 21, 6, 58, 66, 3, 17, 35], [58, 42, 7, 51, 57, 87, 35, 16, 87, 9, 82, 36, 52, 5, 26, 63, 32, 75, 15, 81, 50, 82, 42, 3, 78, 35, 27, 31, 82, 37, 39, 19, 94, 51, 81, 53, 95, 36, 63, 47, 96, 17, 41, 68, 39, 79, 100, 68, 96, 91, 24, 6, 5, 94, 28, 74, 49, 100, 83, 60, 2, 71, 28, 78, 99, 28, 64, 39, 45], [24, 65, 45, 57, 53, 81, 61, 56, 82, 92, 79, 92, 72, 22, 60, 61, 4, 24, 12, 9, 13, 72, 58, 74, 52, 56, 18, 56, 72, 23, 39, 81, 80, 57, 77, 73, 53, 11, 52, 51, 89, 93, 89, 48, 1, 46, 34, 79, 75, 13, 17, 65, 48, 69, 41, 66, 32, 53, 70, 81, 67, 67, 42, 37, 61, 52, 5, 77, 74], [1, 80, 28, 51, 83, 60, 40, 45, 20, 35, 45, 58, 49, 44, 12, 13, 68, 34, 78, 81, 87, 60, 49, 90, 17, 2, 21, 30, 77, 68, 40, 77, 93, 50, 17, 73, 90, 37, 31, 81, 94, 70, 69, 51, 25, 18, 71, 66, 75, 56, 44, 50, 77, 88, 70, 64, 18, 30, 24, 19, 28, 72, 68, 58, 60, 46, 74, 17, 38], [16, 68, 64, 86, 50, 22, 21, 28, 51, 18, 91, 86, 10, 18, 97, 81, 97, 40, 65, 58, 37, 59, 17, 7, 22, 85, 2, 12, 76, 64, 33, 1, 60, 72, 20, 71, 16, 68, 39, 46, 31, 32, 45, 100, 19, 75, 90, 55, 77, 74, 33, 95, 44, 74, 13, 35, 27, 52, 89, 75, 100, 13, 62, 83, 49, 39, 26, 12, 100], [83, 62, 73, 57, 58, 83, 18, 86, 79, 37, 91, 66, 5, 12, 74, 76, 89, 82, 80, 14, 8, 38, 27, 87, 11, 98, 5, 89, 84, 60, 19, 32, 33, 64, 47, 27, 45, 85, 82, 14, 60, 51, 37, 77, 93, 18, 45, 50, 55, 58, 67, 42, 61, 35, 80, 71, 85, 8, 85, 4, 6, 79, 34, 10, 64, 69, 23, 1, 48], [47, 76, 30, 27, 8, 93, 30, 81, 74, 15, 55, 56, 40, 21, 30, 95, 99, 82, 85, 42, 51, 63, 27, 38, 40, 14, 55, 24, 1, 72, 12, 43, 61, 56, 10, 77, 51, 97, 37, 98, 83, 15, 88, 29, 83, 7, 25, 70, 46, 12, 17, 61, 52, 37, 95, 61, 81, 81, 69, 82, 86, 90, 56, 34, 12, 18, 63, 20, 8], [3, 20, 45, 32, 83, 53, 57, 98, 53, 90, 24, 78, 84, 44, 31, 47, 37, 45, 58, 35, 94, 54, 11, 42, 40, 17, 39, 40, 9, 5, 68, 39, 97, 51, 25, 99, 17, 15, 81, 48, 64, 11, 90, 14, 70, 42, 7, 77, 57, 59, 41, 36, 43, 30, 12, 76, 95, 21, 11, 95, 59, 81, 16, 98, 7, 79, 30, 74, 92], [89, 65, 82, 63, 12, 10, 99, 71, 32, 83, 46, 38, 56, 44, 97, 28, 65, 4, 34, 57, 8, 95, 14, 46, 70, 31, 91, 71, 81, 22, 66, 79, 43, 76, 53, 8, 2, 79, 94, 40, 67, 20, 17, 22, 67, 77, 38, 43, 70, 14, 67, 69, 55, 71, 38, 14, 16, 99, 91, 6, 30, 72, 99, 26, 41, 83, 37, 88, 14], [76, 89, 31, 19, 29, 10, 95, 32, 39, 12, 16, 28, 23, 59, 32, 15, 22, 24, 45, 7, 46, 81, 70, 20, 19, 12, 7, 38, 87, 21, 70, 20, 15, 58, 41, 64, 9, 28, 96, 95, 12, 91, 74, 45, 53, 35, 94, 89, 28, 19, 65, 53, 11, 96, 87, 64, 48, 75, 96, 74, 93, 79, 93, 37, 60, 83, 56, 19, 28], [33, 68, 3, 86, 45, 24, 99, 1, 61, 39, 88, 46, 58, 33, 33, 22, 100, 48, 44, 95, 26, 23, 75, 5, 49, 20, 77, 10, 5, 58, 42, 83, 35, 100, 38, 91, 39, 6, 56, 17, 49, 38, 24, 47, 96, 91, 56, 38, 32, 97, 3, 44, 16, 73, 52, 95, 59, 63, 82, 79, 74, 54, 99, 83, 9, 71, 42, 91, 17], [8, 98, 22, 75, 9, 65, 94, 25, 66, 69, 33, 16, 22, 28, 25, 11, 55, 90, 99, 7, 96, 55, 98, 65, 49, 73, 33, 32, 12, 11, 53, 50, 44, 58, 46, 95, 59, 35, 89, 48, 3, 35, 46, 71, 37, 57, 8, 45, 45, 4, 48, 43, 60, 84, 39, 89, 58, 33, 81, 43, 70, 19, 65, 55, 51, 72, 42, 81, 34], [8, 94, 85, 58, 19, 20, 53, 99, 44, 36, 74, 9, 20, 17, 50, 37, 47, 80, 88, 68, 99, 97, 15, 39, 72, 49, 40, 5, 22, 58, 25, 13, 43, 73, 38, 46, 12, 93, 37, 79, 26, 86, 22, 14, 83, 1, 18, 24, 35, 45, 70, 37, 34, 9, 77, 98, 67, 84, 36, 68, 41, 99, 48, 26, 87, 78, 74, 45, 18], [41, 57, 59, 8, 4, 13, 2, 56, 23, 77, 27, 80, 8, 76, 88, 42, 2, 85, 13, 94, 9, 85, 12, 98, 51, 12, 29, 92, 13, 93, 26, 83, 69, 30, 16, 90, 10, 92, 95, 96, 12, 73, 65, 39, 55, 24, 44, 32, 29, 39, 45, 9, 57, 13, 94, 15, 82, 51, 95, 57, 83, 44, 75, 27, 77, 35, 72, 84, 24], [12, 38, 90, 55, 16, 100, 77, 53, 39, 17, 1, 64, 62, 1, 92, 27, 66, 33, 36, 68, 66, 59, 31, 90, 33, 25, 13, 71, 45, 58, 26, 2, 85, 26, 24, 100, 71, 48, 70, 97, 61, 85, 10, 69, 88, 1, 65, 34, 3, 83, 4, 40, 68, 78, 43, 80, 61, 6, 82, 31, 47, 29, 32, 17, 83, 44, 59, 80, 18], [24, 23, 8, 51, 5, 57, 1, 55, 39, 72, 91, 79, 27, 75, 33, 41, 7, 67, 15, 35, 33, 38, 22, 65, 5, 96, 68, 58, 87, 53, 11, 85, 41, 11, 52, 26, 100, 38, 92, 70, 82, 64, 56, 50, 13, 9, 78, 87, 77, 31, 87, 24, 95, 40, 4, 26, 100, 74, 10, 5, 69, 67, 91, 65, 76, 88, 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16, 80, 93, 1, 81, 17, 99, 10, 86, 57, 23, 27, 64, 81, 91, 32, 88, 70, 65, 6], [70, 77, 56, 73, 57, 58, 1, 45, 54, 78, 60, 81, 39, 97, 20, 53, 74, 58, 83, 2, 49, 56, 5, 43, 94, 27, 94, 62, 80, 82, 46, 20, 76, 16, 61, 30, 8, 71, 93, 83, 77, 63, 74, 13, 3, 59, 95, 67, 69, 46, 32, 29, 65, 49, 52, 92, 76, 87, 90, 53, 19, 95, 6, 66, 53, 95, 62, 44, 98], [84, 100, 95, 83, 89, 9, 29, 39, 100, 55, 77, 49, 91, 64, 2, 99, 15, 100, 33, 8, 97, 66, 68, 14, 85, 5, 57, 61, 70, 23, 15, 84, 94, 38, 22, 17, 4, 6, 21, 57, 95, 15, 76, 65, 91, 46, 17, 1, 2, 71, 17, 11, 52, 89, 58, 39, 30, 26, 29, 16, 84, 29, 89, 92, 67, 74, 75, 5, 55], [11, 50, 1, 55, 15, 58, 80, 63, 54, 26, 52, 91, 71, 23, 12, 78, 40, 93, 10, 62, 72, 55, 44, 100, 21, 14, 92, 29, 52, 10, 93, 11, 37, 85, 75, 84, 18, 4, 35, 51, 86, 88, 30, 64, 53, 63, 63, 7, 65, 23, 11, 74, 9, 61, 33, 92, 95, 42, 43, 88, 10, 89, 18, 50, 27, 92, 78, 32, 46], [37, 14, 74, 7, 37, 38, 54, 91, 37, 67, 20, 48, 82, 98, 68, 95, 45, 46, 59, 35, 33, 57, 96, 68, 98, 86, 87, 57, 89, 8, 15, 52, 48, 41, 28, 16, 29, 89, 29, 36, 97, 57, 95, 30, 44, 98, 86, 44, 59, 55, 68, 30, 8, 69, 29, 34, 83, 30, 10, 1, 46, 35, 4, 16, 73, 85, 54, 2, 88], [76, 12, 30, 34, 28, 27, 47, 72, 20, 26, 79, 13, 64, 10, 48, 26, 24, 59, 97, 39, 33, 56, 87, 10, 69, 84, 46, 16, 12, 52, 52, 51, 15, 92, 86, 14, 90, 14, 96, 46, 91, 71, 1, 51, 77, 66, 72, 99, 45, 8, 33, 13, 37, 31, 62, 30, 43, 84, 97, 33, 46, 71, 88, 12, 22, 73, 38, 99, 78], [29, 12, 43, 78, 38, 92, 31, 6, 28, 97, 91, 13, 31, 13, 45, 15, 44, 2, 43, 11, 45, 90, 66, 96, 65, 41, 84, 93, 49, 66, 62, 65, 49, 76, 99, 51, 15, 47, 15, 47, 82, 11, 79, 6, 7, 2, 94, 59, 96, 59, 60, 9, 74, 57, 35, 98, 48, 41, 26, 43, 78, 2, 74, 92, 69, 66, 65, 59, 18], [52, 61, 43, 59, 16, 69, 32, 12, 66, 14, 57, 17, 9, 25, 47, 9, 57, 36, 85, 48, 63, 87, 56, 4, 37, 32, 84, 55, 95, 2, 79, 16, 86, 90, 90, 68, 25, 94, 43, 74, 34, 17, 22, 42, 68, 17, 75, 88, 32, 98, 95, 64, 44, 18, 14, 85, 46, 99, 17, 92, 73, 22, 25, 29, 42, 77, 20, 34, 82], [22, 88, 96, 90, 85, 25, 46, 17, 93, 23, 78, 86, 55, 56, 46, 27, 96, 62, 52, 58, 12, 40, 98, 83, 68, 17, 86, 16, 89, 28, 49, 28, 84, 28, 53, 84, 31, 47, 45, 73, 76, 28, 12, 49, 32, 51, 70, 65, 5, 89, 52, 38, 71, 73, 84, 30, 88, 9, 58, 88, 81, 86, 61, 97, 24, 96, 35, 44, 68], [16, 22, 28, 2, 23, 5, 69, 33, 100, 60, 14, 79, 64, 72, 34, 84, 29, 85, 76, 20, 35, 27, 41, 57, 20, 10, 87, 98, 70, 87, 92, 55, 31, 91, 14, 98, 90, 6, 37, 64, 100, 32, 40, 80, 94, 24, 64, 34, 48, 77, 96, 53, 61, 35, 21, 87, 29, 70, 66, 18, 35, 50, 77, 23, 32, 69, 32, 