Skip to content

Instantly share code, notes, and snippets.

@dalbothek

dalbothek/gist:1188513

Created September 2, 2011 12:40
Show Gist options
  • Save dalbothek/1188513 to your computer and use it in GitHub Desktop.
Save dalbothek/1188513 to your computer and use it in GitHub Desktop.
Download ZIP
Segment tree
Raw
gistfile1.txt
0: (0 - 128) (544 - 125) (359 - 142)
1: (0 - 128) (502 - 574) (593 - 750)
2: (0 - 128) (52 - 296) (573 - 92)
3: (0 - 128) (387 - 588) (364 - 636)
4: (0 - 128) (922 - 296) (184 - 636)
5: (0 - 128) (509 - 717) (65 - 258)
6: (34 - 2) (638 - 834) (88 - 713)
7: (0 - 128) (733 - 34) (25 - 903)
8: (59 - 57) (867 - 100) (800 - 829)
9: (0 - 128) (628 - 287) (653 - 321)
10: (51 - 12) (130 - 126) (511 - 166)
11: (0 - 128) (818 - 805) (598 - 685)
12: (0 - 128) (303 - 852) (99 - 531)
13: (7 - 27) (189 - 113) (767 - 991)
14: (0 - 128) (432 - 97) (923 - 722)
15: (68 - 55) (384 - 878) (100 - 452)
16: (3 - 70) (587 - 66) (846 - 392)
17: (0 - 128) (714 - 793) (491 - 959)
18: (0 - 128) (146 - 575) (925 - 897)
19: (0 - 128) (602 - 311) (945 - 444)
20: (0 - 128) (215 - 562) (508 - 512)
21: (0 - 128) (296 - 283) (401 - 207)
22: (84 - 33) (105 - 291) (86 - 651)
23: (0 - 128) (430 - 641) (34 - 33)
24: (71 - 6) (98 - 158) (861 - 842)
25: (0 - 128) (471 - 536) (405 - 847)
26: (0 - 128) (197 - 299) (292 - 528)
27: (0 - 128) (807 - 518) (704 - 335)
28: (0 - 128) (432 - 586) (32 - 252)
29: (0 - 128) (185 - 764) (765 - 604)
30: (0 - 128) (798 - 127) (980 - 183)
31: (0 - 128) (907 - 909) (219 - 480)
32: (0 - 128) (686 - 213) (122 - 323)
33: (0 - 128) (965 - 739) (521 - 501)
34: (3 - 28) (628 - 705) (967 - 742)
35: (24 - 97) (135 - 734) (398 - 525)
36: (0 - 128) (265 - 121) (383 - 137)
37: (0 - 128) (19 - 184) (510 - 208)
38: (0 - 128) (0 - 549) (752 - 562)
39: (0 - 128) (51 - 689) (337 - 529)
40: (68 - 86) (937 - 894) (302 - 623)
41: (0 - 128) (558 - 337) (342 - 735)
42: (0 - 128) (444 - 624) (171 - 735)
43: (0 - 128) (666 - 757) (72 - 377)
44: (0 - 128) (379 - 277) (473 - 131)
45: (0 - 128) (674 - 493) (285 - 736)
46: (97 - 32) (528 - 894) (745 - 785)
47: (0 - 128) (188 - 458) (133 - 543)
48: (42 - 19) (135 - 99) (624 - 900)
49: (49 - 18) (419 - 910) (335 - 139)
50: (0 - 128) (706 - 673) (13 - 20)
51: (0 - 128) (732 - 307) (863 - 522)
52: (0 - 128) (241 - 459) (944 - 103)
53: (0 - 128) (501 - 915) (236 - 510)
54: (0 - 128) (46 - 463) (116 - 653)
55: (61 - 78) (720 - 310) (463 - 664)
56: (0 - 128) (977 - 996) (829 - 426)
57: (0 - 128) (608 - 834) (284 - 914)
58: (0 - 128) (146 - 297) (788 - 929)
59: (0 - 128) (212 - 638) (485 - 668)
60: (0 - 128) (36 - 177) (190 - 226)
61: (0 - 128) (985 - 313) (635 - 982)
62: (13 - 26) (752 - 800) (194 - 475)
63: (0 - 128) (843 - 625) (53 - 988)
64: (0 - 128) (712 - 430) (146 - 351)
65: (0 - 128) (293 - 884) (264 - 808)
66: (0 - 128) (239 - 459) (828 - 29)
67: (0 - 128) (96 - 760) (872 - 555)
68: (0 - 128) (446 - 255) (85 - 592)
69: (0 - 128) (74 - 949) (922 - 830)
70: (0 - 128) (115 - 768) (192 - 39)
71: (0 - 128) (885 - 744) (564 - 985)
72: (0 - 128) (343 - 403) (241 - 322)
73: (0 - 128) (188 - 354) (267 - 649)
74: (0 - 128) (856 - 201) (966 - 33)
75: (0 - 128) (673 - 928) (988 - 813)
76: (0 - 128) (835 - 888) (365 - 300)
77: (0 - 128) (440 - 758) (879 - 745)
78: (0 - 128) (161 - 623) (60 - 610)
79: (34 - 55) (722 - 426) (85 - 898)
80: (0 - 128) (154 - 161) (850 - 383)
81: (0 - 128) (878 - 402) (132 - 633)
82: (0 - 128) (61 - 969) (725 - 441)
83: (0 - 128) (420 - 475) (673 - 409)
84: (0 - 128) (264 - 217) (627 - 417)
85: (0 - 128) (687 - 685) (459 - 154)
86: (0 - 128) (991 - 888) (653 - 506)
87: (0 - 128) (237 - 170) (507 - 95)
88: (55 - 38) (887 - 143) (487 - 388)
89: (0 - 128) (928 - 563) (631 - 315)
90: (0 - 128) (82 - 975) (464 - 37)
91: (0 - 128) (309 - 437) (419 - 567)
92: (0 - 128) (338 - 819) (788 - 353)
93: (0 - 128) (615 - 339) (429 - 141)
94: (3 - 84) (119 - 958) (951 - 496)
95: (0 - 128) (231 - 154) (853 - 98)
96: (19 - 34) (344 - 58) (75 - 952)
97: (86 - 7) (640 - 177) (324 - 131)
98: (0 - 128) (206 - 809) (29 - 88)
99: (0 - 128) (45 - 360) (496 - 863)
Dimension: 1
