finish to switch

algorithms/medium/move_patha.c

@@ -20,8 +20,8 @@ static int	is_border_a(int value, t_stacks *stacks)
 	if (!stacks->a)
 		return (1);
 	tmp = assign_stack(stacks, 'a');
-	if ((value < tmp->value && check_order(tmp))
-		|| (value > tmp->value && value > tmp->previous->value
+	if ((value < tmp->index && check_order(tmp))
+		|| (value > tmp->index && value > tmp->previous->index
 		&& check_order(stacks->a)))
 		return (1);
 	return (0);
@@ -34,12 +34,12 @@ int	move_left_to_right(int value, t_stacks *stacks, int is_move)
 
 	i = 0;
 	tmp = assign_stack(stacks, 'a');
-	while (value > tmp->value && !is_move)
+	while (value > tmp->index && !is_move)
 	{
 		tmp = tmp->next;
 		i++;
 	}
-	while (value > stacks->a->value && is_move)
+	while (value > stacks->a->index && is_move)
 		ra(stacks);
 	return (i);
 }
@@ -51,12 +51,12 @@ int	move_right_to_left(int value, t_stacks *stacks, int is_move)
 
 	tmp = assign_stack(stacks, 'a');
 	i = 0;
-	while (value < tmp->previous->value && !is_move)
+	while (value < tmp->previous->index && !is_move)
 	{
 		tmp = tmp->previous;
 		i++;
 	}
-	while (value < stacks->a->previous->value && is_move)
+	while (value < stacks->a->previous->index && is_move)
 		rra(stacks);
 	return (i);
 }

algorithms/medium/move_pathb.c

@@ -28,7 +28,7 @@ static int	path_to_end(t_stacks *stacks, int max_range, int range, char c)
 	while (first_pass || tmp != start->previous)
 	{
 		first_pass = 0;
-		if (in_range(tmp->value, max_range, range))
+		if (in_range(tmp->index, max_range, range))
 			tmp = start;
 		tmp = tmp->previous;
 		i++;
@@ -50,7 +50,7 @@ static int	path_to_start(t_stacks *stacks, int max_range, int range, char c)
 	while (first_pass || tmp != start)
 	{
 		first_pass = 0;
-		if (in_range(tmp->value, max_range, range))
+		if (in_range(tmp->index, max_range, range))
 		{
 			tmp = start->previous;
 		}
@@ -76,12 +76,12 @@ void	normal_move_path(t_stacks *stacks, t_tab *one_preset, int range)
 {
 	if (wich_path(stacks, one_preset->max_range, range, 'b'))
 	{
-		while (!in_range(stacks->b->value, one_preset->max_range, range))
+		while (!in_range(stacks->b->index, one_preset->max_range, range))
 			rb(stacks);
 	}
 	else
 	{
-		while (!in_range(stacks->b->value, one_preset->max_range, range))
+		while (!in_range(stacks->b->index, one_preset->max_range, range))
 		{
 			rrb(stacks);
 		}
@@ -97,14 +97,14 @@ int	get_pre_move_b(t_stacks *stacks, t_tab *one_preset, int range)
 	tmp = assign_stack(stacks, 'b');
 	if (wich_path(stacks, one_preset->max_range, range, 'b'))
 	{
-		while (!in_range(tmp->value, one_preset->max_range, range))
+		while (!in_range(tmp->index, one_preset->max_range, range))
 		{
 			i++;
 			tmp = tmp->next;
 		}
 	}
 	else
-		while (!in_range(tmp->value, one_preset->max_range, range))
+		while (!in_range(tmp->index, one_preset->max_range, range))
 		{
 			i++;
 			tmp = tmp->previous;