29, 5], [41, 80, 52, 6, 8, 95, 7, 32, 64, 94, 42, 33, 12, 86, 100, 59, 77, 91, 65, 94, 98, 73, 24, 45, 86, 35, 42, 63, 69, 94, 27, 39, 74, 79, 29, 99, 77, 94, 95, 19, 42, 85, 72, 81, 87, 2, 13, 12, 97, 37, 70, 61, 47, 7, 5, 59, 47, 70, 49, 79, 6, 87, 16, 79, 91, 99, 69, 84, 71], [78, 40, 62, 2, 80, 13, 76, 14, 21, 94, 76, 93, 57, 65, 56, 35, 20, 84, 61, 87, 8, 57, 68, 91, 31, 18, 56, 61, 11, 23, 35, 56, 60, 45, 93, 84, 90, 80, 67, 58, 38, 19, 74, 10, 13, 72, 10, 27, 93, 25, 8, 78, 35, 76, 88, 11, 33, 93, 60, 4, 51, 15, 67, 95, 8, 60, 88, 22, 84], [96, 70, 66, 67, 64, 44, 1, 91, 98, 25, 73, 78, 76, 99, 62, 8, 44, 47, 20, 6, 61, 8, 82, 50, 32, 14, 87, 19, 14, 90, 60, 100, 56, 29, 67, 39, 21, 55, 45, 31, 34, 1, 19, 1, 4, 77, 2, 47, 3, 30, 36, 79, 30, 24, 12, 76, 52, 41, 7, 54, 82, 86, 64, 15, 21, 40, 89, 95, 58], [14, 10, 99, 55, 9, 11, 73, 13, 6, 58, 82, 61, 43, 56, 59, 61, 15, 19, 37, 15, 37, 53, 41, 6, 71, 97, 50, 9, 55, 4, 49, 70, 54, 40, 61, 64, 87, 59, 42, 68, 55, 10, 3, 81, 36, 57, 59, 13, 55, 50, 22, 41, 56, 27, 73, 81, 49, 35, 7, 60, 51, 20, 49, 90, 34, 46, 27, 6, 51], [62, 99, 29, 62, 49, 44, 2, 94, 34, 44, 8, 47, 10, 11, 29, 3, 63, 15, 3, 31, 32, 17, 3, 21, 80, 71, 11, 61, 36, 23, 83, 66, 97, 2, 55, 59, 59, 41, 3, 13, 23, 62, 55, 38, 49, 42, 97, 82, 95, 55, 28, 86, 85, 51, 29, 27, 23, 57, 19, 29, 63, 100, 18, 83, 35, 48, 96, 53, 92], [67, 70, 41, 91, 54, 68, 89, 12, 14, 13, 59, 46, 84, 94, 49, 99, 3, 70, 9, 1, 64, 65, 44, 31, 71, 5, 65, 47, 31, 38, 51, 21, 62, 52, 71, 24, 84, 6, 67, 77, 91, 15, 65, 65, 57, 62, 9, 26, 24, 16, 10, 69, 52, 7, 64, 56, 23, 2, 33, 12, 28, 74, 10, 21, 57, 89, 54, 49, 38], [11, 59, 18, 40, 100, 17, 79, 92, 83, 54, 1, 40, 93, 37, 73, 13, 56, 62, 10, 44, 13, 6, 88, 18, 68, 39, 65, 93, 93, 40, 30, 90, 83, 82, 64, 93, 65, 21, 95, 71, 7, 50, 15, 3, 54, 29, 15, 50, 44, 41, 6, 65, 49, 77, 38, 9, 39, 90, 92, 14, 90, 54, 85, 16, 36, 88, 10, 100, 40], [36, 59, 17, 99, 13, 1, 28, 71, 40, 25, 65, 46, 61, 97, 100, 91, 76, 56, 22, 84, 46, 76, 43, 34, 38, 47, 62, 29, 98, 77, 55, 22, 8, 54, 50, 79, 1, 9, 54, 63, 29, 4, 64, 87, 53, 69, 82, 2, 89, 76, 11, 75, 91, 29, 40, 73, 57, 47, 84, 69, 27, 50, 91, 44, 95, 85, 33, 49, 11], [28, 13, 73, 23, 77, 56, 59, 37, 20, 56, 46, 3, 79, 66, 99, 90, 46, 91, 84, 64, 2, 14, 82, 82, 34, 35, 37, 81, 95, 26, 79, 2, 4, 95, 91, 14, 82, 49, 41, 38, 44, 89, 41, 71, 67, 86, 75, 90, 26, 97, 17, 43, 34, 6, 42, 5, 94, 81, 92, 77, 10, 2, 70, 66, 67, 26, 31, 76, 28], [69, 46, 19, 28, 100, 65, 13, 37, 86, 77, 22, 60, 18, 8, 98, 67, 65, 24, 56, 60, 49, 5, 33, 53, 24, 86, 36, 70, 43, 17, 70, 47, 58, 33, 93, 94, 31, 9, 89, 38, 88, 85, 53, 33, 29, 100, 26, 66, 93, 4, 74, 32, 69, 17, 73, 87, 84, 30, 4, 65, 86, 54, 64, 35, 6, 27, 16, 34, 62], [59, 43, 61, 26, 87, 69, 41, 83, 75, 38, 42, 98, 12, 1, 39, 9, 72, 3, 94, 92, 70, 74, 46, 58, 19, 1, 37, 41, 84, 44, 28, 63, 53, 49, 32, 65, 47, 33, 28, 36, 94, 30, 56, 16, 17, 21, 9, 41, 92, 24, 26, 30, 23, 94, 11, 64, 47, 12, 80, 26, 13, 48, 55, 60, 42, 39, 39, 35, 23], [14, 52, 86, 4, 82, 70, 90, 10, 74, 11, 12, 76, 1, 80, 10, 55, 58, 49, 32, 78, 75, 3, 50, 67, 21, 81, 50, 15, 54, 56, 95, 42, 77, 10, 46, 37, 77, 65, 67, 59, 83, 27, 59, 74, 91, 55, 67, 8, 73, 59, 51, 65, 25, 7, 5, 5, 58, 75, 94, 13, 13, 7, 6, 8, 51, 93, 70, 15, 88], [93, 15, 100, 88, 66, 40, 33, 77, 63, 30, 81, 79, 39, 97, 88, 36, 62, 14, 80, 28, 39, 26, 9, 35, 5, 13, 10, 85, 80, 39, 53, 48, 42, 7, 30, 53, 21, 63, 55, 10, 90, 71, 23, 92, 28, 92, 62, 7, 32, 90, 49, 2, 38, 28, 94, 78, 67, 22, 6, 22, 22, 30, 92, 99, 7, 89, 68, 53, 53], [5, 70, 61, 77, 100, 92, 79, 24, 75, 91, 35, 99, 57, 61, 78, 21, 19, 59, 82, 58, 18, 53, 9, 98, 55, 63, 99, 63, 18, 17, 15, 69, 94, 53, 96, 5, 24, 15, 77, 47, 80, 78, 64, 46, 66, 66, 94, 63, 2, 20, 61, 38, 60, 53, 10, 18, 38, 31, 100, 35, 39, 91, 72, 46, 85, 5, 90, 65, 99], [15, 26, 19, 66, 74, 64, 22, 63, 84, 36, 79, 92, 46, 35, 21, 89, 98, 23, 31, 34, 92, 76, 48, 47, 1, 89, 3, 5, 9, 82, 95, 29, 52, 6, 54, 24, 16, 48, 99, 98, 8, 70, 58, 60, 94, 26, 23, 57, 60, 70, 51, 97, 15, 1, 50, 1, 1, 47, 81, 93, 62, 56, 30, 98, 17, 18, 10, 40, 10], [7, 97, 44, 37, 10, 16, 48, 31, 66, 7, 69, 56, 97, 61, 69, 54, 99, 45, 66, 70, 51, 93, 45, 74, 11, 28, 100, 18, 13, 57, 5, 3, 24, 28, 77, 69, 57, 47, 9, 98, 73, 39, 97, 43, 62, 71, 59, 8, 71, 80, 54, 58, 4, 2, 50, 38, 52, 50, 95, 16, 41, 57, 47, 76, 24, 72, 44, 59, 16], [94, 25, 4, 28, 56, 14, 11, 65, 15, 86, 29, 82, 88, 60, 85, 78, 30, 50, 33, 10, 5, 72, 67, 30, 71, 71, 36, 55, 18, 61, 95, 60, 44, 91, 100, 28, 65, 51, 30, 47, 60, 47, 57, 2, 86, 32, 88, 58, 59, 100, 37, 78, 84, 41, 79, 49, 15, 22, 97, 33, 65, 23, 84, 50, 47, 92, 56, 14, 5], [44, 17, 35, 85, 68, 11, 18, 76, 93, 29, 58, 44, 86, 78, 17, 45, 24, 26, 8, 9, 43, 51, 35, 21, 7, 91, 67, 94, 1, 39, 40, 26, 67, 94, 96, 41, 95, 88, 88, 75, 41, 32, 12, 80, 32, 44, 80, 83, 62, 41, 84, 55, 56, 11, 70, 43, 78, 43, 34, 59, 23, 22, 11, 63, 77, 45, 15, 69, 89], [24, 14, 80, 84, 79, 31, 28, 58, 24, 83, 46, 77, 55, 13, 5, 9, 83, 98, 78, 78, 43, 82, 73, 85, 37, 46, 100, 88, 26, 6, 77, 86, 28, 56, 18, 86, 90, 97, 78, 65, 31, 86, 24, 39, 83, 72, 94, 34, 72, 84, 91, 14, 75, 17, 36, 8, 16, 47, 98, 8, 1, 40, 30, 74, 1, 14, 66, 43, 88], [64, 39, 23, 94, 53, 76, 7, 14, 67, 82, 60, 56, 38, 9, 73, 31, 41, 58, 40, 89, 63, 37, 66, 84, 13, 81, 38, 46, 8, 5, 52, 9, 82, 96, 34, 82, 82, 27, 12, 64, 9, 46, 90, 30, 93, 17, 98, 87, 5, 25, 97, 99, 28, 61, 2, 69, 73, 14, 92, 61, 35, 60, 30, 88, 5, 55, 66, 13, 65], [9, 25, 10, 20, 100, 24, 87, 86, 29, 31, 20, 39, 7, 92, 61, 55, 62, 48, 54, 54, 32, 64, 88, 14, 9, 62, 54, 20, 19, 22, 34, 93, 96, 20, 31, 71, 40, 39, 2, 75, 74, 74, 46, 74, 17, 59, 91, 44, 34, 48, 17, 48, 2, 6, 14, 18, 5, 27, 88, 73, 98, 49, 50, 36, 98, 93, 30, 27, 70], [98, 40, 55, 19, 77, 84, 13, 94, 29, 16, 71, 94, 93, 32, 23, 19, 73, 23, 67, 88, 12, 84, 9, 41, 61, 70, 57, 95, 33, 43, 70, 74, 70, 6, 27, 86, 92, 98, 91, 35, 53, 100, 89, 5, 60, 29, 93, 44, 18, 3, 23, 44, 39, 31, 59, 8, 44, 93, 16, 92, 40, 36, 3, 67, 39, 42, 17, 96, 6], [31, 28, 6, 85, 14, 35, 67, 17, 92, 31, 47, 98, 5, 10, 13, 1, 59, 69, 45, 87, 33, 44, 68, 48, 8, 2, 73, 35, 99, 45, 33, 74, 6, 93, 19, 17, 60, 36, 90, 77, 100, 83, 17, 47, 3, 90, 52, 14, 54, 84, 23, 30, 2, 85, 84, 42, 100, 31, 78, 18, 91, 41, 80, 18, 64, 31, 82, 82, 52], [47, 68, 85, 21, 77, 70, 5, 52, 40, 46, 15, 13, 16, 94, 17, 50, 1, 92, 51, 31, 30, 31, 44, 100, 71, 43, 58, 73, 35, 2, 19, 52, 100, 4, 98, 25, 17, 50, 93, 80, 68, 56, 1, 99, 3, 15, 53, 4, 94, 71, 47, 58, 67, 58, 64, 54, 45, 4, 59, 55, 7, 46, 63, 68, 70, 12, 54, 5, 98], [71, 71, 12, 54, 1, 3, 58, 30, 45, 66, 50, 13, 86, 87, 53, 8, 84, 30, 20, 27, 22, 8, 12, 27, 30, 78, 89, 1, 55, 84, 98, 29, 33, 40, 9, 82, 18, 70, 69, 78, 14, 3, 85, 64, 33, 