0 - 128 <= [(0 - 128)(125 - 544)(142 - 359)] [(0 - 128)(502 - 574)(593 - 750)] [(0 - 128)(52 - 296)(92 - 573)] [(0 - 128)(387 - 588)(364 - 636)] [(0 - 128)(296 - 922)(184 - 636)] [(0 - 128)(509 - 717)(65 - 258)] [(0 - 128)(34 - 733)(25 - 903)] [(0 - 128)(287 - 628)(321 - 653)] [(0 - 128)(805 - 818)(598 - 685)] [(0 - 128)(303 - 852)(99 - 531)] [(0 - 128)(97 - 432)(722 - 923)] [(0 - 128)(714 - 793)(491 - 959)] [(0 - 128)(146 - 575)(897 - 925)] [(0 - 128)(311 - 602)(444 - 945)] [(0 - 128)(215 - 562)(508 - 512)] [(0 - 128)(283 - 296)(207 - 401)] [(0 - 128)(430 - 641)(33 - 34)] [(0 - 128)(471 - 536)(405 - 847)] [(0 - 128)(197 - 299)(292 - 528)] [(0 - 128)(518 - 807)(335 - 704)] [(0 - 128)(432 - 586)(32 - 252)] [(0 - 128)(185 - 764)(604 - 765)] [(0 - 128)(127 - 798)(183 - 980)] [(0 - 128)(907 - 909)(219 - 480)] [(0 - 128)(213 - 686)(122 - 323)] [(0 - 128)(739 - 965)(501 - 521)] [(0 - 128)(121 - 265)(137 - 383)] [(0 - 128)(19 - 184)(208 - 510)] [(0 - 128)(0 - 549)(562 - 752)] [(0 - 128)(51 - 689)(337 - 529)] [(0 - 128)(337 - 558)(342 - 735)] [(0 - 128)(444 - 624)(171 - 735)] [(0 - 128)(666 - 757)(72 - 377)] [(0 - 128)(277 - 379)(131 - 473)] [(0 - 128)(493 - 674)(285 - 736)] [(0 - 128)(188 - 458)(133 - 543)] [(0 - 128)(673 - 706)(13 - 20)] [(0 - 128)(307 - 732)(522 - 863)] [(0 - 128)(241 - 459)(103 - 944)] [(0 - 128)(501 - 915)(236 - 510)] [(0 - 128)(46 - 463)(116 - 653)] [(0 - 128)(977 - 996)(426 - 829)] [(0 - 128)(608 - 834)(284 - 914)] [(0 - 128)(146 - 297)(788 - 929)] [(0 - 128)(212 - 638)(485 - 668)] [(0 - 128)(36 - 177)(190 - 226)] [(0 - 128)(313 - 985)(635 - 982)] [(0 - 128)(625 - 843)(53 - 988)] [(0 - 128)(430 - 712)(146 - 351)] [(0 - 128)(293 - 884)(264 - 808)] [(0 - 128)(239 - 459)(29 - 828)] [(0 - 128)(96 - 760)(555 - 872)] [(0 - 128)(255 - 446)(85 - 592)] [(0 - 128)(74 - 949)(830 - 922)] [(0 - 128)(115 - 768)(39 - 192)] [(0 - 128)(744 - 885)(564 - 985)] [(0 - 128)(343 - 403)(241 - 322)] [(0 - 128)(188 - 354)(267 - 649)] [(0 - 128)(201 - 856)(33 - 966)] [(0 - 128)(673 - 928)(813 - 988)] [(0 - 128)(835 - 888)(300 - 365)] [(0 - 128)(440 - 758)(745 - 879)] [(0 - 128)(161 - 623)(60 - 610)] [(0 - 128)(154 - 161)(383 - 850)] [(0 - 128)(402 - 878)(132 - 633)] [(0 - 128)(61 - 969)(441 - 725)] [(0 - 128)(420 - 475)(409 - 673)] [(0 - 128)(217 - 264)(417 - 627)] [(0 - 128)(685 - 687)(154 - 459)] [(0 - 128)(888 - 991)(506 - 653)] [(0 - 128)(170 - 237)(95 - 507)] [(0 - 128)(563 - 928)(315 - 631)] [(0 - 128)(82 - 975)(37 - 464)] [(0 - 128)(309 - 437)(419 - 567)] [(0 - 128)(338 - 819)(353 - 788)] [(0 - 128)(339 - 615)(141 - 429)] [(0 - 128)(154 - 231)(98 - 853)] [(0 - 128)(206 - 809)(29 - 88)] [(0 - 128)(45 - 360)(496 - 863)]
0 - 38
0 - 19
0 - 7
0 - 3
0 - 2
2 - 3 <= [(2 - 34)(638 - 834)(88 - 713)]
3 - 7 <= [(2 - 34)(638 - 834)(88 - 713)] [(3 - 70)(66 - 587)(392 - 846)] [(3 - 28)(628 - 705)(742 - 967)] [(3 - 84)(119 - 958)(496 - 951)]
3 - 6
6 - 7 <= [(6 - 71)(98 - 158)(842 - 861)]
7 - 19 <= [(2 - 34)(638 - 834)(88 - 713)] [(7 - 27)(113 - 189)(767 - 991)] [(3 - 70)(66 - 587)(392 - 846)] [(6 - 71)(98 - 158)(842 - 861)] [(3 - 28)(628 - 705)(742 - 967)] [(3 - 84)(119 - 958)(496 - 951)] [(7 - 86)(177 - 640)(131 - 324)]
7 - 13
7 - 12
12 - 13 <= [(12 - 51)(126 - 130)(166 - 511)]
13 - 19 <= [(12 - 51)(126 - 130)(166 - 511)] [(13 - 26)(752 - 800)(194 - 475)]
13 - 18
18 - 19 <= [(18 - 49)(419 - 910)(139 - 335)]
19 - 38 <= [(12 - 51)(126 - 130)(166 - 511)] [(3 - 70)(66 - 587)(392 - 846)] [(6 - 71)(98 - 158)(842 - 861)] [(19 - 42)(99 - 135)(624 - 900)] [(18 - 49)(419 - 910)(139 - 335)] [(3 - 84)(119 - 958)(496 - 951)] [(7 - 86)(177 - 640)(131 - 324)]
19 - 28 <= [(2 - 34)(638 - 834)(88 - 713)] [(3 - 28)(628 - 705)(742 - 967)] [(19 - 34)(58 - 344)(75 - 952)]
19 - 26 <= [(7 - 27)(113 - 189)(767 - 991)] [(13 - 26)(752 - 800)(194 - 475)]
19 - 24
24 - 26 <= [(24 - 97)(135 - 734)(398 - 525)]
26 - 28 <= [(24 - 97)(135 - 734)(398 - 525)]
26 - 27 <= [(7 - 27)(113 - 189)(767 - 991)]
27 - 28
28 - 38 <= [(24 - 97)(135 - 734)(398 - 525)]
28 - 33 <= [(2 - 34)(638 - 834)(88 - 713)] [(19 - 34)(58 - 344)(75 - 952)]
28 - 32
32 - 33 <= [(32 - 97)(528 - 894)(745 - 785)]
33 - 38 <= [(33 - 84)(105 - 291)(86 - 651)] [(32 - 97)(528 - 894)(745 - 785)]
33 - 34 <= [(2 - 34)(638 - 834)(88 - 713)] [(19 - 34)(58 - 344)(75 - 952)]
34 - 38 <= [(34 - 55)(426 - 722)(85 - 898)]
38 - 128
38 - 68 <= [(3 - 70)(66 - 587)(392 - 846)] [(33 - 84)(105 - 291)(86 - 651)] [(6 - 71)(98 - 158)(842 - 861)] [(24 - 97)(135 - 734)(398 - 525)] [(32 - 97)(528 - 894)(745 - 785)] [(3 - 84)(119 - 958)(496 - 951)] [(7 - 86)(177 - 640)(131 - 324)]
38 - 55 <= [(34 - 55)(426 - 722)(85 - 898)] [(38 - 55)(143 - 887)(388 - 487)]
38 - 49 <= [(12 - 51)(126 - 130)(166 - 511)] [(18 - 49)(419 - 910)(139 - 335)]
38 - 42 <= [(19 - 42)(99 - 135)(624 - 900)]
42 - 49
49 - 55
49 - 51 <= [(12 - 51)(126 - 130)(166 - 511)]
51 - 55
55 - 68 <= [(55 - 68)(384 - 878)(100 - 452)]
55 - 59
55 - 57
57 - 59 <= [(57 - 59)(100 - 867)(800 - 829)]
59 - 68
59 - 61
61 - 68 <= [(61 - 78)(310 - 720)(463 - 664)]
68 - 128
68 - 84 <= [(33 - 84)(105 - 291)(86 - 651)] [(24 - 97)(135 - 734)(398 - 525)] [(68 - 86)(894 - 937)(302 - 623)] [(32 - 97)(528 - 894)(745 - 785)] [(3 - 84)(119 - 958)(496 - 951)] [(7 - 86)(177 - 640)(131 - 324)]
68 - 71 <= [(6 - 71)(98 - 158)(842 - 861)] [(61 - 78)(310 - 720)(463 - 664)]
68 - 70 <= [(3 - 70)(66 - 587)(392 - 846)]
70 - 71
71 - 84
71 - 78 <= [(61 - 78)(310 - 720)(463 - 664)]
78 - 84
84 - 128
84 - 97 <= [(24 - 97)(135 - 734)(398 - 525)] [(32 - 97)(528 - 894)(745 - 785)]