algorithms/medium/sort_utils.c

@@ -81,7 +81,7 @@ void	push_range_to_b(t_stacks *stacks, t_tab *one_preset, int range)
 			path_rr_rrr(value, stacks, one_preset, range);
 		}
 		normal_move_path(stacks, one_preset, range);
-		move_ra_rra(stacks->b->value, stacks);
+		move_ra_rra(stacks->b->index, stacks);
 		pa(stacks);
 		put_in_order_ra_rra(stacks);
 		one_preset->nb_in--;

algorithms/medium/sort_utils_two.c

@@ -21,13 +21,13 @@ int	get_value_finded(t_stacks *stacks, t_tab *one_preset, int range)
 	tmp = assign_stack(stacks, 'b');
 	if (wich_path(stacks, one_preset->max_range, range, 'b'))
 	{
-		while (!in_range(tmp->value, one_preset->max_range, range))
+		while (!in_range(tmp->index, one_preset->max_range, range))
 			tmp = tmp->next;
 	}
 	else
-		while (!in_range(tmp->value, one_preset->max_range, range))
+		while (!in_range(tmp->index, one_preset->max_range, range))
 			tmp = tmp->previous;
-	value = tmp->value;
+	value = tmp->index;
 	return (value);
 }
 

algorithms/medium/utils_medium.c

@@ -19,13 +19,13 @@ int	get_first_lower(t_stack *first)
 	int		pass;
 
 	tmp = first;
-	lower = tmp->value;
+	lower = tmp->index;
 	pass = 1;
 	while (tmp != first || pass == 1)
 	{
 		pass = 0;
-		if (lower > tmp->value)
-			lower = tmp->value;
+		if (lower > tmp->index)
+			lower = tmp->index;
 		tmp = tmp->next;
 	}
 	return (lower);
@@ -43,9 +43,9 @@ int	get_next_lower(t_stack *first, int old_lower)
 	while (tmp != first || skip_first)
 	{
 		skip_first = 0;
-		if (old_lower < tmp->value && tmp->value <= next_lower)
+		if (old_lower < tmp->index && tmp->index <= next_lower)
 		{
-			next_lower = tmp->value;
+			next_lower = tmp->index;
 			if (next_lower == -2147483648)
 				return (next_lower);
 		}
@@ -96,7 +96,7 @@ int	get_number_in_range(int max_range, t_stack *a, int range)
 	while (tmp != first || pass == 1)
 	{
 		pass = 0;
-		if (in_range(tmp->value, max_range, range))
+		if (in_range(tmp->index, max_range, range))
 			nb_in++;
 		tmp = tmp->next;
 	}

algorithms/medium/utils_medium_two.c

@@ -20,13 +20,13 @@ static int	get_max_number(t_stack *first)
 	t_stack	*a;
 
 	a = first;
-	max = a->value;
+	max = a->index;
 	pass = 1;
 	while (a != first || pass == 1)
 	{
 		pass = 0;
-		if (max < a->value)
-			max = a->value;
+		if (max < a->index)
+			max = a->index;
 		a = a->next;
 	}
 	return (max);
@@ -39,13 +39,13 @@ static int	get_min_number(t_stack *first)
 	int		pass;
 
 	a = first;
-	min = a->value;
+	min = a->index;
 	pass = 1;
 	while (a != first || pass == 1)
 	{
 		pass = 0;
-		if (min > a->value)
-			min = a->value;
+		if (min > a->index)
+			min = a->index;
 		a = a->next;
 	}
 	return (min);