78, 99, 85, 76, 99, 63, 66, 88, 96, 42, 41, 64, 79, 93, 78, 83, 86, 9, 73, 94, 42, 11, 28, 28], [3, 46, 93, 3, 59, 61, 19, 95, 96, 41, 82, 55, 80, 33, 22, 51, 46, 44, 48, 51, 47, 24, 97, 50, 37, 89, 21, 87, 5, 38, 43, 92, 6, 91, 47, 85, 46, 17, 70, 30, 18, 48, 30, 67, 83, 26, 76, 80, 31, 86, 43, 78, 59, 11, 2, 44, 12, 28, 99, 34, 6, 10, 12, 3, 25, 57, 56, 7, 13]] 34)) + +test5 :: Test +test5 = TestCase (assertEqual "for (numberOfComponents [[57, 14, 10, 32, 45, 27, 89, 82, 71, 42], [87, 37, 74, 42, 52, 76, 28, 64, 13, 5], [81, 88, 69, 6, 32, 17, 98, 7, 58, 75], [83, 32, 38, 79, 75, 61, 70, 93, 9, 26], [31, 57, 16, 76, 93, 89, 58, 56, 40, 61], [27, 69, 35, 29, 60, 71, 38, 20, 82, 48], [9, 45, 11, 18, 68, 1, 93, 44, 15, 85], [65, 90, 46, 47, 4, 22, 9, 60, 33, 33], [5, 14, 45, 38, 76, 27, 53, 6, 83, 68], [67, 84, 35, 41, 96, 88, 21, 27, 76, 44], [86, 52, 24, 33, 44, 14, 16, 60, 15, 78], [64, 78, 18, 38, 9, 50, 70, 25, 26, 20], [35, 88, 75, 13, 95, 79, 58, 35, 5, 94], [69, 38, 76, 86, 58, 43, 40, 11, 56, 22], [78, 41, 66, 74, 2, 11, 76, 77, 37, 26], [64, 39, 27, 43, 25, 39, 31, 16, 45, 62], [29, 31, 72, 60, 82, 88, 25, 82, 56, 40], [80, 70, 63, 61, 88, 14, 91, 81, 37, 6], [11, 68, 97, 96, 10, 92, 27, 57, 88, 57], [84, 44, 61, 58, 29, 62, 94, 60, 88, 69], [41, 27, 15, 48, 93, 92, 20, 24, 70, 28], [44, 45, 44, 24, 46, 63, 21, 86, 87, 14], [7, 24, 40, 11, 74, 78, 66, 58, 100, 25], [68, 35, 7, 84, 92, 35, 14, 83, 51, 22], [63, 96, 99, 18, 28, 87, 19, 86, 60, 37], [42, 63, 11, 5, 22, 8, 59, 12, 3, 12], [66, 10, 59, 45, 77, 55, 3, 53, 87, 7], [18, 50, 69, 62, 39, 92, 84, 35, 72, 90], [29, 2, 70, 47, 78, 88, 50, 98, 63, 74], [61, 38, 83, 50, 12, 41, 66, 90, 40, 37], [67, 32, 83, 97, 15, 9, 79, 35, 78, 29], [52, 79, 57, 67, 48, 4, 60, 74, 86, 15], [95, 2, 18, 72, 75, 96, 36, 90, 83, 40], [82, 10, 96, 53, 17, 8, 85, 1, 69, 18], [33, 36, 54, 61, 94, 55, 61, 95, 2, 30], [74, 65, 41, 73, 98, 98, 72, 85, 49, 20], [51, 35, 87, 92, 98, 14, 28, 4, 28, 68], [50, 48, 98, 13, 78, 78, 75, 3, 29, 58], [85, 51, 40, 47, 29, 53, 48, 3, 46, 7], [35, 12, 55, 58, 94, 100, 95, 35, 62, 1], [92, 65, 76, 5, 32, 16, 86, 50, 11, 67], [81, 88, 27, 38, 18, 21, 51, 97, 46, 82], [15, 31, 94, 2, 96, 79, 81, 86, 7, 57], [53, 19, 41, 72, 25, 99, 85, 33, 97, 29], [9, 85, 23, 37, 76, 62, 91, 66, 62, 82], [46, 2, 34, 69, 85, 14, 62, 99, 90, 84], [65, 13, 32, 40, 89, 51, 5, 20, 57, 12], [76, 64, 88, 81, 27, 92, 16, 68, 38, 7], [51, 20, 38, 71, 7, 81, 41, 96, 64, 99], [59, 12, 62, 38, 17, 5, 29, 87, 5, 31], [91, 38, 83, 33, 37, 14, 30, 70, 64, 70], [28, 53, 79, 57, 27, 66, 100, 85, 99, 80]] 7)," 52 (numberOfComponents [[57, 14, 10, 32, 45, 27, 89, 82, 71, 42], [87, 37, 74, 42, 52, 76, 28, 64, 13, 5], [81, 88, 69, 6, 32, 17, 98, 7, 58, 75], [83, 32, 38, 79, 75, 61, 70, 93, 9, 26], [31, 57, 16, 76, 93, 89, 58, 56, 40, 61], [27, 69, 35, 29, 60, 71, 38, 20, 82, 48], [9, 45, 11, 18, 68, 1, 93, 44, 15, 85], [65, 90, 46, 47, 4, 22, 9, 60, 33, 33], [5, 14, 45, 38, 76, 27, 53, 6, 83, 68], [67, 84, 35, 41, 96, 88, 21, 27, 76, 44], [86, 52, 24, 33, 44, 14, 16, 60, 15, 78], [64, 78, 18, 38, 9, 50, 70, 25, 26, 20], [35, 88, 75, 13, 95, 79, 58, 35, 5, 94], [69, 38, 76, 86, 58, 43, 40, 11, 56, 22], [78, 41, 66, 74, 2, 11, 76, 77, 37, 26], [64, 39, 27, 43, 25, 39, 31, 16, 45, 62], [29, 31, 72, 60, 82, 88, 25, 82, 56, 40], [80, 70, 63, 61, 88, 14, 91, 81, 37, 6], [11, 68, 97, 96, 10, 92, 27, 57, 88, 57], [84, 44, 61, 58, 29, 62, 94, 60, 88, 69], [41, 27, 15, 48, 93, 92, 20, 24, 70, 28], [44, 45, 44, 24, 46, 63, 21, 86, 87, 14], [7, 24, 40, 11, 74, 78, 66, 58, 100, 25], [68, 35, 7, 84, 92, 35, 14, 83, 51, 22], [63, 96, 99, 18, 28, 87, 19, 86, 60, 37], [42, 63, 11, 5, 22, 8, 59, 12, 3, 12], [66, 10, 59, 45, 77, 55, 3, 53, 87, 7], [18, 50, 69, 62, 39, 92, 84, 35, 72, 90], [29, 2, 70, 47, 78, 88, 50, 98, 63, 74], [61, 38, 83, 50, 12, 41, 66, 90, 40, 37], [67, 32, 83, 97, 15, 9, 79, 35, 78, 29], [52, 79, 57, 67, 48, 4, 60, 74, 86, 15], [95, 2, 18, 72, 75, 96, 36, 90, 83, 40], [82, 10, 96, 53, 17, 8, 85, 1, 69, 18], [33, 36, 54, 61, 94, 55, 61, 95, 2, 30], [74, 65, 41, 73, 98, 98, 72, 85, 49, 20], [51, 35, 87, 92, 98, 14, 28, 4, 28, 68], [50, 48, 98, 13, 78, 78, 75, 3, 29, 58], [85, 51, 40, 47, 29, 53, 48, 3, 46, 7], [35, 12, 55, 58, 94, 100, 95, 35, 62, 1], [92, 65, 76, 5, 32, 16, 86, 50, 11, 67], [81, 88, 27, 38, 18, 21, 51, 97, 46, 82], [15, 31, 94, 2, 96, 79, 81, 86, 7, 57], [53, 19, 41, 72, 25, 99, 85, 33, 97, 29], [9, 85, 23, 37, 76, 62, 91, 66, 62, 82], [46, 2, 34, 69, 85, 14, 62, 99, 90, 84], [65, 13, 32, 40, 89, 51, 5, 20, 57, 12], [76, 64, 88, 81, 27, 92, 16, 68, 38, 7], [51, 20, 38, 71, 7, 81, 41, 96, 64, 99], [59, 12, 62, 38, 17, 5, 29, 87, 5, 31], [91, 38, 83, 33, 37, 14, 30, 70, 64, 70], [28, 53, 79, 57, 27, 66, 100, 85, 99, 80]] 7)) + +test6 :: Test +test6 = TestCase (assertEqual "for (numberOfComponents [[52, 63, 10, 80, 32, 31, 63, 98, 68, 11, 82, 28, 55, 94, 90, 74, 23, 11, 56, 60, 31, 3, 28, 53, 80, 86, 46, 22, 41, 57, 6, 60, 3, 20, 73, 53, 95, 5, 30, 97, 28, 88, 66, 74, 36, 22, 22, 20, 22, 34, 43, 73, 80, 24, 4, 99, 20, 81, 88, 98, 30, 43, 12, 91, 80, 63, 83, 12, 45, 43], [67, 78, 88, 65, 42, 97, 77, 65, 16, 97, 14, 90, 84, 93, 81, 12, 41, 53, 23, 4, 94, 93, 65, 42, 15, 32, 75, 58, 51, 65, 46, 65, 68, 91, 61, 70, 21, 79, 100, 60, 19, 35, 36, 64, 77, 16, 31, 73, 4, 44, 43, 50, 25, 21, 19, 97, 27, 37, 97, 24, 52, 68, 4, 37, 1, 76, 67, 50, 33, 10], [56, 95, 74, 73, 93, 44, 26, 26, 54, 44, 70, 45, 19, 71, 89, 7, 60, 4, 95, 79, 76, 18, 7, 83, 12, 11, 3, 24, 20, 56, 26, 65, 53, 73, 7, 46, 59, 62, 63, 29, 5, 97, 34, 24, 22, 30, 100, 97, 64, 86, 52, 14, 91, 49, 70, 15, 93, 56, 63, 17, 96, 32, 21, 81, 2, 14, 77, 14, 51, 90], [98, 67, 54, 58, 76, 93, 59, 81, 66, 16, 47, 40, 6, 4, 6, 74, 18, 19, 95, 78, 44, 49, 88, 52, 95, 43, 28, 8, 46, 20, 100, 61, 87, 6, 17, 3, 96, 1, 61, 16, 54, 24, 16, 8, 25, 80, 87, 72, 84, 89, 99, 2, 56, 81, 65, 90, 76, 63, 59, 64, 71, 95, 43, 27, 13, 49, 15, 28, 62, 45], [46, 36, 25, 15, 55, 34, 74, 12, 89, 73, 91, 73, 99, 98, 59, 56, 60, 18, 13, 94, 83, 30, 13, 39, 81, 39, 75, 11, 65, 39, 95, 36, 100, 72, 84, 69, 78, 60, 60, 38, 70, 66, 4, 6, 54, 13, 81, 33, 27, 32, 25, 31, 12, 5, 12, 12, 20, 37, 58, 25, 39, 73, 91, 22, 100, 35, 97, 56, 69, 73], [20, 23, 39, 99, 84, 47, 15, 31, 9, 23, 32, 85, 83, 73, 1, 92, 65, 10, 94, 13, 64, 98, 14, 82, 64, 34, 29, 79, 49, 6, 34, 24, 20, 14, 65, 98, 36, 21, 93, 38, 11, 83, 78, 54, 1, 91, 2, 51, 34, 18, 2, 70, 40, 52, 25, 21, 54, 83, 60, 40, 39, 60, 70, 3, 88, 33, 47, 17, 89, 31], [53, 36, 19, 19, 85, 85, 13, 3, 48, 82, 63, 58, 53, 52, 41, 43, 6, 61, 15, 57, 55, 15, 23, 73, 6, 70, 78, 5, 80, 14, 98, 52, 23, 18, 69, 54, 100, 49, 10, 5, 96, 72, 36, 55, 23, 43, 8, 94, 18, 9, 9, 13, 