84 - 86 <= [(68 - 86)(894 - 937)(302 - 623)] [(7 - 86)(177 - 640)(131 - 324)]
86 - 97
97 - 128
Dimension: 2
0 - 996
0 - 493 <= [(0 - 128)(0 - 549)(562 - 752)]
0 - 264
0 - 161
0 - 82
0 - 46
0 - 36
0 - 34
0 - 19
19 - 34 <= [(0 - 128)(19 - 184)(208 - 510)]
34 - 36 <= [(0 - 128)(34 - 733)(25 - 903)] [(0 - 128)(19 - 184)(208 - 510)]
36 - 46 <= [(0 - 128)(34 - 733)(25 - 903)] [(0 - 128)(19 - 184)(208 - 510)] [(0 - 128)(36 - 177)(190 - 226)]
36 - 45
45 - 46 <= [(0 - 128)(45 - 360)(496 - 863)]
46 - 82 <= [(0 - 128)(34 - 733)(25 - 903)] [(0 - 128)(19 - 184)(208 - 510)] [(0 - 128)(46 - 463)(116 - 653)] [(0 - 128)(36 - 177)(190 - 226)] [(0 - 128)(45 - 360)(496 - 863)]
46 - 61
46 - 52
46 - 51
51 - 52 <= [(0 - 128)(51 - 689)(337 - 529)]
52 - 61 <= [(0 - 128)(52 - 296)(92 - 573)] [(0 - 128)(51 - 689)(337 - 529)]
61 - 82 <= [(0 - 128)(52 - 296)(92 - 573)] [(0 - 128)(51 - 689)(337 - 529)] [(0 - 128)(61 - 969)(441 - 725)]
61 - 74
74 - 82 <= [(0 - 128)(74 - 949)(830 - 922)]
82 - 161 <= [(0 - 128)(52 - 296)(92 - 573)] [(0 - 128)(34 - 733)(25 - 903)] [(0 - 128)(19 - 184)(208 - 510)] [(0 - 128)(51 - 689)(337 - 529)] [(0 - 128)(46 - 463)(116 - 653)] [(0 - 128)(36 - 177)(190 - 226)] [(0 - 128)(74 - 949)(830 - 922)] [(0 - 128)(61 - 969)(441 - 725)] [(0 - 128)(82 - 975)(37 - 464)] [(0 - 128)(45 - 360)(496 - 863)]
82 - 125
82 - 115
82 - 97
82 - 96
96 - 97 <= [(0 - 128)(96 - 760)(555 - 872)]
97 - 115 <= [(0 - 128)(97 - 432)(722 - 923)] [(0 - 128)(96 - 760)(555 - 872)]
115 - 125 <= [(0 - 128)(97 - 432)(722 - 923)] [(0 - 128)(96 - 760)(555 - 872)] [(0 - 128)(115 - 768)(39 - 192)]
115 - 121
121 - 125 <= [(0 - 128)(121 - 265)(137 - 383)]
125 - 161 <= [(0 - 128)(125 - 544)(142 - 359)] [(0 - 128)(97 - 432)(722 - 923)] [(0 - 128)(121 - 265)(137 - 383)] [(0 - 128)(96 - 760)(555 - 872)] [(0 - 128)(115 - 768)(39 - 192)]
125 - 146
125 - 127
127 - 146 <= [(0 - 128)(127 - 798)(183 - 980)]
146 - 161 <= [(0 - 128)(146 - 575)(897 - 925)] [(0 - 128)(127 - 798)(183 - 980)] [(0 - 128)(146 - 297)(788 - 929)]
146 - 154
154 - 161 <= [(0 - 128)(154 - 161)(383 - 850)] [(0 - 128)(154 - 231)(98 - 853)]
161 - 264 <= [(0 - 128)(125 - 544)(142 - 359)] [(0 - 128)(52 - 296)(92 - 573)] [(0 - 128)(34 - 733)(25 - 903)] [(0 - 128)(97 - 432)(722 - 923)] [(0 - 128)(146 - 575)(897 - 925)] [(0 - 128)(127 - 798)(183 - 980)] [(0 - 128)(121 - 265)(137 - 383)] [(0 - 128)(51 - 689)(337 - 529)] [(0 - 128)(46 - 463)(116 - 653)] [(0 - 128)(146 - 297)(788 - 929)] [(0 - 128)(96 - 760)(555 - 872)] [(0 - 128)(74 - 949)(830 - 922)] [(0 - 128)(115 - 768)(39 - 192)] [(0 - 128)(161 - 623)(60 - 610)] [(0 - 128)(61 - 969)(441 - 725)] [(0 - 128)(82 - 975)(37 - 464)] [(0 - 128)(45 - 360)(496 - 863)]
161 - 212 <= [(0 - 128)(154 - 231)(98 - 853)]
161 - 188
161 - 184 <= [(0 - 128)(19 - 184)(208 - 510)]
161 - 177 <= [(0 - 128)(36 - 177)(190 - 226)]
161 - 170
170 - 177 <= [(0 - 128)(170 - 237)(95 - 507)]
177 - 184 <= [(0 - 128)(170 - 237)(95 - 507)]
184 - 188 <= [(0 - 128)(170 - 237)(95 - 507)]
184 - 185
185 - 188 <= [(0 - 128)(185 - 764)(604 - 765)]
188 - 212 <= [(0 - 128)(185 - 764)(604 - 765)] [(0 - 128)(188 - 458)(133 - 543)] [(0 - 128)(188 - 354)(267 - 649)] [(0 - 128)(170 - 237)(95 - 507)]
188 - 201
188 - 197
197 - 201 <= [(0 - 128)(197 - 299)(292 - 528)]
201 - 212 <= [(0 - 128)(197 - 299)(292 - 528)] [(0 - 128)(201 - 856)(33 - 966)]
201 - 206
206 - 212 <= [(0 - 128)(206 - 809)(29 - 88)]
212 - 264 <= [(0 - 128)(197 - 299)(292 - 528)] [(0 - 128)(185 - 764)(604 - 765)] [(0 - 128)(188 - 458)(133 - 543)] [(0 - 128)(212 - 638)(485 - 668)] [(0 - 128)(188 - 354)(267 - 649)] [(0 - 128)(201 - 856)(33 - 966)] [(0 - 128)(206 - 809)(29 - 88)]
212 - 237 <= [(0 - 128)(170 - 237)(95 - 507)]
212 - 217 <= [(0 - 128)(154 - 231)(98 - 853)]
212 - 215
212 - 213
213 - 215 <= [(0 - 128)(213 - 686)(122 - 323)]
215 - 217 <= [(0 - 128)(215 - 562)(508 - 512)] [(0 - 128)(213 - 686)(122 - 323)]
217 - 237 <= [(0 - 128)(215 - 562)(508 - 512)] [(0 - 128)(213 - 686)(122 - 323)] [(0 - 128)(217 - 264)(417 - 627)]
217 - 231 <= [(0 - 128)(154 - 231)(98 - 853)]
231 - 237
237 - 264 <= [(0 - 128)(215 - 562)(508 - 512)] [(0 - 128)(213 - 686)(122 - 323)] [(0 - 128)(217 - 264)(417 - 627)]
237 - 241
237 - 239
239 - 241 <= [(0 - 128)(239 - 459)(29 - 828)]
241 - 264 <= [(0 - 128)(241 - 459)(103 - 944)] [(0 - 128)(239 - 459)(29 - 828)]
241 - 255
255 - 264 <= [(0 - 128)(255 - 446)(85 - 592)]
264 - 493 <= [(0 - 128)(125 - 544)(142 - 359)] [(0 - 128)(34 - 733)(25 - 903)] [(0 - 128)(146 - 575)(897 - 925)] [(0 - 128)(215 - 562)(508 - 512)] [(0 - 128)(185 - 764)(604 - 765)] [(0 - 128)(127 - 798)(183 - 980)] [(0 - 128)(213 - 686)(122 - 323)] [(0 - 128)(51 - 689)(337 - 529)] [(0 - 128)(212 - 638)(485 - 668)] [(0 - 128)(96 - 760)(555 - 872)] [(0 - 128)(74 - 949)(830 - 922)] [(0 - 128)(115 - 768)(39 - 192)] [(0 - 128)(201 - 856)(33 - 966)] [(0 - 128)(161 - 623)(60 - 610)] [(0 - 128)(61 - 969)(441 - 725)] [(0 - 128)(82 - 975)(37 - 464)] [(0 - 128)(206 - 809)(29 - 88)]