arggs.txt

@@ -1,500 +0,0 @@
-2274
-5953
-9628
-4802
-1713
-532
-8760
-4036
-3385
-724
-6261
-5005
-6245
-7492
-8651
-8907
-3466
-3704
-2575
-8020
-8413
-2057
-3114
-7857
-9276
-1990
-9674
-5660
-6539
-4399
-668
-8864
-5003
-3123
-6364
-4006
-9045
-699
-4978
-6518
-2192
-8226
-779
-2526
-3413
-9033
-964
-5810
-5444
-4586
-9250
-270
-9088
-6923
-2094
-3090
-7384
-9226
-713
-280
-6308
-6619
-2430
-734
-5024
-9322
-2423
-8611
-155
-702
-1433
-1948
-5891
-4065
-4449
-8391
-8829
-2343
-4436
-451
-4472
-6897
-4262
-9737
-6251
-2514
-6343
-2328
-8502
-1934
-7367
-1746
-8162
-4089
-4874
-652
-6940
-1076
-215
-108
-3560
-8249
-6324
-14
-9897
-1441
-1172
-3584
-5009
-9067
-8978
-1204
-749
-4872
-3071
-35
-5018
-2861
-9358
-4716
-1370
-7683
-1861
-5160
-1929
-3513
-2625
-8538
-1490
-2436
-4327
-1695
-8245
-1266
-2093
-3253
-5279
-3208
-8101
-3544
-4822
-6651
-2720
-8036
-5182
-5725
-3941
-1809
-8557
-9594
-2812
-2071
-6305
-6922
-5041
-5203
-7080
-543
-4898
-6557
-2769
-9649
-557
-181
-2715
-4257
-7401
-5069
-1431
-6502
-122
-3034
-8791
-6630
-3182
-585
-5795
-7750
-4685
-9686
-9297
-2745
-2216
-4625
-8904
-3797
-3450
-6465
-8292
-2051
-9244
-8214
-1467
-1293
-7551
-4098
-5142
-8874
-8627
-917
-5445
-2970
-3622
-9372
-7902
-6409
-443
-8410
-8827
-7007
-9790
-2694
-3950
-3847
-9423
-9873
-3221
-1538
-7300
-773
-6891
-4542
-2475
-5294
-4132
-853
-7174
-8971
-730
-5175
-8878
-1174
-2126
-1723
-425
-272
-573
-7559
-6543
-571
-3270
-5285
-1874
-9419
-2632
-8142
-6450
-4853
-7120
-3237
-2870
-6133
-7853
-4229
-3921
-6121
-5671
-2556
-4103
-2649
-225
-4766
-153
-2195
-1087
-2765
-9591
-7869
-1528
-8099
-6100
-3503
-3580
-4393
-918
-9178
-3833
-6052
-5807
-9313
-4772
-5547
-9927
-7905
-1055
-7901
-2721
-9093
-9152
-2804
-8010
-9168
-9818
-5828
-7545
-9461
-7856
-3974
-4460
-6571
-9312
-7606
-9400
-916
-4941
-535
-5383
-57
-7261
-5404
-7100
-7930
-6601
-8692
-1010
-4028
-1975
-895
-1036
-7428
-4078
-884
-8655
-9431
-4878
-4736
-6513
-299
-3891
-5361
-8780
-6243
-9994
-9279
-6340
-2733
-1738
-2288
-8161
-1006
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-6652
-3735
-4890
-8988
-9334
-8858
-6661
-883
-3781
-5731
-6455
-4520
-6165
-7355
-6124
-4434
-193
-3016
-1665
-9676
-466
-4338
-8328
-8340
-3390
-9925
-6080
-7472
-7235
-9350
-5320
-7411
-8935
-296
-4366
-7912
-444
-5380
-4521
-1739
-325
-5717
-3142
-1613
-1379
-5722
-4418
-5289
-2962
-9291
-9577
-6126
-491
-5376
-9830
-542
-2795
-8879
-4467
-8007
-3738
-9390
-9249
-4233
-1043
-2230
-4903
-6722
-564
-7691
-2687
-1235
-7372
-9575
-9351
-7656
-2188
-4395
-5537
-9645
-8187
-3769
-1265
-5084
-9293
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-326
-1254
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-8062
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-9248
-8374
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-4196
-2938
-9739
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-3049
-2069
-3694
-6712
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-5546
-9061
-9472
-9749
-9973
-6476
-4332
-5889
-3356
-323
-5509
-486
-7558
-4757
-1255
-596
-8610
-703
-5264
-4798
-7932