7, 49, 23, 64, 7, 15, 27, 23, 11, 81, 12, 72, 49, 30, 47, 11, 47, 69], [43, 69, 97, 66, 100, 78, 27, 72, 66, 88, 98, 26, 89, 18, 2, 24, 34, 1, 17, 61, 84, 95, 28, 61, 34, 93, 77, 52, 17, 4, 2, 12, 13, 72, 11, 96, 73, 58, 12, 27, 69, 68, 40, 58, 10, 38, 11, 94, 17, 23, 94, 73, 20, 85, 22, 74, 14, 65, 65, 6, 51, 59, 32, 57, 23, 22, 78, 15, 8, 12], [57, 81, 47, 57, 49, 6, 8, 47, 10, 75, 52, 53, 61, 63, 67, 54, 64, 3, 6, 50, 91, 45, 29, 10, 75, 85, 73, 23, 91, 80, 79, 2, 13, 3, 78, 52, 38, 71, 39, 2, 76, 46, 9, 43, 50, 85, 57, 96, 60, 1, 39, 20, 48, 80, 28, 56, 11, 89, 38, 33, 94, 62, 75, 40, 96, 3, 73, 62, 12, 51], [4, 3, 81, 46, 42, 7, 17, 73, 15, 22, 58, 4, 97, 26, 90, 60, 73, 73, 75, 82, 35, 17, 70, 23, 76, 97, 1, 85, 14, 14, 24, 38, 72, 65, 10, 14, 48, 22, 99, 47, 49, 60, 61, 46, 82, 78, 6, 5, 72, 6, 33, 39, 90, 6, 90, 50, 18, 79, 84, 54, 34, 89, 73, 58, 73, 77, 14, 61, 98, 27], [86, 81, 65, 28, 94, 98, 52, 75, 33, 53, 53, 3, 83, 28, 54, 6, 34, 49, 7, 55, 15, 1, 44, 17, 100, 92, 13, 6, 91, 77, 84, 17, 13, 98, 20, 43, 31, 39, 56, 90, 67, 39, 36, 60, 77, 97, 68, 96, 47, 20, 19, 99, 14, 2, 66, 94, 70, 31, 72, 54, 63, 40, 39, 1, 81, 36, 80, 42, 92, 65], [68, 100, 76, 29, 44, 61, 44, 49, 55, 29, 97, 41, 86, 4, 10, 87, 4, 26, 1, 96, 95, 45, 52, 74, 60, 83, 23, 16, 59, 81, 89, 13, 18, 64, 48, 83, 88, 97, 9, 70, 53, 24, 12, 19, 62, 20, 26, 48, 19, 8, 66, 35, 85, 12, 77, 95, 16, 36, 49, 4, 40, 14, 82, 66, 92, 67, 35, 63, 7, 8], [60, 93, 71, 83, 2, 74, 48, 61, 66, 10, 51, 47, 81, 68, 29, 74, 9, 99, 66, 90, 32, 69, 93, 54, 75, 65, 72, 9, 4, 83, 64, 7, 40, 59, 20, 80, 87, 69, 94, 32, 99, 62, 58, 79, 100, 40, 64, 28, 1, 78, 51, 68, 55, 23, 64, 87, 6, 33, 39, 8, 26, 80, 1, 65, 22, 61, 61, 63, 31, 1], [7, 89, 80, 40, 3, 42, 2, 30, 59, 94, 99, 92, 88, 92, 77, 76, 13, 93, 73, 14, 92, 49, 37, 75, 89, 31, 69, 47, 99, 60, 1, 62, 62, 30, 40, 39, 96, 32, 20, 9, 14, 10, 86, 8, 73, 89, 27, 96, 90, 39, 61, 28, 72, 91, 31, 97, 76, 65, 14, 28, 41, 85, 59, 75, 85, 3, 57, 19, 74, 21], [11, 44, 69, 14, 86, 96, 96, 89, 9, 15, 67, 77, 62, 96, 67, 30, 23, 96, 15, 19, 92, 85, 48, 76, 78, 27, 13, 53, 3, 40, 53, 18, 19, 38, 82, 59, 25, 56, 34, 56, 42, 93, 12, 43, 43, 75, 80, 60, 10, 13, 65, 13, 87, 2, 15, 49, 26, 3, 88, 72, 69, 93, 63, 45, 73, 66, 16, 66, 27, 88], [81, 18, 2, 25, 20, 43, 40, 88, 80, 27, 1, 21, 22, 35, 45, 8, 26, 39, 91, 14, 36, 1, 55, 43, 85, 99, 83, 89, 60, 50, 75, 92, 31, 67, 55, 14, 56, 22, 8, 59, 46, 15, 40, 87, 58, 20, 37, 64, 5, 9, 13, 38, 40, 39, 83, 75, 48, 11, 18, 71, 87, 86, 7, 30, 54, 67, 74, 30, 45, 97], [100, 2, 36, 6, 71, 3, 85, 96, 43, 22, 41, 82, 95, 96, 22, 2, 33, 17, 31, 97, 17, 42, 64, 81, 47, 58, 58, 35, 26, 6, 66, 80, 79, 81, 41, 80, 49, 49, 6, 52, 57, 91, 74, 30, 41, 5, 33, 89, 85, 48, 68, 37, 40, 66, 77, 10, 47, 63, 96, 28, 52, 12, 94, 62, 79, 98, 17, 65, 17, 79], [60, 27, 24, 81, 12, 92, 60, 46, 65, 45, 61, 67, 19, 76, 83, 5, 54, 34, 48, 60, 3, 4, 34, 70, 87, 45, 61, 39, 61, 78, 23, 81, 95, 44, 39, 9, 64, 46, 69, 74, 18, 3, 35, 10, 54, 53, 79, 91, 26, 28, 99, 56, 74, 27, 52, 60, 50, 73, 75, 99, 46, 23, 70, 54, 40, 93, 82, 56, 77, 42], [98, 2, 66, 13, 45, 50, 52, 10, 40, 47, 95, 20, 95, 91, 50, 39, 96, 100, 43, 44, 57, 64, 71, 57, 24, 80, 66, 70, 39, 7, 65, 41, 42, 52, 26, 33, 43, 57, 4, 5, 75, 8, 50, 75, 92, 12, 33, 44, 23, 3, 16, 65, 8, 65, 28, 68, 37, 59, 97, 19, 98, 19, 31, 40, 66, 99, 34, 39, 83, 9], [68, 73, 51, 77, 39, 9, 76, 84, 23, 2, 76, 15, 49, 59, 79, 75, 83, 64, 33, 17, 60, 19, 70, 93, 75, 36, 59, 73, 33, 17, 51, 8, 9, 48, 25, 39, 46, 57, 63, 51, 4, 67, 59, 55, 57, 70, 41, 83, 9, 92, 75, 41, 63, 13, 86, 64, 15, 80, 98, 36, 13, 59, 58, 36, 17, 98, 49, 97, 11, 31]] 55)," 20 (numberOfComponents [[52, 63, 10, 80, 32, 31, 63, 98, 68, 11, 82, 28, 55, 94, 90, 74, 23, 11, 56, 60, 31, 3, 28, 53, 80, 86, 46, 22, 41, 57, 6, 60, 3, 20, 73, 53, 95, 5, 30, 97, 28, 88, 66, 74, 36, 22, 22, 20, 22, 34, 43, 73, 80, 24, 4, 99, 20, 81, 88, 98, 30, 43, 12, 91, 80, 63, 83, 12, 45, 43], [67, 78, 88, 65, 42, 97, 77, 65, 16, 97, 14, 90, 84, 93, 81, 12, 41, 53, 23, 4, 94, 93, 65, 42, 15, 32, 75, 58, 51, 65, 46, 65, 68, 91, 61, 70, 21, 79, 100, 60, 19, 35, 36, 64, 77, 16, 31, 73, 4, 44, 43, 50, 25, 21, 19, 97, 27, 37, 97, 24, 52, 68, 4, 37, 1, 76, 67, 50, 33, 10], [56, 95, 74, 73, 93, 44, 26, 26, 54, 44, 70, 45, 19, 71, 89, 7, 60, 4, 95, 79, 76, 18, 7, 83, 12, 11, 3, 24, 20, 56, 26, 65, 53, 73, 7, 46, 59, 62, 63, 29, 5, 97, 34, 24, 22, 30, 100, 97, 64, 86, 52, 14, 91, 49, 70, 15, 93, 56, 63, 17, 96, 32, 21, 81, 2, 14, 77, 14, 51, 90], [98, 67, 54, 58, 76, 93, 59, 81, 66, 16, 47, 40, 6, 4, 6, 74, 18, 19, 95, 78, 44, 49, 88, 52, 95, 43, 28, 8, 46, 20, 100, 61, 87, 6, 17, 3, 96, 1, 61, 16, 54, 24, 16, 8, 25, 80, 87, 72, 84, 89, 99, 2, 56, 81, 65, 90, 76, 63, 59, 64, 71, 95, 43, 27, 13, 49, 15, 28, 62, 45], [46, 36, 25, 15, 55, 34, 74, 12, 89, 73, 91, 73, 99, 98, 59, 56, 60, 18, 13, 94, 83, 30, 13, 39, 81, 39, 75, 11, 65, 39, 95, 36, 100, 72, 84, 69, 78, 60, 60, 38, 70, 66, 4, 6, 54, 13, 81, 33, 27, 32, 25, 31, 12, 5, 12, 12, 20, 37, 58, 25, 39, 73, 91, 22, 100, 35, 97, 56, 69, 73], [20, 23, 39, 99, 84, 47, 15, 31, 9, 23, 32, 85, 83, 73, 1, 92, 65, 10, 94, 13, 64, 98, 14, 82, 64, 34, 29, 79, 49, 6, 34, 24, 20, 14, 65, 98, 36, 21, 93, 38, 11, 83, 78, 54, 1, 91, 2, 51, 34, 18, 2, 70, 40, 52, 25, 21, 54, 83, 60, 40, 39, 60, 70, 3, 88, 33, 47, 17, 89, 31], [53, 36, 19, 19, 85, 85, 13, 3, 48, 82, 63, 58, 53, 52, 41, 43, 6, 61, 15, 57, 55, 15, 23, 73, 6, 70, 78, 5, 80, 14, 98, 52, 23, 18, 69, 54, 100, 49, 10, 5, 96, 72, 36, 55, 23, 43, 8, 94, 18, 9, 9, 13, 7, 49, 23, 64, 7, 15, 27, 23, 11, 81, 12, 72, 49, 30, 47, 11, 47, 69], [43, 69, 97, 66, 100, 78, 27, 72, 66, 88, 98, 26, 89, 18, 2, 24, 34, 1, 17, 61, 84, 95, 28, 61, 34, 93, 77, 52, 17, 4, 2, 12, 13, 72, 11, 96, 73, 58, 12, 27, 69, 68, 40, 58, 10, 38, 11, 94, 17, 23, 94, 73, 20, 85, 22, 74, 14, 65, 65, 6, 51, 59, 32, 57, 23, 22, 78, 15, 8, 12], [57, 81, 47, 57, 49, 6, 8, 47, 10, 75, 52, 53, 61, 63, 67, 54, 64, 3, 6, 50, 91, 45, 29, 10, 75, 85, 73, 23, 91, 80, 79, 2, 13, 3, 78, 52, 38, 71, 39, 2, 76, 46, 9, 43, 50, 85, 57, 96, 60, 1, 39, 20, 48, 80, 28, 56, 11, 89, 38, 33, 94, 62, 75, 40, 96, 3, 73, 62, 12, 51], [4, 3, 81, 46, 42, 7, 17, 73, 15, 22, 58, 4, 97, 26, 90, 60, 73, 73, 75, 82, 35, 17, 70, 23, 76, 97, 1, 85, 14, 14, 24, 38, 72, 65, 10, 14, 48, 22, 99, 47, 49, 60, 61, 46, 82, 78, 6, 5, 72, 6, 33, 39, 90, 6, 90, 50, 18, 79, 84, 54, 34, 89, 73, 58, 73, 77, 14, 61, 98, 27], [86, 81, 65, 28, 94, 98, 52, 75, 33, 53, 53, 3, 83, 28, 54, 6, 34, 49, 7, 55, 15, 1, 44, 17, 100, 92, 13, 6, 91, 77, 84, 17, 13, 98, 20, 43, 31, 39, 56, 90, 67, 39, 36, 60, 77, 97, 68, 96, 47, 20, 19, 99, 14, 2, 66, 94, 70, 31, 72, 54, 63, 40, 39, 1, 81, 36, 80, 42, 92, 