264 - 354 <= [(0 - 128)(97 - 432)(722 - 923)] [(0 - 128)(188 - 458)(133 - 543)] [(0 - 128)(241 - 459)(103 - 944)] [(0 - 128)(46 - 463)(116 - 653)] [(0 - 128)(239 - 459)(29 - 828)] [(0 - 128)(255 - 446)(85 - 592)] [(0 - 128)(188 - 354)(267 - 649)] [(0 - 128)(45 - 360)(496 - 863)]
264 - 303
264 - 293 <= [(0 - 128)(52 - 296)(92 - 573)] [(0 - 128)(197 - 299)(292 - 528)] [(0 - 128)(146 - 297)(788 - 929)]
264 - 283
264 - 277
264 - 265 <= [(0 - 128)(121 - 265)(137 - 383)]
265 - 277
277 - 283 <= [(0 - 128)(277 - 379)(131 - 473)]
283 - 293 <= [(0 - 128)(283 - 296)(207 - 401)] [(0 - 128)(277 - 379)(131 - 473)]
283 - 287
287 - 293 <= [(0 - 128)(287 - 628)(321 - 653)]
293 - 303 <= [(0 - 128)(287 - 628)(321 - 653)] [(0 - 128)(277 - 379)(131 - 473)] [(0 - 128)(293 - 884)(264 - 808)]
293 - 297 <= [(0 - 128)(197 - 299)(292 - 528)] [(0 - 128)(146 - 297)(788 - 929)]
293 - 296 <= [(0 - 128)(52 - 296)(92 - 573)] [(0 - 128)(283 - 296)(207 - 401)]
296 - 297 <= [(0 - 128)(296 - 922)(184 - 636)]
297 - 303 <= [(0 - 128)(296 - 922)(184 - 636)]
297 - 299 <= [(0 - 128)(197 - 299)(292 - 528)]
299 - 303
303 - 354 <= [(0 - 128)(296 - 922)(184 - 636)] [(0 - 128)(287 - 628)(321 - 653)] [(0 - 128)(303 - 852)(99 - 531)] [(0 - 128)(277 - 379)(131 - 473)] [(0 - 128)(293 - 884)(264 - 808)]
303 - 337
303 - 311
303 - 309
303 - 307
307 - 309 <= [(0 - 128)(307 - 732)(522 - 863)]
309 - 311 <= [(0 - 128)(307 - 732)(522 - 863)] [(0 - 128)(309 - 437)(419 - 567)]
311 - 337 <= [(0 - 128)(311 - 602)(444 - 945)] [(0 - 128)(307 - 732)(522 - 863)] [(0 - 128)(309 - 437)(419 - 567)]
311 - 313
313 - 337 <= [(0 - 128)(313 - 985)(635 - 982)]
337 - 354 <= [(0 - 128)(311 - 602)(444 - 945)] [(0 - 128)(337 - 558)(342 - 735)] [(0 - 128)(307 - 732)(522 - 863)] [(0 - 128)(313 - 985)(635 - 982)] [(0 - 128)(309 - 437)(419 - 567)]
337 - 339
337 - 338
338 - 339 <= [(0 - 128)(338 - 819)(353 - 788)]
339 - 354 <= [(0 - 128)(338 - 819)(353 - 788)] [(0 - 128)(339 - 615)(141 - 429)]
339 - 343
343 - 354 <= [(0 - 128)(343 - 403)(241 - 322)]
354 - 493 <= [(0 - 128)(296 - 922)(184 - 636)] [(0 - 128)(287 - 628)(321 - 653)] [(0 - 128)(303 - 852)(99 - 531)] [(0 - 128)(311 - 602)(444 - 945)] [(0 - 128)(337 - 558)(342 - 735)] [(0 - 128)(307 - 732)(522 - 863)] [(0 - 128)(313 - 985)(635 - 982)] [(0 - 128)(293 - 884)(264 - 808)] [(0 - 128)(338 - 819)(353 - 788)] [(0 - 128)(339 - 615)(141 - 429)]
354 - 437 <= [(0 - 128)(188 - 458)(133 - 543)] [(0 - 128)(241 - 459)(103 - 944)] [(0 - 128)(46 - 463)(116 - 653)] [(0 - 128)(239 - 459)(29 - 828)] [(0 - 128)(255 - 446)(85 - 592)] [(0 - 128)(309 - 437)(419 - 567)]
354 - 403 <= [(0 - 128)(97 - 432)(722 - 923)] [(0 - 128)(343 - 403)(241 - 322)]
354 - 387
354 - 379 <= [(0 - 128)(277 - 379)(131 - 473)]
354 - 360 <= [(0 - 128)(45 - 360)(496 - 863)]
360 - 379
379 - 387
387 - 403 <= [(0 - 128)(387 - 588)(364 - 636)]
387 - 402
402 - 403 <= [(0 - 128)(402 - 878)(132 - 633)]
403 - 437 <= [(0 - 128)(387 - 588)(364 - 636)] [(0 - 128)(402 - 878)(132 - 633)]
403 - 430 <= [(0 - 128)(97 - 432)(722 - 923)]
403 - 420
420 - 430 <= [(0 - 128)(420 - 475)(409 - 673)]
430 - 437 <= [(0 - 128)(430 - 641)(33 - 34)] [(0 - 128)(430 - 712)(146 - 351)] [(0 - 128)(420 - 475)(409 - 673)]
430 - 432 <= [(0 - 128)(97 - 432)(722 - 923)]
432 - 437 <= [(0 - 128)(432 - 586)(32 - 252)]
437 - 493 <= [(0 - 128)(387 - 588)(364 - 636)] [(0 - 128)(430 - 641)(33 - 34)] [(0 - 128)(432 - 586)(32 - 252)] [(0 - 128)(430 - 712)(146 - 351)] [(0 - 128)(402 - 878)(132 - 633)]
437 - 459 <= [(0 - 128)(241 - 459)(103 - 944)] [(0 - 128)(46 - 463)(116 - 653)] [(0 - 128)(239 - 459)(29 - 828)] [(0 - 128)(420 - 475)(409 - 673)]
437 - 446 <= [(0 - 128)(188 - 458)(133 - 543)] [(0 - 128)(255 - 446)(85 - 592)]
437 - 444
437 - 440
440 - 444 <= [(0 - 128)(440 - 758)(745 - 879)]
444 - 446 <= [(0 - 128)(444 - 624)(171 - 735)] [(0 - 128)(440 - 758)(745 - 879)]
446 - 459 <= [(0 - 128)(444 - 624)(171 - 735)] [(0 - 128)(440 - 758)(745 - 879)]
446 - 458 <= [(0 - 128)(188 - 458)(133 - 543)]
458 - 459
459 - 493 <= [(0 - 128)(444 - 624)(171 - 735)] [(0 - 128)(440 - 758)(745 - 879)]
459 - 471 <= [(0 - 128)(420 - 475)(409 - 673)]
459 - 463 <= [(0 - 128)(46 - 463)(116 - 653)]
463 - 471
471 - 493 <= [(0 - 128)(471 - 536)(405 - 847)]
471 - 475 <= [(0 - 128)(420 - 475)(409 - 673)]
475 - 493
493 - 996
493 - 733 <= [(0 - 128)(296 - 922)(184 - 636)] [(0 - 128)(34 - 733)(25 - 903)] [(0 - 128)(303 - 852)(99 - 531)] [(0 - 128)(185 - 764)(604 - 765)] [(0 - 128)(127 - 798)(183 - 980)] [(0 - 128)(313 - 985)(635 - 982)] [(0 - 128)(293 - 884)(264 - 808)] [(0 - 128)(96 - 760)(555 - 872)] [(0 - 128)(74 - 949)(830 - 922)] [(0 - 128)(115 - 768)(39 - 192)] [(0 - 128)(201 - 856)(33 - 966)] [(0 - 128)(440 - 758)(745 - 879)] [(0 - 128)(402 - 878)(132 - 633)] [(0 - 128)(61 - 969)(441 - 725)] [(0 - 128)(82 - 975)(37 - 464)] [(0 - 128)(338 - 819)(353 - 788)] [(0 - 128)(206 - 809)(29 - 88)]