65], [68, 100, 76, 29, 44, 61, 44, 49, 55, 29, 97, 41, 86, 4, 10, 87, 4, 26, 1, 96, 95, 45, 52, 74, 60, 83, 23, 16, 59, 81, 89, 13, 18, 64, 48, 83, 88, 97, 9, 70, 53, 24, 12, 19, 62, 20, 26, 48, 19, 8, 66, 35, 85, 12, 77, 95, 16, 36, 49, 4, 40, 14, 82, 66, 92, 67, 35, 63, 7, 8], [60, 93, 71, 83, 2, 74, 48, 61, 66, 10, 51, 47, 81, 68, 29, 74, 9, 99, 66, 90, 32, 69, 93, 54, 75, 65, 72, 9, 4, 83, 64, 7, 40, 59, 20, 80, 87, 69, 94, 32, 99, 62, 58, 79, 100, 40, 64, 28, 1, 78, 51, 68, 55, 23, 64, 87, 6, 33, 39, 8, 26, 80, 1, 65, 22, 61, 61, 63, 31, 1], [7, 89, 80, 40, 3, 42, 2, 30, 59, 94, 99, 92, 88, 92, 77, 76, 13, 93, 73, 14, 92, 49, 37, 75, 89, 31, 69, 47, 99, 60, 1, 62, 62, 30, 40, 39, 96, 32, 20, 9, 14, 10, 86, 8, 73, 89, 27, 96, 90, 39, 61, 28, 72, 91, 31, 97, 76, 65, 14, 28, 41, 85, 59, 75, 85, 3, 57, 19, 74, 21], [11, 44, 69, 14, 86, 96, 96, 89, 9, 15, 67, 77, 62, 96, 67, 30, 23, 96, 15, 19, 92, 85, 48, 76, 78, 27, 13, 53, 3, 40, 53, 18, 19, 38, 82, 59, 25, 56, 34, 56, 42, 93, 12, 43, 43, 75, 80, 60, 10, 13, 65, 13, 87, 2, 15, 49, 26, 3, 88, 72, 69, 93, 63, 45, 73, 66, 16, 66, 27, 88], [81, 18, 2, 25, 20, 43, 40, 88, 80, 27, 1, 21, 22, 35, 45, 8, 26, 39, 91, 14, 36, 1, 55, 43, 85, 99, 83, 89, 60, 50, 75, 92, 31, 67, 55, 14, 56, 22, 8, 59, 46, 15, 40, 87, 58, 20, 37, 64, 5, 9, 13, 38, 40, 39, 83, 75, 48, 11, 18, 71, 87, 86, 7, 30, 54, 67, 74, 30, 45, 97], [100, 2, 36, 6, 71, 3, 85, 96, 43, 22, 41, 82, 95, 96, 22, 2, 33, 17, 31, 97, 17, 42, 64, 81, 47, 58, 58, 35, 26, 6, 66, 80, 79, 81, 41, 80, 49, 49, 6, 52, 57, 91, 74, 30, 41, 5, 33, 89, 85, 48, 68, 37, 40, 66, 77, 10, 47, 63, 96, 28, 52, 12, 94, 62, 79, 98, 17, 65, 17, 79], [60, 27, 24, 81, 12, 92, 60, 46, 65, 45, 61, 67, 19, 76, 83, 5, 54, 34, 48, 60, 3, 4, 34, 70, 87, 45, 61, 39, 61, 78, 23, 81, 95, 44, 39, 9, 64, 46, 69, 74, 18, 3, 35, 10, 54, 53, 79, 91, 26, 28, 99, 56, 74, 27, 52, 60, 50, 73, 75, 99, 46, 23, 70, 54, 40, 93, 82, 56, 77, 42], [98, 2, 66, 13, 45, 50, 52, 10, 40, 47, 95, 20, 95, 91, 50, 39, 96, 100, 43, 44, 57, 64, 71, 57, 24, 80, 66, 70, 39, 7, 65, 41, 42, 52, 26, 33, 43, 57, 4, 5, 75, 8, 50, 75, 92, 12, 33, 44, 23, 3, 16, 65, 8, 65, 28, 68, 37, 59, 97, 19, 98, 19, 31, 40, 66, 99, 34, 39, 83, 9], [68, 73, 51, 77, 39, 9, 76, 84, 23, 2, 76, 15, 49, 59, 79, 75, 83, 64, 33, 17, 60, 19, 70, 93, 75, 36, 59, 73, 33, 17, 51, 8, 9, 48, 25, 39, 46, 57, 63, 51, 4, 67, 59, 55, 57, 70, 41, 83, 9, 92, 75, 41, 63, 13, 86, 64, 15, 80, 98, 36, 13, 59, 58, 36, 17, 98, 49, 97, 11, 31]] 55)) + +test7 :: Test +test7 = TestCase (assertEqual "for (numberOfComponents [[75, 80, 64, 61, 80, 27, 15, 17, 20, 72, 1, 84, 34, 8, 38, 59, 14, 50, 37, 55, 21, 2, 45, 60], [30, 80, 99, 1, 3, 86, 12, 63, 17, 97, 52, 2, 74, 87, 54, 48, 20, 72, 40, 93, 52, 75, 60, 21], [43, 47, 20, 81, 54, 16, 47, 73, 34, 24, 12, 22, 36, 21, 85, 44, 67, 17, 78, 57, 61, 31, 65, 21], [90, 39, 25, 28, 48, 64, 35, 67, 8, 96, 15, 93, 91, 78, 90, 48, 86, 79, 17, 21, 87, 71, 8, 96], [92, 96, 25, 94, 22, 93, 68, 34, 34, 52, 27, 86, 82, 35, 50, 78, 18, 14, 43, 59, 41, 56, 53, 18], [32, 36, 88, 31, 42, 47, 51, 66, 22, 64, 77, 65, 59, 73, 5, 30, 58, 19, 16, 89, 25, 5, 96, 54], [19, 23, 81, 63, 72, 40, 8, 32, 23, 93, 47, 36, 94, 81, 88, 9, 56, 10, 12, 35, 90, 45, 66, 8], [91, 93, 68, 65, 95, 88, 32, 49, 82, 1, 57, 58, 63, 27, 33, 57, 52, 3, 16, 39, 66, 91, 26, 23], [76, 4, 68, 22, 17, 46, 82, 69, 50, 11, 60, 69, 49, 93, 28, 40, 85, 19, 63, 80, 29, 32, 80, 64], [4, 61, 70, 71, 65, 41, 81, 66, 20, 16, 32, 42, 32, 14, 42, 61, 21, 24, 37, 68, 69, 4, 32, 59], [27, 6, 40, 97, 5, 26, 77, 81, 3, 30, 94, 43, 31, 65, 68, 22, 38, 66, 94, 33, 94, 57, 72, 1], [39, 49, 99, 83, 94, 73, 5, 34, 26, 14, 22, 96, 22, 69, 41, 57, 59, 99, 10, 54, 98, 82, 97, 32], [82, 64, 4, 57, 23, 74, 78, 75, 59, 98, 5, 71, 73, 82, 62, 22, 71, 66, 7, 80, 9, 76, 99, 83], [71, 62, 6, 1, 28, 1, 16, 61, 93, 80, 53, 28, 82, 66, 24, 51, 20, 47, 84, 85, 17, 15, 63, 99], [72, 73, 27, 19, 99, 47, 57, 18, 5, 91, 89, 70, 89, 15, 16, 33, 2, 95, 28, 99, 84, 33, 80, 36], [12, 94, 90, 70, 16, 56, 91, 45, 98, 80, 39, 48, 75, 80, 40, 16, 47, 87, 78, 42, 76, 17, 43, 58], [22, 91, 89, 36, 79, 37, 37, 29, 48, 75, 23, 83, 70, 42, 76, 10, 75, 51, 50, 62, 19, 35, 58, 72], [42, 72, 37, 57, 7, 64, 70, 46, 8, 84, 76, 23, 81, 21, 18, 37, 70, 21, 76, 10, 68, 33, 10, 18], [2, 12, 75, 32, 66, 93, 47, 77, 50, 12, 73, 14, 42, 88, 45, 71, 16, 25, 86, 46, 56, 34, 71, 86], [75, 61, 68, 76, 62, 63, 17, 48, 18, 5, 18, 23, 5, 11, 83, 82, 19, 41, 79, 71, 60, 38, 38, 35], [8, 100, 26, 1, 30, 53, 58, 89, 63, 62, 63, 38, 5, 66, 48, 17, 74, 16, 36, 2, 66, 69, 49, 31], [21, 78, 3, 63, 78, 95, 92, 38, 52, 69, 11, 43, 32, 26, 3, 33, 36, 47, 84, 70, 56, 19, 78, 87], [43, 53, 72, 19, 93, 35, 18, 80, 86, 60, 41, 79, 100, 84, 34, 25, 39, 89, 37, 56, 13, 49, 15, 34], [90, 99, 92, 40, 76, 53, 90, 28, 38, 34, 73, 7, 31, 78, 22, 9, 11, 66, 44, 88, 24, 50, 49, 29], [4, 1, 60, 69, 6, 100, 59, 84, 21, 35, 37, 20, 23, 38, 88, 25, 74, 61, 82, 58, 4, 76, 14, 36], [13, 55, 50, 81, 94, 43, 90, 75, 37, 88, 14, 6, 23, 88, 75, 30, 6, 19, 79, 86, 99, 8, 32, 60]] 20)," 26 (numberOfComponents [[75, 80, 64, 61, 80, 27, 15, 17, 20, 72, 1, 84, 34, 8, 38, 59, 14, 50, 37, 55, 21, 2, 45, 60], [30, 80, 99, 1, 3, 86, 12, 63, 17, 97, 52, 2, 74, 87, 54, 48, 20, 72, 40, 93, 52, 75, 60, 21], [43, 47, 20, 81, 54, 16, 47, 73, 34, 24, 12, 22, 36, 21, 85, 44, 67, 17, 78, 57, 61, 31, 65, 21], [90, 39, 25, 28, 48, 64, 35, 67, 8, 96, 15, 93, 91, 78, 90, 48, 86, 79, 17, 21, 87, 71, 8, 96], [92, 96, 25, 94, 22, 93, 68, 34, 34, 52, 27, 86, 82, 35, 50, 78, 18, 14, 43, 59, 41, 56, 53, 18], [32, 36, 88, 31, 42, 47, 51, 66, 22, 64, 77, 65, 59, 73, 5, 30, 58, 19, 16, 89, 25, 5, 96, 54], [19, 23, 81, 63, 72, 40, 8, 32, 23, 93, 47, 36, 94, 81, 88, 9, 56, 10, 12, 35, 90, 45, 66, 8], [91, 93, 68, 65, 95, 88, 32, 49, 82, 1, 57, 58, 63, 27, 33, 57, 52, 3, 16, 39, 66, 91, 26, 23], [76, 4, 68, 22, 17, 46, 82, 69, 50, 11, 60, 69, 49, 93, 28, 40, 85, 19, 63, 80, 29, 32, 80, 64], [4, 61, 70, 71, 65, 41, 81, 66, 20, 16, 32, 42, 32, 14, 42, 61, 21, 24, 37, 68, 69, 4, 32, 59], [27, 6, 40, 97, 5, 26, 77, 81, 3, 30, 94, 43, 31, 65, 68, 22, 38, 66, 94, 33, 94, 57, 72, 1], [39, 49, 99, 83, 94, 73, 5, 34, 26, 14, 22, 96, 22, 69, 41, 57, 59, 99, 10, 54, 98, 82, 97, 32], [82, 64, 4, 57, 23, 74, 78, 75, 59, 98, 5, 71, 73, 82, 62, 22, 71, 66, 7, 80, 9, 76, 99, 83], [71, 62, 6, 1, 28, 1, 16, 61, 93, 80, 53, 28, 82, 66, 24, 51, 20, 47, 84, 85, 17, 15, 63, 99], [72, 73, 27, 19, 99, 47, 57, 18, 5, 91, 89, 70, 89, 15, 16, 33, 2, 95, 28, 99, 84, 33, 80, 36], [12, 94, 90, 70, 16, 56, 91, 45, 98, 80, 39, 48, 75, 80, 40, 16, 47, 87, 78, 42, 76, 17, 43, 58], [22, 91, 89, 36, 79, 37, 37, 29, 48, 75, 23, 83, 70, 42, 76, 10, 75, 51, 50, 62, 19, 35, 58, 72], [42, 72, 37, 57, 7, 64, 70, 46, 8, 84, 76, 23, 81, 21, 18, 37, 70, 21, 76, 10, 68, 33, 10, 18], [2, 12, 75, 32, 66, 93, 47, 77, 50, 12, 73, 14, 42, 88, 45, 71, 16, 25, 86, 46, 56, 34, 71, 86], [75, 61, 68, 76, 62, 63, 17, 48, 18, 5, 18, 23, 5, 11, 83, 82, 19, 41, 79, 71, 60, 38, 38, 35], [8, 100, 26, 1, 30, 53, 58, 89, 63, 62, 63, 38, 5, 66, 48, 17, 74, 16, 36, 2, 66, 69, 49, 31], [21, 78, 3, 63, 78, 95, 92, 38, 52, 69, 11, 43, 32, 26, 3, 33, 36, 47, 84, 70, 56, 19, 78, 87], [43, 53, 72, 19, 93, 35, 18, 80, 86, 60, 41, 79, 100, 84, 34, 25, 39, 89, 37, 56, 13, 49, 15, 34], [90, 99, 92, 40, 76, 53, 90, 28, 38, 34, 73, 7, 31, 78, 22, 9, 11, 66, 44, 88, 24, 50, 49, 29], [4, 1, 60, 69, 6, 100, 59, 84, 21, 35, 37, 20, 23, 38, 88, 25, 74, 61, 82, 58, 4, 76, 14, 36], [13, 55, 50, 81, 94, 43, 90, 75, 37, 88, 14, 6, 23, 88, 75, 30, 6, 19, 79, 86, 99, 8, 32, 60]] 20)) + +test8 :: Test +test8 = TestCase (assertEqual "for (numberOfComponents [[94, 77, 70, 95, 75, 62, 38, 37, 94, 46, 9, 2, 22, 52, 64, 48, 22, 100, 42, 87, 83, 93, 12, 66, 16, 24, 22, 13, 39, 11, 39, 18, 35, 89, 24, 56, 46, 27, 45, 69, 69, 64, 89, 76, 77, 87, 88, 16, 79, 18, 12, 63, 24, 80], [72, 26, 99, 44, 63, 76, 18, 55, 9, 48, 43, 13, 97, 12, 82, 99, 61, 48, 97, 51, 7, 43, 70, 99, 36, 75, 61, 63, 38, 3, 47, 30, 50, 18, 5, 88, 40, 69, 34, 74, 55, 28, 77, 51, 50, 14, 71, 39, 68, 1, 46, 91, 6, 59], [79, 75, 16, 90, 62, 91, 2, 38, 21, 16, 1, 17, 46, 91, 64, 36, 47, 22, 19, 32, 22, 42, 82, 26, 82, 50, 30, 91, 13, 53, 70, 8, 38, 41, 58, 15, 84, 56, 95, 67, 90, 32, 45, 48, 91, 99, 6, 56, 39, 74, 16, 67, 10, 86], [16, 33, 45, 17, 59, 96, 62, 13, 48, 99, 79, 82, 50, 35, 73, 24, 35, 8, 16, 45, 14, 22, 21, 40, 50, 38, 3, 20, 6, 16, 91, 24, 21, 14, 39, 88, 13, 13, 58, 24, 18, 43, 20, 25, 81, 7, 96, 41, 83, 64, 10, 14, 46, 62], [60, 36, 3, 1, 46, 44, 5, 29, 48, 57, 3, 13, 21, 40, 79, 10, 32, 14, 34, 93, 62, 59, 14, 1, 40, 11, 12, 81, 100, 29, 10, 39, 65, 70, 11, 79, 90, 28, 87, 34, 38, 54, 34, 49, 26, 73, 20, 8, 3, 89, 86, 12, 6, 88], [33, 83, 5, 91, 78, 43, 22, 14, 54, 36, 7, 22, 18, 49, 96, 2, 56, 15, 12, 19, 24, 87, 76, 62, 58, 65, 84, 36, 66, 68, 69, 76, 14, 92, 29, 12, 85, 75, 8, 37, 49, 94, 52, 34, 85, 91, 40, 33, 83, 83, 42, 29, 4, 96], [94, 19, 16, 85, 44, 27, 21, 13, 97, 11, 46, 98, 46, 62, 60, 11, 31, 22, 23, 39, 89, 43, 72, 50, 2, 29, 20, 59, 27, 28, 10, 95, 74, 78, 43, 62, 33, 4, 41, 22, 3, 97, 58, 68, 9, 88, 44, 40, 13, 66, 94, 6, 97, 17], [44, 92, 61, 24, 40, 40, 71, 13, 22, 29, 76, 30, 50, 6, 77, 90, 59, 72, 35, 93, 52, 93, 97, 78, 89, 97, 39, 6, 34, 52, 70, 76, 72, 83, 41, 78, 50, 47, 6, 43, 98, 69, 24, 68, 52, 71, 75, 11, 23, 50, 24, 50, 21, 51], [32, 21, 67, 60, 68, 65, 36, 17, 52, 42, 87, 96, 13, 29, 90, 17, 45, 16, 99, 84, 72, 27, 75, 60, 10, 87, 82, 44, 89, 17, 49, 36, 53, 94, 64, 46, 76, 38, 70, 24, 79, 99, 14, 86, 71, 85, 73, 69, 49, 84, 89, 49, 42, 25], [46, 56, 73, 19, 10, 61, 47, 44, 93, 84, 24, 100, 53, 53, 75, 10, 17, 52, 34, 45, 92, 27, 80, 53, 13, 17, 88, 28, 12, 59, 88, 99, 56, 3, 92, 73, 42, 17, 88, 8, 73, 87, 89, 23, 94, 49, 39, 23, 40, 46, 73, 56, 8, 39], [38, 85, 33, 13, 96, 81, 22, 61, 41, 43, 88, 99, 44, 3, 12, 93, 24, 58, 49, 82, 79, 81, 38, 15, 100, 99, 48, 39, 37, 68, 68, 64, 78, 78, 20, 89, 65, 88, 45, 17, 5, 88, 72, 90, 22, 1, 88, 36, 12, 16, 36, 29, 84, 5], [68, 97, 31, 90, 49, 54, 55, 44, 90, 74, 31, 49, 34, 62, 71, 70, 51, 14, 90, 52, 85, 29, 54, 55, 34, 84, 79, 97, 45, 1, 27, 40, 75, 67, 7, 43, 22, 28, 90, 44, 97, 70, 45, 45, 92, 96, 63, 34, 72, 66, 87, 26, 75, 80], [38, 14, 38, 1, 88, 77, 33, 67, 14, 60, 42, 95, 54, 41, 44, 95, 68, 16, 63, 56, 31, 91, 77, 3, 28, 2, 81, 58, 98, 98, 51, 25, 6, 76, 38, 100, 77, 38, 29, 72, 47, 66, 5, 85, 72, 53, 21, 86, 97, 72, 49, 73, 95, 25], [59, 89, 88, 58, 27, 18, 86, 48, 74, 47, 15, 57, 74, 30, 2, 85, 77, 9, 97, 81, 12, 58, 10, 16, 82, 44, 64, 44, 92, 38, 52, 82, 15, 99, 94, 9, 60, 69, 54, 78, 22, 79, 21, 76, 98, 4, 33, 89, 67, 85, 65, 11, 65, 70], [18, 98, 76, 41, 33, 34, 45, 73, 56, 76, 100, 83, 91, 90, 83, 25, 100, 34, 99, 52, 10, 33, 89, 14, 15, 78, 35, 38, 52, 34, 5, 75, 54, 60, 8, 82, 89, 68, 46, 65, 62, 79, 18, 88, 87, 39, 72, 84, 79, 73, 43, 92, 52, 58], [78, 38, 32, 67, 70, 82, 70, 99, 65, 33, 74, 30, 83, 43, 67, 94, 32, 42, 44, 38, 66, 17, 60, 68, 61, 95, 52, 43, 55, 64, 48, 44, 58, 47, 70, 98, 63, 67, 4, 100, 73, 86, 81, 81, 51, 34, 55, 88, 39, 61, 82, 69, 64, 22], [52, 67, 98, 54, 21, 64, 29, 89, 55, 24, 69, 65, 51, 31, 99, 24, 13, 91, 18, 17, 12, 28, 9, 37, 50, 94, 82, 17, 57, 13, 68, 40, 94, 20, 76, 61, 34, 77, 34, 22, 50, 92, 45, 83, 74, 80, 15, 20, 92, 98, 13, 5, 99, 94], [36, 20, 61, 22, 99, 44, 92, 60, 50, 55, 17, 40, 97, 88, 93, 91, 80, 76, 92, 42, 13, 94, 90, 33, 42, 4, 68, 41, 80, 38, 61, 1, 8, 78, 66, 44, 2, 53, 3, 10, 45, 28, 95, 68, 84, 88, 52, 77, 33, 91, 79, 96, 54, 42], [30, 10, 90, 70, 10, 61, 42, 93, 13, 45, 42, 10, 76, 92, 17, 39, 63, 92, 77, 55, 34, 34, 9, 51, 67, 58, 22, 93, 23, 73, 50, 73, 22, 77, 16, 99, 67, 62, 96, 70, 37, 14, 88, 54, 74, 90, 2, 42, 90, 88, 14, 41, 63, 3], [63, 69, 98, 93, 20, 38, 61, 58, 84, 96, 39, 68, 37, 14, 71, 36, 57, 60, 95, 33, 15, 66, 41, 1, 60, 100, 33, 80, 22, 5, 5, 18, 86, 22, 60, 38, 46, 60, 85, 46, 12, 47, 89, 63, 77, 40, 7, 49, 55, 90, 80, 40, 22, 80], [91, 98, 66, 27, 12, 76, 73, 10, 42, 60, 96, 16, 2, 22, 66, 44, 2, 25, 36, 20, 34, 29, 43, 80, 80, 11, 85, 71, 28, 26, 36, 78, 54, 38, 52, 62, 76, 71, 83, 94, 37, 7, 10, 89, 58, 41, 44, 82, 44, 25, 78, 54, 87, 87], [43, 55, 58, 61, 71, 11, 45, 68, 63, 60, 22, 82, 85, 41, 77, 56, 53, 13, 28, 89, 76, 15, 14, 76, 74, 94, 44, 17, 29, 67, 80, 14, 62, 73, 12, 74, 35, 93, 40, 48, 65, 85, 80, 63, 70, 59, 44, 76, 69, 92, 7, 1, 13, 9], [88, 45, 81, 11, 47, 76, 6, 48, 22, 56, 46, 78, 10, 49, 25, 56, 47, 39, 39, 63, 45, 95, 89, 8, 70, 37, 96, 58, 70, 28, 46, 61, 81, 14, 5, 22, 91, 78, 27, 55, 37, 10, 64, 94, 56, 79, 95, 93, 76, 80, 89, 83, 80, 32], [85, 70, 55, 13, 5, 41, 35, 35, 35, 56, 12, 85, 82, 78, 30, 85, 11, 11, 70, 98, 51, 33, 64, 30, 57, 23, 81, 43, 54, 85, 87, 60, 6, 73, 55, 82, 48, 67, 68, 69, 59, 71, 64, 18, 55, 11, 70, 75, 100, 69, 62, 99, 98, 56], [34, 32, 99, 57, 38, 3, 49, 52, 47, 69, 15, 89, 94, 59, 30, 100, 27, 10, 92, 23, 60, 70, 21, 84, 90, 33, 68, 96, 38, 4, 29, 100, 75, 77, 28, 100, 25, 51, 14, 71, 49, 16, 12, 42, 36, 84, 52, 20, 78, 89, 46, 37, 48, 3], [44, 10, 94, 27, 78, 78, 66, 97, 87, 44, 29, 25, 60, 42, 43, 14, 78, 96, 26, 35, 45, 19, 89, 94, 19, 33, 92, 46, 92, 58, 78, 90, 78, 74, 33, 77, 2, 49, 94, 43, 92, 8, 85, 57, 57, 87, 48, 34, 12, 81, 97, 60, 46, 94], [74, 21, 87, 56, 64, 87, 4, 81, 91, 69, 23, 44, 87, 97, 23, 66, 81, 61, 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14, 99, 54, 39, 88, 