493 - 623 <= [(0 - 128)(287 - 628)(321 - 653)] [(0 - 128)(430 - 641)(33 - 34)] [(0 - 128)(213 - 686)(122 - 323)] [(0 - 128)(51 - 689)(337 - 529)] [(0 - 128)(444 - 624)(171 - 735)] [(0 - 128)(493 - 674)(285 - 736)] [(0 - 128)(307 - 732)(522 - 863)] [(0 - 128)(212 - 638)(485 - 668)] [(0 - 128)(430 - 712)(146 - 351)] [(0 - 128)(161 - 623)(60 - 610)]
493 - 562 <= [(0 - 128)(387 - 588)(364 - 636)] [(0 - 128)(146 - 575)(897 - 925)] [(0 - 128)(311 - 602)(444 - 945)] [(0 - 128)(215 - 562)(508 - 512)] [(0 - 128)(432 - 586)(32 - 252)] [(0 - 128)(339 - 615)(141 - 429)]
493 - 536 <= [(0 - 128)(125 - 544)(142 - 359)] [(0 - 128)(471 - 536)(405 - 847)] [(0 - 128)(0 - 549)(562 - 752)] [(0 - 128)(337 - 558)(342 - 735)]
493 - 509
493 - 502
493 - 501
501 - 502 <= [(0 - 128)(501 - 915)(236 - 510)]
502 - 509 <= [(0 - 128)(502 - 574)(593 - 750)] [(0 - 128)(501 - 915)(236 - 510)]
509 - 536 <= [(0 - 128)(502 - 574)(593 - 750)] [(0 - 128)(509 - 717)(65 - 258)] [(0 - 128)(501 - 915)(236 - 510)]
509 - 518
518 - 536 <= [(0 - 128)(518 - 807)(335 - 704)]
536 - 562 <= [(0 - 128)(502 - 574)(593 - 750)] [(0 - 128)(509 - 717)(65 - 258)] [(0 - 128)(518 - 807)(335 - 704)] [(0 - 128)(501 - 915)(236 - 510)]
536 - 549 <= [(0 - 128)(0 - 549)(562 - 752)] [(0 - 128)(337 - 558)(342 - 735)]
536 - 544 <= [(0 - 128)(125 - 544)(142 - 359)]
544 - 549
549 - 562
549 - 558 <= [(0 - 128)(337 - 558)(342 - 735)]
558 - 562
562 - 623 <= [(0 - 128)(509 - 717)(65 - 258)] [(0 - 128)(518 - 807)(335 - 704)] [(0 - 128)(501 - 915)(236 - 510)]
562 - 588 <= [(0 - 128)(387 - 588)(364 - 636)] [(0 - 128)(311 - 602)(444 - 945)] [(0 - 128)(339 - 615)(141 - 429)]
562 - 575 <= [(0 - 128)(146 - 575)(897 - 925)] [(0 - 128)(432 - 586)(32 - 252)]
562 - 574 <= [(0 - 128)(502 - 574)(593 - 750)]
562 - 563
563 - 574 <= [(0 - 128)(563 - 928)(315 - 631)]
574 - 575 <= [(0 - 128)(563 - 928)(315 - 631)]
575 - 588 <= [(0 - 128)(563 - 928)(315 - 631)]
575 - 586 <= [(0 - 128)(432 - 586)(32 - 252)]
586 - 588
588 - 623 <= [(0 - 128)(563 - 928)(315 - 631)]
588 - 608 <= [(0 - 128)(339 - 615)(141 - 429)]
588 - 602 <= [(0 - 128)(311 - 602)(444 - 945)]
602 - 608
608 - 623 <= [(0 - 128)(608 - 834)(284 - 914)]
608 - 615 <= [(0 - 128)(339 - 615)(141 - 429)]
615 - 623
623 - 733 <= [(0 - 128)(518 - 807)(335 - 704)] [(0 - 128)(501 - 915)(236 - 510)] [(0 - 128)(608 - 834)(284 - 914)] [(0 - 128)(563 - 928)(315 - 631)]
623 - 685 <= [(0 - 128)(509 - 717)(65 - 258)] [(0 - 128)(213 - 686)(122 - 323)] [(0 - 128)(51 - 689)(337 - 529)] [(0 - 128)(307 - 732)(522 - 863)] [(0 - 128)(430 - 712)(146 - 351)]
623 - 641 <= [(0 - 128)(430 - 641)(33 - 34)] [(0 - 128)(493 - 674)(285 - 736)]
623 - 628 <= [(0 - 128)(287 - 628)(321 - 653)] [(0 - 128)(212 - 638)(485 - 668)]
623 - 625
623 - 624 <= [(0 - 128)(444 - 624)(171 - 735)]
624 - 625
625 - 628 <= [(0 - 128)(625 - 843)(53 - 988)]
628 - 641 <= [(0 - 128)(625 - 843)(53 - 988)]
628 - 638 <= [(0 - 128)(212 - 638)(485 - 668)]
638 - 641
641 - 685 <= [(0 - 128)(625 - 843)(53 - 988)]
641 - 673 <= [(0 - 128)(493 - 674)(285 - 736)]
641 - 666
666 - 673 <= [(0 - 128)(666 - 757)(72 - 377)]
673 - 685 <= [(0 - 128)(666 - 757)(72 - 377)] [(0 - 128)(673 - 706)(13 - 20)] [(0 - 128)(673 - 928)(813 - 988)]
673 - 674 <= [(0 - 128)(493 - 674)(285 - 736)]
674 - 685
685 - 733 <= [(0 - 128)(666 - 757)(72 - 377)] [(0 - 128)(625 - 843)(53 - 988)] [(0 - 128)(673 - 928)(813 - 988)]
685 - 712 <= [(0 - 128)(509 - 717)(65 - 258)] [(0 - 128)(307 - 732)(522 - 863)] [(0 - 128)(430 - 712)(146 - 351)]
685 - 689 <= [(0 - 128)(51 - 689)(337 - 529)] [(0 - 128)(673 - 706)(13 - 20)]
685 - 687 <= [(0 - 128)(685 - 687)(154 - 459)]
685 - 686 <= [(0 - 128)(213 - 686)(122 - 323)]
686 - 687
687 - 689
689 - 712
689 - 706 <= [(0 - 128)(673 - 706)(13 - 20)]
706 - 712
712 - 733
712 - 717 <= [(0 - 128)(509 - 717)(65 - 258)] [(0 - 128)(307 - 732)(522 - 863)]
712 - 714
714 - 717 <= [(0 - 128)(714 - 793)(491 - 959)]
717 - 733 <= [(0 - 128)(714 - 793)(491 - 959)]
717 - 732 <= [(0 - 128)(307 - 732)(522 - 863)]
732 - 733
733 - 996
733 - 852 <= [(0 - 128)(296 - 922)(184 - 636)] [(0 - 128)(303 - 852)(99 - 531)] [(0 - 128)(501 - 915)(236 - 510)] [(0 - 128)(313 - 985)(635 - 982)] [(0 - 128)(293 - 884)(264 - 808)] [(0 - 128)(74 - 949)(830 - 922)] [(0 - 128)(201 - 856)(33 - 966)] [(0 - 128)(673 - 928)(813 - 988)] [(0 - 128)(402 - 878)(132 - 633)] [(0 - 128)(61 - 969)(441 - 725)] [(0 - 128)(563 - 928)(315 - 631)] [(0 - 128)(82 - 975)(37 - 464)]
733 - 798 <= [(0 - 128)(518 - 807)(335 - 704)] [(0 - 128)(127 - 798)(183 - 980)] [(0 - 128)(608 - 834)(284 - 914)] [(0 - 128)(625 - 843)(53 - 988)] [(0 - 128)(338 - 819)(353 - 788)] [(0 - 128)(206 - 809)(29 - 88)]