68, 83, 83, 30, 33, 15, 28, 44, 55, 93, 88, 58, 25, 14, 41], [73, 41, 24, 34, 63, 100, 42, 16, 51, 71, 98, 54, 83, 67, 21, 55, 50, 68, 85, 23, 19, 26, 32, 53, 95, 48, 92, 64, 45, 5, 53, 43, 36, 96, 65, 5, 51, 31, 80, 70, 98, 91, 40, 85, 98, 98, 68, 79, 100, 8, 76, 33, 17, 64], [62, 88, 64, 87, 77, 68, 92, 19, 31, 87, 51, 100, 1, 76, 46, 36, 60, 91, 20, 9, 7, 76, 13, 99, 42, 27, 73, 43, 9, 58, 37, 33, 28, 30, 1, 90, 68, 27, 37, 23, 42, 100, 61, 5, 79, 61, 11, 88, 90, 88, 42, 21, 20, 51], [49, 57, 59, 93, 18, 91, 4, 79, 30, 76, 1, 56, 76, 48, 91, 5, 49, 52, 1, 49, 54, 32, 48, 55, 84, 22, 11, 67, 17, 56, 27, 87, 62, 80, 56, 42, 90, 74, 12, 60, 56, 5, 25, 33, 49, 67, 87, 47, 99, 34, 40, 74, 20, 17], [7, 26, 98, 62, 22, 77, 35, 54, 32, 75, 89, 59, 41, 45, 38, 71, 67, 90, 67, 81, 45, 36, 5, 81, 60, 58, 88, 16, 51, 21, 53, 87, 52, 71, 49, 18, 44, 38, 2, 29, 51, 48, 96, 12, 62, 55, 90, 32, 63, 68, 54, 77, 18, 11], [1, 58, 1, 3, 19, 79, 49, 97, 44, 98, 3, 43, 13, 93, 1, 37, 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29, 83, 99, 57, 99, 66, 56, 40, 33, 31, 64, 84, 5, 10, 64, 23, 96, 86, 9, 61, 74, 67, 43, 49, 53, 91, 60, 44, 28, 3, 40, 93, 4, 13, 60, 77, 78, 28, 70], [88, 89, 45, 39, 27, 8, 37, 82, 6, 26, 11, 4, 64, 58, 71, 33, 43, 47, 71, 59, 92, 5, 76, 83, 8, 26, 67, 97, 30, 96, 20, 96, 17, 48, 97, 8, 36, 73, 79, 38, 4, 97, 62, 31, 3, 59, 8, 84, 84, 93, 93, 51, 99, 12], [24, 3, 23, 47, 32, 67, 12, 82, 53, 89, 65, 92, 12, 47, 71, 19, 40, 64, 48, 96, 51, 79, 78, 54, 53, 35, 16, 15, 73, 93, 64, 14, 16, 59, 73, 15, 23, 57, 5, 91, 44, 39, 10, 47, 49, 79, 31, 36, 38, 1, 61, 10, 18, 61], [73, 80, 35, 33, 65, 85, 98, 37, 86, 14, 77, 76, 89, 25, 33, 93, 98, 77, 60, 50, 32, 77, 43, 76, 64, 37, 57, 35, 17, 87, 39, 87, 39, 85, 15, 87, 55, 11, 10, 32, 90, 73, 80, 64, 4, 21, 100, 84, 89, 20, 36, 43, 80, 13], [70, 78, 99, 31, 33, 48, 34, 79, 15, 49, 83, 33, 53, 8, 54, 77, 36, 9, 96, 61, 23, 87, 17, 65, 84, 85, 77, 31, 52, 68, 24, 65, 81, 11, 9, 33, 93, 28, 76, 78, 36, 92, 63, 34, 54, 73, 57, 21, 73, 46, 7, 63, 82, 43], [13, 19, 22, 89, 32, 63, 20, 46, 87, 77, 96, 23, 39, 80, 23, 20, 21, 14, 42, 6, 68, 65, 95, 61, 86, 5, 84, 71, 38, 89, 39, 44, 80, 10, 64, 15, 100, 74, 58, 44, 83, 20, 14, 94, 79, 73, 96, 74, 85, 16, 50, 4, 51, 47], [96, 38, 56, 96, 41, 37, 75, 34, 66, 82, 35, 80, 70, 86, 50, 87, 51, 1, 46, 16, 42, 35, 55, 67, 48, 8, 3, 49, 94, 42, 92, 100, 45, 65, 35, 100, 30, 9, 26, 77, 47, 3, 76, 86, 46, 37, 33, 66, 48, 44, 41, 38, 22, 50], [47, 57, 85, 10, 73, 54, 25, 65, 16, 46, 57, 43, 65, 30, 74, 20, 48, 13, 44, 35, 91, 35, 26, 42, 53, 37, 66, 2, 47, 28, 90, 38, 44, 76, 47, 55, 84, 29, 30, 93, 62, 57, 73, 68, 28, 37, 37, 62, 62, 98, 84, 91, 95, 66], [58, 26, 3, 57, 82, 50, 13, 96, 35, 57, 21, 45, 39, 93, 48, 36, 1, 18, 77, 25, 90, 92, 41, 85, 44, 77, 37, 53, 27, 87, 80, 53, 80, 93, 24, 18, 43, 52, 20, 42, 39, 24, 35, 53, 75, 26, 13, 52, 60, 7, 75, 2, 45, 87], [50, 97, 71, 49, 81, 37, 65, 61, 9, 80, 24, 30, 93, 49, 77, 85, 29, 27, 28, 84, 9, 7, 18, 32, 8, 66, 95, 58, 35, 5, 49, 87, 43, 41, 23, 14, 22, 29, 71, 52, 59, 96, 90, 65, 9, 16, 47, 40, 36, 92, 50, 42, 68, 94], [54, 7, 10, 26, 58, 77, 34, 35, 56, 17, 41, 17, 24, 77, 5, 46, 15, 81, 58, 87, 25, 1, 57, 56, 14, 48, 57, 22, 52, 61, 35, 49, 88, 90, 83, 78, 61, 66, 76, 79, 59, 65, 23, 44, 12, 83, 78, 51, 33, 92, 4, 53, 20, 58], [39, 36, 16, 13, 9, 85, 50, 10, 10, 63, 11, 89, 88, 11, 70, 82, 21, 27, 58, 94, 12, 48, 46, 20, 63, 50, 85, 56, 79, 75, 93, 52, 13, 32, 3, 3, 59, 39, 12, 40, 74, 24, 47, 8, 42, 4, 89, 95, 93, 2, 37, 68, 29, 13], [52, 15, 22, 48, 79, 83, 72, 88, 65, 67, 78, 13, 44, 100, 7, 49, 1, 81, 73, 66, 87, 50, 46, 4, 61, 58, 41, 76, 11, 53, 63, 72, 17, 15, 53, 96, 19, 88, 33, 96, 41, 1, 35, 74, 13, 55, 67, 2, 26, 79, 56, 19, 34, 98], [24, 33, 12, 93, 23, 46, 86, 79, 65, 9, 30, 21, 10, 70, 46, 73, 25, 34, 63, 68, 70, 85, 83, 93, 89, 81, 98, 43, 81, 37, 28, 49, 64, 33, 55, 51, 42, 64, 9, 81, 38, 5, 41, 53, 11, 31, 94, 44, 100, 23, 11, 60, 72, 44], [28, 20, 65, 82, 13, 17, 81, 25, 71, 25, 72, 66, 85, 21, 18, 35, 9, 30, 76, 25, 92, 83, 64, 9, 78, 3, 82, 48, 78, 25, 41, 94, 10, 69, 75, 69, 84, 8, 51, 23, 10, 55, 42, 37, 87, 75, 51, 78, 51, 64, 69, 9, 43, 58], [43, 49, 64, 6, 90, 90, 44, 1, 75, 99, 27, 96, 15, 55, 66, 17, 57, 80, 7, 46, 13, 95, 12, 27, 93, 83, 41, 68, 29, 91, 92, 14, 78, 84, 72, 62, 1, 18, 76, 17, 17, 82, 54, 12, 10, 74, 58, 55, 99, 26, 94, 12, 68, 59], [49, 81, 71, 62, 92, 86, 86, 86, 81, 90, 52, 32, 95, 93, 59, 38, 66, 90, 25, 12, 19, 85, 82, 95, 27, 88, 76, 98, 52, 52, 65, 53, 39, 81, 44, 64, 26, 67, 20, 70, 98, 17, 37, 38, 23, 94, 14, 68, 60, 27, 32, 49, 51, 51]] 17)) + +test9 :: Test +test9 = TestCase (assertEqual "for (numberOfComponents [[18, 100, 86, 89, 12, 51, 9, 60, 50, 15, 72, 64, 59, 19, 34, 18, 48, 14, 79, 82, 61, 55, 41, 45, 99, 42, 38, 73, 90, 1, 4, 26, 75, 70, 4, 51, 68, 29, 59, 99, 62, 13, 89, 58, 80, 77, 31, 58, 60, 91, 33, 22, 76, 29, 91, 42, 2, 75, 18, 100, 99, 70, 62, 52, 23, 57, 88, 57, 6, 31, 40, 13, 90, 49, 50, 49, 10, 8, 15, 74, 59, 62, 72, 75, 48, 83, 55, 2, 69, 30, 98, 28, 74], [74, 46, 54, 20, 27, 77, 54, 57, 46, 6, 16, 57, 66, 80, 19, 75, 35, 22, 31, 65, 97, 47, 11, 74, 9, 5, 90, 41, 55, 17, 49, 44, 97, 74, 92, 79, 6, 39, 6, 9, 29, 98, 92, 99, 4, 83, 21, 38, 19, 44, 16, 22, 39, 25, 35, 34, 40, 80, 71, 56, 29, 71, 76, 64, 47, 54, 95, 76, 10, 6, 43, 87, 24, 62, 88, 64, 31, 100, 52, 80, 50, 43, 37, 66, 13, 48, 12, 17, 60, 23, 53, 42, 67], [61, 11, 19, 85, 23, 87, 15, 41, 94, 57, 14, 58, 64, 100, 46, 45, 30, 75, 72, 94, 43, 86, 62, 29, 76, 14, 80, 56, 79, 45, 84, 28, 36, 74, 48, 47, 91, 28, 78, 83, 67, 81, 81, 93, 90, 38, 93, 55, 7, 68, 79, 21, 40, 18, 47, 92, 22, 57, 40, 57, 68, 71, 73, 28, 25, 54, 41, 3, 80, 60, 38, 58, 34, 42, 58, 30, 24, 56, 46, 24, 46, 57, 26, 3, 57, 90, 67, 91, 76, 39, 24, 98, 16], [18, 88, 24, 89, 74, 58, 91, 16, 91, 90, 62, 96, 57, 73, 39, 90, 71, 85, 36, 63, 47, 4, 79, 40, 3, 12, 38, 3, 32, 18, 20, 98, 40, 49, 2, 91, 66, 25, 40, 70, 18, 3, 27, 90, 100, 34, 34, 99, 76, 15, 60, 96, 86, 13, 82, 78, 14, 83, 99, 93, 84, 47, 35, 13, 58, 31, 14, 95, 41, 44, 49, 18, 34, 79, 32, 47, 36, 16, 76, 51, 53, 1, 39, 50, 80, 90, 38, 85, 92, 4, 39, 21, 9], [23, 32, 63, 94, 6, 20, 45, 45, 66, 32, 37, 62, 3, 66, 3, 1, 52, 27, 75, 44, 30, 70, 45, 17, 28, 99, 98, 80, 38, 1, 50, 51, 97, 87, 80, 78, 5, 37, 82, 10, 76, 8, 51, 23, 29, 40, 52, 8, 66, 7, 66, 92, 19, 38, 29, 82, 98, 59, 50, 79, 94, 77, 66, 52, 80, 89, 91, 92, 31, 63, 98, 77, 12, 58, 94, 38, 83, 8, 41, 41, 24, 88, 9, 27, 8, 78, 19, 21, 41, 54, 96, 99, 77], [20, 71, 56, 96, 18, 94, 70, 47, 9, 47, 46, 65, 81, 61, 65, 44, 27, 97, 42, 31, 57, 3, 93, 8, 12, 31, 87, 81, 74, 75, 45, 90, 25, 7, 75, 36, 63, 34, 47, 45, 53, 66, 3, 82, 