733 - 760 <= [(0 - 128)(714 - 793)(491 - 959)] [(0 - 128)(185 - 764)(604 - 765)] [(0 - 128)(96 - 760)(555 - 872)] [(0 - 128)(115 - 768)(39 - 192)]
733 - 757 <= [(0 - 128)(666 - 757)(72 - 377)] [(0 - 128)(440 - 758)(745 - 879)]
733 - 744
733 - 739
739 - 744 <= [(0 - 128)(739 - 965)(501 - 521)]
744 - 757 <= [(0 - 128)(739 - 965)(501 - 521)] [(0 - 128)(744 - 885)(564 - 985)]
757 - 760 <= [(0 - 128)(739 - 965)(501 - 521)] [(0 - 128)(744 - 885)(564 - 985)]
757 - 758 <= [(0 - 128)(440 - 758)(745 - 879)]
758 - 760
760 - 798 <= [(0 - 128)(739 - 965)(501 - 521)] [(0 - 128)(744 - 885)(564 - 985)]
760 - 768 <= [(0 - 128)(714 - 793)(491 - 959)] [(0 - 128)(115 - 768)(39 - 192)]
760 - 764 <= [(0 - 128)(185 - 764)(604 - 765)]
764 - 768
768 - 798
768 - 793 <= [(0 - 128)(714 - 793)(491 - 959)]
793 - 798
798 - 852 <= [(0 - 128)(739 - 965)(501 - 521)] [(0 - 128)(744 - 885)(564 - 985)]
798 - 819 <= [(0 - 128)(608 - 834)(284 - 914)] [(0 - 128)(625 - 843)(53 - 988)] [(0 - 128)(338 - 819)(353 - 788)]
798 - 809 <= [(0 - 128)(206 - 809)(29 - 88)]
798 - 807 <= [(0 - 128)(518 - 807)(335 - 704)]
798 - 805
805 - 807 <= [(0 - 128)(805 - 818)(598 - 685)]
807 - 809 <= [(0 - 128)(805 - 818)(598 - 685)]
809 - 819
809 - 818 <= [(0 - 128)(805 - 818)(598 - 685)]
818 - 819
819 - 852
819 - 835 <= [(0 - 128)(625 - 843)(53 - 988)]
819 - 834 <= [(0 - 128)(608 - 834)(284 - 914)]
834 - 835
835 - 852 <= [(0 - 128)(835 - 888)(300 - 365)]
835 - 843 <= [(0 - 128)(625 - 843)(53 - 988)]
843 - 852
852 - 996
852 - 922 <= [(0 - 128)(296 - 922)(184 - 636)] [(0 - 128)(739 - 965)(501 - 521)] [(0 - 128)(313 - 985)(635 - 982)] [(0 - 128)(74 - 949)(830 - 922)] [(0 - 128)(673 - 928)(813 - 988)] [(0 - 128)(61 - 969)(441 - 725)] [(0 - 128)(563 - 928)(315 - 631)] [(0 - 128)(82 - 975)(37 - 464)]
852 - 888 <= [(0 - 128)(501 - 915)(236 - 510)] [(0 - 128)(835 - 888)(300 - 365)]
852 - 884 <= [(0 - 128)(293 - 884)(264 - 808)] [(0 - 128)(744 - 885)(564 - 985)]
852 - 878 <= [(0 - 128)(402 - 878)(132 - 633)]
852 - 856 <= [(0 - 128)(201 - 856)(33 - 966)]
856 - 878
878 - 884
884 - 888
884 - 885 <= [(0 - 128)(744 - 885)(564 - 985)]
885 - 888
888 - 922 <= [(0 - 128)(888 - 991)(506 - 653)]
888 - 909 <= [(0 - 128)(501 - 915)(236 - 510)]
888 - 907
907 - 909 <= [(0 - 128)(907 - 909)(219 - 480)]
909 - 922
909 - 915 <= [(0 - 128)(501 - 915)(236 - 510)]
915 - 922
922 - 996
922 - 975 <= [(0 - 128)(313 - 985)(635 - 982)] [(0 - 128)(888 - 991)(506 - 653)] [(0 - 128)(82 - 975)(37 - 464)]
922 - 965 <= [(0 - 128)(739 - 965)(501 - 521)] [(0 - 128)(61 - 969)(441 - 725)]
922 - 949 <= [(0 - 128)(74 - 949)(830 - 922)]
922 - 928 <= [(0 - 128)(673 - 928)(813 - 988)] [(0 - 128)(563 - 928)(315 - 631)]
928 - 949
949 - 965
965 - 975
965 - 969 <= [(0 - 128)(61 - 969)(441 - 725)]
969 - 975
975 - 996
975 - 985 <= [(0 - 128)(313 - 985)(635 - 982)] [(0 - 128)(888 - 991)(506 - 653)]
975 - 977
977 - 985 <= [(0 - 128)(977 - 996)(426 - 829)]
985 - 996 <= [(0 - 128)(977 - 996)(426 - 829)]
985 - 991 <= [(0 - 128)(888 - 991)(506 - 653)]
991 - 996
Dimension: 3
562 - 752 <= [(0 - 128)(0 - 549)(562 - 752)]
Dimension: 3
208 - 510 <= [(0 - 128)(19 - 184)(208 - 510)]
Dimension: 3
25 - 903 <= [(0 - 128)(34 - 733)(25 - 903)]
25 - 510
25 - 208
208 - 510 <= [(0 - 128)(19 - 184)(208 - 510)]
510 - 903
Dimension: 3
25 - 903 <= [(0 - 128)(34 - 733)(25 - 903)]
25 - 226
25 - 208
25 - 190
190 - 208 <= [(0 - 128)(36 - 177)(190 - 226)]
208 - 226 <= [(0 - 128)(19 - 184)(208 - 510)] [(0 - 128)(36 - 177)(190 - 226)]
226 - 903
226 - 510 <= [(0 - 128)(19 - 184)(208 - 510)]
510 - 903
Dimension: 3
496 - 863 <= [(0 - 128)(45 - 360)(496 - 863)]
Dimension: 3
25 - 903 <= [(0 - 128)(34 - 733)(25 - 903)]
25 - 496
25 - 208
25 - 190
25 - 116
116 - 190 <= [(0 - 128)(46 - 463)(116 - 653)]
190 - 208 <= [(0 - 128)(46 - 463)(116 - 653)] [(0 - 128)(36 - 177)(190 - 226)]
208 - 496 <= [(0 - 128)(19 - 184)(208 - 510)] [(0 - 128)(46 - 463)(116 - 653)]
208 - 226 <= [(0 - 128)(36 - 177)(190 - 226)]
226 - 496
496 - 903
496 - 653 <= [(0 - 128)(46 - 463)(116 - 653)] [(0 - 128)(45 - 360)(496 - 863)]
496 - 510 <= [(0 - 128)(19 - 184)(208 - 510)]
510 - 653
653 - 903
653 - 863 <= [(0 - 128)(45 - 360)(496 - 863)]
863 - 903
Dimension: 3
337 - 529 <= [(0 - 128)(51 - 689)(337 - 529)]
Dimension: 3
92 - 573 <= [(0 - 128)(52 - 296)(92 - 573)]
92 - 529
92 - 337
337 - 529 <= [(0 - 128)(51 - 689)(337 - 529)]
529 - 573
Dimension: 3
92 - 725
92 - 529 <= [(0 - 128)(52 - 296)(92 - 573)]
92 - 441
92 - 337
337 - 441 <= [(0 - 128)(51 - 689)(337 - 529)]
441 - 529 <= [(0 - 128)(51 - 689)(337 - 529)] [(0 - 128)(61 - 969)(441 - 725)]
529 - 725 <= [(0 - 128)(61 - 969)(441 - 725)]
529 - 573 <= [(0 - 128)(52 - 296)(92 - 573)]
573 - 725
Dimension: 3
830 - 922 <= [(0 - 128)(74 - 949)(830 - 922)]
Dimension: 3
25 - 922
25 - 496 <= [(0 - 128)(34 - 733)(25 - 903)]
25 - 208
25 - 116
25 - 92
25 - 37
37 - 92 <= [(0 - 128)(82 - 975)(37 - 464)]