91, 39, 94, 15, 21, 21, 52, 73, 81, 31, 56, 76, 31, 80, 60, 6, 46, 63, 99, 45, 55, 98, 97, 11, 37, 76, 83, 88, 15, 15, 7, 3, 94, 90, 64, 77, 96, 72, 89, 3, 98, 30, 81, 94, 30, 36, 60, 88, 5], [91, 66, 53, 89, 40, 74, 6, 28, 34, 81, 41, 82, 37, 10, 69, 48, 1, 76, 79, 94, 92, 6, 57, 86, 7, 1, 21, 46, 32, 36, 35, 35, 13, 14, 37, 33, 45, 8, 21, 25, 32, 46, 73, 99, 66, 6, 100, 75, 5, 47, 54, 71, 95, 84, 81, 91, 90, 60, 31, 33, 41, 76, 35, 3, 46, 24, 50, 64, 1, 26, 10, 87, 35, 11, 90, 17, 19, 60, 67, 100, 23, 20, 6, 59, 54, 39, 73, 58, 74, 16, 90, 60, 73], [61, 78, 59, 91, 49, 2, 55, 61, 33, 82, 24, 76, 89, 100, 9, 11, 74, 2, 25, 88, 76, 6, 74, 7, 23, 50, 13, 14, 92, 52, 62, 20, 58, 14, 15, 36, 55, 74, 51, 37, 48, 95, 26, 95, 59, 15, 73, 94, 25, 12, 82, 84, 62, 36, 21, 27, 43, 65, 85, 71, 13, 24, 68, 61, 77, 42, 4, 58, 56, 86, 84, 35, 32, 34, 30, 87, 89, 77, 56, 25, 74, 10, 85, 5, 80, 75, 5, 32, 62, 88, 32, 59, 17], [28, 43, 51, 94, 40, 57, 33, 42, 2, 96, 16, 38, 20, 95, 100, 53, 65, 54, 92, 11, 92, 54, 95, 70, 43, 33, 92, 36, 3, 87, 77, 14, 51, 61, 95, 89, 35, 81, 40, 48, 18, 77, 42, 61, 83, 73, 42, 100, 77, 93, 18, 29, 79, 55, 60, 7, 93, 9, 78, 80, 28, 75, 37, 7, 34, 70, 17, 78, 34, 9, 70, 72, 97, 45, 6, 59, 26, 95, 2, 4, 81, 18, 97, 57, 19, 61, 14, 81, 54, 66, 58, 4, 4], [80, 95, 54, 91, 42, 96, 54, 9, 20, 83, 72, 95, 2, 6, 15, 21, 54, 100, 1, 98, 8, 62, 63, 80, 64, 76, 82, 79, 9, 5, 98, 56, 30, 19, 49, 33, 67, 18, 14, 62, 48, 46, 77, 50, 97, 69, 37, 11, 64, 28, 59, 79, 16, 20, 55, 32, 74, 8, 58, 22, 4, 79, 72, 71, 78, 67, 65, 32, 39, 37, 80, 76, 18, 22, 65, 25, 28, 60, 5, 66, 91, 85, 23, 64, 47, 45, 99, 58, 41, 56, 2, 78, 64], [74, 38, 21, 69, 47, 47, 46, 33, 20, 92, 26, 39, 67, 44, 14, 1, 38, 73, 10, 48, 83, 2, 55, 70, 94, 20, 42, 30, 83, 90, 32, 54, 76, 52, 52, 49, 3, 96, 49, 28, 11, 67, 23, 6, 32, 53, 13, 10, 38, 25, 52, 4, 8, 29, 71, 2, 21, 95, 44, 91, 78, 39, 71, 99, 85, 23, 57, 90, 48, 17, 2, 55, 28, 66, 57, 74, 59, 29, 11, 93, 77, 62, 30, 9, 17, 17, 75, 94, 68, 37, 56, 65, 90], [30, 68, 78, 2, 93, 88, 46, 82, 38, 71, 88, 74, 53, 21, 32, 11, 88, 15, 4, 31, 69, 35, 7, 20, 98, 68, 61, 92, 73, 74, 92, 26, 68, 83, 9, 8, 11, 78, 57, 61, 20, 11, 81, 97, 28, 15, 82, 74, 13, 45, 64, 36, 70, 61, 66, 78, 20, 25, 84, 8, 44, 20, 15, 62, 69, 49, 56, 1, 34, 20, 50, 65, 5, 49, 49, 38, 24, 71, 93, 65, 39, 92, 95, 74, 61, 72, 55, 8, 17, 37, 87, 95, 19], [83, 19, 59, 19, 6, 45, 83, 64, 9, 7, 64, 67, 23, 16, 32, 12, 25, 6, 11, 92, 59, 45, 63, 77, 66, 54, 42, 62, 79, 24, 99, 92, 7, 30, 93, 92, 44, 82, 50, 98, 82, 73, 34, 67, 77, 95, 23, 14, 28, 16, 25, 19, 70, 17, 56, 69, 99, 16, 63, 59, 34, 60, 10, 67, 79, 76, 66, 59, 100, 41, 46, 57, 96, 13, 15, 68, 98, 93, 76, 68, 13, 41, 9, 18, 43, 56, 57, 94, 77, 12, 45, 20, 4], [92, 37, 88, 99, 6, 18, 96, 33, 92, 40, 37, 35, 61, 100, 49, 81, 97, 90, 19, 51, 5, 13, 64, 59, 76, 75, 79, 13, 41, 32, 9, 39, 63, 59, 94, 64, 98, 63, 52, 5, 17, 54, 2, 66, 23, 82, 22, 86, 54, 44, 63, 1, 98, 99, 97, 36, 31, 100, 23, 69, 18, 82, 76, 68, 11, 82, 46, 41, 95, 89, 23, 89, 37, 96, 46, 56, 51, 46, 29, 78, 12, 1, 31, 13, 90, 63, 15, 99, 67, 57, 79, 30, 81], [5, 42, 2, 89, 62, 80, 31, 79, 84, 6, 70, 65, 75, 5, 76, 22, 100, 76, 55, 3, 83, 37, 36, 70, 72, 92, 77, 74, 59, 54, 4, 83, 77, 3, 48, 97, 32, 67, 56, 44, 5, 73, 83, 99, 87, 36, 74, 80, 7, 22, 49, 98, 100, 80, 93, 29, 20, 17, 9, 48, 61, 97, 46, 63, 43, 72, 14, 76, 43, 81, 93, 22, 88, 35, 91, 68, 56, 43, 6, 65, 87, 20, 13, 68, 33, 78, 58, 71, 93, 78, 4, 11, 92], [14, 94, 80, 16, 85, 85, 20, 5, 77, 24, 60, 91, 85, 69, 98, 76, 2, 85, 67, 11, 25, 91, 86, 31, 16, 67, 69, 89, 63, 32, 91, 28, 98, 72, 19, 96, 82, 9, 66, 28, 8, 58, 33, 64, 33, 16, 64, 63, 17, 47, 9, 40, 49, 56, 49, 28, 2, 94, 16, 40, 62, 49, 25, 27, 43, 51, 94, 5, 47, 49, 94, 83, 64, 54, 77, 5, 18, 32, 36, 14, 74, 21, 70, 92, 3, 26, 49, 13, 90, 39, 77, 55, 56], [45, 82, 17, 42, 67, 10, 55, 77, 2, 17, 68, 14, 57, 32, 100, 83, 95, 6, 92, 88, 53, 55, 86, 97, 38, 72, 89, 83, 96, 64, 97, 45, 13, 59, 29, 48, 16, 88, 5, 42, 87, 23, 35, 67, 73, 20, 7, 30, 62, 2, 80, 81, 4, 29, 51, 83, 74, 22, 18, 30, 88, 11, 42, 2, 61, 25, 10, 39, 100, 93, 53, 69, 17, 88, 28, 48, 72, 73, 83, 33, 33, 54, 81, 81, 69, 77, 53, 73, 60, 98, 11, 24, 96], [74, 71, 21, 84, 72, 36, 20, 77, 50, 64, 3, 75, 14, 5, 8, 45, 13, 25, 68, 8, 78, 36, 88, 30, 46, 41, 44, 49, 84, 39, 56, 100, 50, 61, 97, 40, 96, 54, 52, 38, 47, 77, 96, 1, 28, 51, 83, 10, 75, 78, 38, 25, 98, 60, 86, 23, 93, 33, 66, 74, 6, 46, 82, 8, 15, 100, 69, 58, 86, 63, 12, 4, 36, 14, 89, 40, 63, 25, 41, 3, 26, 99, 49, 13, 71, 20, 48, 1, 35, 84, 49, 22, 27], [8, 11, 77, 81, 31, 30, 89, 88, 96, 98, 56, 42, 34, 69, 22, 34, 100, 23, 25, 79, 88, 74, 78, 76, 39, 95, 56, 84, 95, 20, 50, 68, 17, 44, 84, 66, 65, 96, 41, 44, 67, 71, 45, 95, 12, 29, 27, 76, 63, 58, 90, 40, 27, 63, 88, 29, 70, 98, 26, 80, 23, 31, 2, 62, 35, 67, 87, 67, 41, 16, 8, 70, 44, 10, 31, 8, 20, 60, 88, 92, 40, 20, 10, 43, 64, 73, 71, 100, 27, 79, 85, 71, 22], [51, 53, 51, 99, 93, 39, 5, 56, 94, 95, 69, 10, 98, 63, 72, 51, 88, 16, 51, 90, 3, 41, 17, 95, 71, 90, 27, 9, 42, 6, 51, 95, 87, 13, 91, 84, 40, 87, 76, 90, 49, 96, 12, 81, 75, 70, 88, 100, 5, 7, 22, 40, 78, 11, 100, 67, 8, 70, 62, 74, 12, 52, 47, 29, 82, 12, 97, 24, 16, 18, 21, 93, 43, 27, 78, 52, 10, 61, 52, 100, 66, 98, 99, 45, 99, 52, 91, 52, 58, 41, 80, 63, 61], [18, 75, 32, 52, 15, 74, 95, 87, 74, 19, 14, 13, 68, 11, 72, 67, 3, 1, 44, 74, 66, 5, 56, 31, 47, 97, 16, 89, 100, 56, 50, 59, 77, 73, 33, 44, 77, 51, 26, 48, 90, 12, 18, 25, 18, 65, 65, 43, 45, 27, 3, 93, 56, 50, 84, 89, 26, 92, 18, 26, 68, 26, 10, 32, 61, 4, 83, 80, 63, 91, 24, 45, 38, 87, 44, 24, 63, 49, 25, 50, 3, 41, 13, 23, 55, 38, 11, 27, 51, 34, 16, 18, 80], [67, 74, 52, 14, 98, 95, 65, 3, 2, 95, 61, 46, 46, 37, 84, 71, 16, 8, 57, 90, 83, 97, 97, 83, 55, 34, 2, 68, 4, 27, 62, 58, 30, 8, 53, 92, 61, 62, 7, 16, 42, 80, 12, 94, 80, 89, 54, 68, 27, 26, 43, 97, 39, 100, 13, 41, 40, 11, 53, 8, 37, 97, 58, 38, 64, 8, 74, 47, 63, 84, 98, 87, 16, 34, 14, 65, 87, 94, 84, 24, 87, 74, 92, 6, 2, 83, 28, 59, 89, 73, 45, 83, 27], [67, 54, 18, 34, 38, 14, 10, 92, 53, 47, 13, 76, 71, 9, 23, 28, 29, 59, 37, 69, 57, 64, 17, 77, 77, 59, 12, 67, 6, 66, 9, 80, 97, 85, 95, 25, 64, 7, 52, 15, 65, 36, 100, 73, 65, 78, 99, 4, 32, 28, 11, 96, 37, 92, 31, 3, 97, 80, 71, 27, 63, 60, 21, 19, 19, 64, 49, 95, 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+tests :: Test +tests = TestList [TestLabel "Test1" test1, TestLabel "Test2" test2, TestLabel "Test3" test3, TestLabel "Test4" test4, TestLabel "Test5" test5, TestLabel "Test6" test6, TestLabel "Test7" test7, TestLabel "Test8" test8, TestLabel "Test9" test9] + +-- Running the tests +main :: IO Counts +main = runTestTT tests