92 - 116 <= [(0 - 128)(52 - 296)(92 - 573)] [(0 - 128)(82 - 975)(37 - 464)]
116 - 208 <= [(0 - 128)(52 - 296)(92 - 573)] [(0 - 128)(46 - 463)(116 - 653)] [(0 - 128)(82 - 975)(37 - 464)]
116 - 190
190 - 208 <= [(0 - 128)(36 - 177)(190 - 226)]
208 - 496 <= [(0 - 128)(52 - 296)(92 - 573)] [(0 - 128)(19 - 184)(208 - 510)] [(0 - 128)(46 - 463)(116 - 653)]
208 - 441 <= [(0 - 128)(82 - 975)(37 - 464)]
208 - 337
208 - 226 <= [(0 - 128)(36 - 177)(190 - 226)]
226 - 337
337 - 441 <= [(0 - 128)(51 - 689)(337 - 529)]
441 - 496 <= [(0 - 128)(51 - 689)(337 - 529)] [(0 - 128)(61 - 969)(441 - 725)]
441 - 464 <= [(0 - 128)(82 - 975)(37 - 464)]
464 - 496
496 - 922
496 - 725 <= [(0 - 128)(34 - 733)(25 - 903)] [(0 - 128)(61 - 969)(441 - 725)] [(0 - 128)(45 - 360)(496 - 863)]
496 - 573 <= [(0 - 128)(52 - 296)(92 - 573)] [(0 - 128)(46 - 463)(116 - 653)]
496 - 529 <= [(0 - 128)(51 - 689)(337 - 529)]
496 - 510 <= [(0 - 128)(19 - 184)(208 - 510)]
510 - 529
529 - 573
573 - 725
573 - 653 <= [(0 - 128)(46 - 463)(116 - 653)]
653 - 725
725 - 922
725 - 863 <= [(0 - 128)(34 - 733)(25 - 903)] [(0 - 128)(45 - 360)(496 - 863)]
725 - 830
830 - 863 <= [(0 - 128)(74 - 949)(830 - 922)]
863 - 922 <= [(0 - 128)(74 - 949)(830 - 922)]
863 - 903 <= [(0 - 128)(34 - 733)(25 - 903)]
903 - 922
Dimension: 3
555 - 872 <= [(0 - 128)(96 - 760)(555 - 872)]
Dimension: 3
555 - 923
555 - 872 <= [(0 - 128)(96 - 760)(555 - 872)]
555 - 722
722 - 872 <= [(0 - 128)(97 - 432)(722 - 923)]
872 - 923 <= [(0 - 128)(97 - 432)(722 - 923)]
Dimension: 3
39 - 923
39 - 722
39 - 555
39 - 192 <= [(0 - 128)(115 - 768)(39 - 192)]
192 - 555
555 - 722 <= [(0 - 128)(96 - 760)(555 - 872)]
722 - 923 <= [(0 - 128)(97 - 432)(722 - 923)]
722 - 872 <= [(0 - 128)(96 - 760)(555 - 872)]
872 - 923
Dimension: 3
137 - 383 <= [(0 - 128)(121 - 265)(137 - 383)]
Dimension: 3
39 - 923
39 - 383
39 - 192 <= [(0 - 128)(115 - 768)(39 - 192)]
39 - 142
39 - 137
137 - 142 <= [(0 - 128)(121 - 265)(137 - 383)]
142 - 192 <= [(0 - 128)(125 - 544)(142 - 359)] [(0 - 128)(121 - 265)(137 - 383)]
192 - 383 <= [(0 - 128)(121 - 265)(137 - 383)]
192 - 359 <= [(0 - 128)(125 - 544)(142 - 359)]
359 - 383
383 - 923
383 - 722
383 - 555
555 - 722 <= [(0 - 128)(96 - 760)(555 - 872)]
722 - 923 <= [(0 - 128)(97 - 432)(722 - 923)]
722 - 872 <= [(0 - 128)(96 - 760)(555 - 872)]
872 - 923
Dimension: 3
183 - 980 <= [(0 - 128)(127 - 798)(183 - 980)]
Dimension: 3
183 - 980 <= [(0 - 128)(127 - 798)(183 - 980)]
183 - 925
183 - 897
183 - 788
788 - 897 <= [(0 - 128)(146 - 297)(788 - 929)]
897 - 925 <= [(0 - 128)(146 - 575)(897 - 925)] [(0 - 128)(146 - 297)(788 - 929)]
925 - 980
925 - 929 <= [(0 - 128)(146 - 297)(788 - 929)]
929 - 980
Dimension: 3
98 - 853 <= [(0 - 128)(154 - 231)(98 - 853)]
98 - 850
98 - 383
383 - 850 <= [(0 - 128)(154 - 161)(383 - 850)]
850 - 853
Dimension: 3
25 - 980
25 - 555 <= [(0 - 128)(34 - 733)(25 - 903)]
25 - 192
25 - 116
25 - 60
25 - 39
25 - 37
37 - 39 <= [(0 - 128)(82 - 975)(37 - 464)]
39 - 60 <= [(0 - 128)(115 - 768)(39 - 192)] [(0 - 128)(82 - 975)(37 - 464)]
60 - 116 <= [(0 - 128)(115 - 768)(39 - 192)] [(0 - 128)(161 - 623)(60 - 610)] [(0 - 128)(82 - 975)(37 - 464)]
60 - 92
92 - 116 <= [(0 - 128)(52 - 296)(92 - 573)]
116 - 192 <= [(0 - 128)(52 - 296)(92 - 573)] [(0 - 128)(46 - 463)(116 - 653)] [(0 - 128)(115 - 768)(39 - 192)] [(0 - 128)(161 - 623)(60 - 610)] [(0 - 128)(82 - 975)(37 - 464)]
116 - 142
116 - 137
137 - 142 <= [(0 - 128)(121 - 265)(137 - 383)]
142 - 192 <= [(0 - 128)(125 - 544)(142 - 359)] [(0 - 128)(121 - 265)(137 - 383)]
142 - 183
183 - 192 <= [(0 - 128)(127 - 798)(183 - 980)]
192 - 555 <= [(0 - 128)(52 - 296)(92 - 573)] [(0 - 128)(127 - 798)(183 - 980)] [(0 - 128)(46 - 463)(116 - 653)] [(0 - 128)(161 - 623)(60 - 610)]
192 - 441 <= [(0 - 128)(82 - 975)(37 - 464)]
192 - 359 <= [(0 - 128)(125 - 544)(142 - 359)] [(0 - 128)(121 - 265)(137 - 383)]
192 - 337
337 - 359 <= [(0 - 128)(51 - 689)(337 - 529)]
359 - 441 <= [(0 - 128)(51 - 689)(337 - 529)]
359 - 383 <= [(0 - 128)(121 - 265)(137 - 383)]
383 - 441
441 - 555 <= [(0 - 128)(61 - 969)(441 - 725)]
441 - 496 <= [(0 - 128)(51 - 689)(337 - 529)]
441 - 464 <= [(0 - 128)(82 - 975)(37 - 464)]
464 - 496
496 - 555 <= [(0 - 128)(45 - 360)(496 - 863)]
496 - 529 <= [(0 - 128)(51 - 689)(337 - 529)]
529 - 555
555 - 980 <= [(0 - 128)(127 - 798)(183 - 980)]
555 - 863 <= [(0 - 128)(34 - 733)(25 - 903)] [(0 - 128)(96 - 760)(555 - 872)] [(0 - 128)(45 - 360)(496 - 863)]
555 - 722 <= [(0 - 128)(61 - 969)(441 - 725)]
555 - 610 <= [(0 - 128)(46 - 463)(116 - 653)] [(0 - 128)(161 - 623)(60 - 610)]
555 - 573 <= [(0 - 128)(52 - 296)(92 - 573)]
573 - 610
610 - 722
610 - 653 <= [(0 - 128)(46 - 463)(116 - 653)]
653 - 722
722 - 863 <= [(0 - 128)(97 - 432)(722 - 923)]
722 - 788
722 - 725 <= [(0 - 128)(61 - 969)(441 - 725)]
725 - 788
788 - 863 <= [(0 - 128)(146 - 297)(788 - 929)]
788 - 830
830 - 863 <= [(0 - 128)(74 - 949)(830 - 922)]
863 - 980
863 - 922 <= [(0 - 128)(97 - 432)(722 - 923)] [(0 - 128)(146 - 297)(788 - 929)] [(0 - 128)(74 - 949)(830 - 922)]
863 - 897 <= [(0 - 128)(34 - 733)(25 - 903)]
863 - 872 <= [(0 - 128)(96 - 760)(555 - 872)]
872 - 897
897 - 922 <= [(0 - 128)(146 - 575)(897 - 925)]
897 - 903 <= [(0 - 128)(34 - 733)(25 - 903)]
903 - 922
922 - 980
922 - 925 <= [(0 - 128)(146 - 575)(897 - 925)] [(0 - 128)(146 - 297)(788 - 929)]
922 - 923 <= [(0 - 128)(97 - 432)(722 - 923)]
923 - 925
925 - 980
925 - 929 <= [(0 - 128)(146 - 297)(788 - 929)]
929 - 980
Dimension: 3
98 - 853 <= [(0 - 128)(154 - 231)(98 - 853)]
Dimension: 3
CACHED [(0 - 128)(19 - 184)(208 - 510)]
Dimension: 3
190 - 226 <= [(0 - 128)(36 - 177)(190 - 226)]
Dimension: 3
95 - 507 <= [(0 - 128)(170 - 237)(95 - 507)]
Dimension: 3
CACHED [(0 - 128)(170 - 237)(95 - 507)]
Dimension: 3
CACHED [(0 - 128)(170 - 237)(95 - 507)]
Dimension: 3
604 - 765 <= [(0 - 128)(185 - 764)(604 - 765)]
Dimension: 3
95 - 765
95 - 543
95 - 267 <= [(0 - 128)(170 - 237)(95 - 507)]
95 - 133
133 - 267 <= [(0 - 128)(188 - 458)(133 - 543)]
267 - 543 <= [(0 - 128)(188 - 458)(133 - 543)] [(0 - 128)(188 - 354)(267 - 649)]
267 - 507 <= [(0 - 128)(170 - 237)(95 - 507)]
507 - 543
543 - 765
543 - 649 <= [(0 - 128)(188 - 354)(267 - 649)]
543 - 604
604 - 649 <= [(0 - 128)(185 - 764)(604 - 765)]
649 - 765 <= [(0 - 128)(185 - 764)(604 - 765)]
Dimension: 3
292 - 528 <= [(0 - 128)(197 - 299)(292 - 528)]
Dimension: 3
33 - 966 <= [(0 - 128)(201 - 856)(33 - 966)]
33 - 528
33 - 292
292 - 528 <= [(0 - 128)(197 - 299)(292 - 528)]
528 - 966
Dimension: 3
29 - 88 <= [(0 - 128)(206 - 809)(29 - 88)]
Dimension: 3
29 - 966
29 - 528
29 - 267
29 - 88 <= [(0 - 128)(206 - 809)(29 - 88)]
29 - 33
33 - 88 <= [(0 - 128)(201 - 856)(33 - 966)]
88 - 267 <= [(0 - 128)(201 - 856)(33 - 966)]
88 - 133
133 - 267 <= [(0 - 128)(188 - 458)(133 - 543)]
267 - 528 <= [(0 - 128)(188 - 458)(133 - 543)] [(0 - 128)(188 - 354)(267 - 649)] [(0 - 128)(201 - 856)(33 - 966)]
267 - 485
267 - 292
292 - 485 <= [(0 - 128)(197 - 299)(292 - 528)]
485 - 528 <= [(0 - 128)(197 - 299)(292 - 528)] [(0 - 128)(212 - 638)(485 - 668)]
528 - 966 <= [(0 - 128)(201 - 856)(33 - 966)]
528 - 649 <= [(0 - 128)(212 - 638)(485 - 668)] [(0 - 128)(188 - 354)(267 - 649)]
528 - 604
528 - 543 <= [(0 - 128)(188 - 458)(133 - 543)]
543 - 604
604 - 649 <= [(0 - 128)(185 - 764)(604 - 765)]
649 - 966
649 - 765 <= [(0 - 128)(185 - 764)(604 - 765)]
649 - 668 <= [(0 - 128)(212 - 638)(485 - 668)]
668 - 765
765 - 966
Dimension: 3
CACHED [(0 - 128)(170 - 237)(95 - 507)]
Dimension: 3
CACHED [(0 - 128)(154 - 231)(98 - 853)]
Dimension: 3
122 - 323 <= [(0 - 128)(213 - 686)(122 - 323)]
Dimension: 3
122 - 512
122 - 508
122 - 323 <= [(0 - 128)(213 - 686)(122 - 323)]
323 - 508
508 - 512 <= [(0 - 128)(215 - 562)(508 - 512)]
Dimension: 3
122 - 627
122 - 508
122 - 417
122 - 323 <= [(0 - 128)(213 - 686)(122 - 323)]
323 - 417
417 - 508 <= [(0 - 128)(217 - 264)(417 - 627)]
508 - 627 <= [(0 - 128)(217 - 264)(417 - 627)]
508 - 512 <= [(0 - 128)(215 - 562)(508 - 512)]
512 - 627
Dimension: 3
CACHED [(0 - 128)(154 - 231)(98 - 853)]
Dimension: 3
122 - 627
122 - 508
122 - 417
122 - 323 <= [(0 - 128)(213 - 686)(122 - 323)]
323 - 417
417 - 508 <= [(0 - 128)(217 - 264)(417 - 627)]
508 - 627 <= [(0 - 128)(217 - 264)(417 - 627)]
508 - 512 <= [(0 - 128)(215 - 562)(508 - 512)]
512 - 627
Dimension: 3
29 - 828 <= [(0 - 128)(239 - 459)(29 - 828)]
Dimension: 3
29 - 944
29 - 828 <= [(0 - 128)(239 - 459)(29 - 828)]
29 - 103
103 - 828 <= [(0 - 128)(241 - 459)(103 - 944)]
828 - 944 <= [(0 - 128)(241 - 459)(103 - 944)]
Dimension: 3
85 - 592 <= [(0 - 128)(255 - 446)(85 - 592)]
Dimension: 3
25 - 980
25 - 508 <= [(0 - 128)(34 - 733)(25 - 903)]
25 - 183
25 - 60
25 - 37
25 - 33
25 - 29
29 - 33 <= [(0 - 128)(206 - 809)(29 - 88)]
33 - 37 <= [(0 - 128)(201 - 856)(33 - 966)] [(0 - 128)(206 - 809)(29 - 88)]
37 - 60 <= [(0 - 128)(201 - 856)(33 - 966)] [(0 - 128)(82 - 975)(37 - 464)] [(0 - 128)(206 - 809)(29 - 88)]
37 - 39
39 - 60 <= [(0 - 128)(115 - 768)(39 - 192)]
60 - 183 <= [(0 - 128)(115 - 768)(39 - 192)] [(0 - 128)(201 - 856)(33 - 966)] [(0 - 128)(161 - 623)(60 - 610)] [(0 - 128)(82 - 975)(37 - 464)]
60 - 122
60 - 88 <= [(0 - 128)(206 - 809)(29 - 88)]
88 - 122
122 - 183 <= [(0 - 128)(213 - 686)(122 - 323)]
122 - 142
142 - 183 <= [(0 - 128)(125 - 544)(142 - 359)]
183 - 508 <= [(0 - 128)(127 - 798)(183 - 980)] [(0 - 128)(201 - 856)(33 - 966)] [(0 - 128)(161 - 623)(60 - 610)]
183 - 359 <= [(0 - 128)(125 - 544)(142 - 359)] [(0 - 128)(82 - 975)(37 - 464)]
183 - 323 <= [(0 - 128)(213 - 686)(122 - 323)]
183 - 192 <= [(0 - 128)(115 - 768)(39 - 192)]
192 - 323
323 - 359
323 - 337
337 - 359 <= [(0 - 128)(51 - 689)(337 - 529)]
359 - 508 <= [(0 - 128)(51 - 689)(337 - 529)]
359 - 464 <= [(0 - 128)(82 - 975)(37 - 464)]
359 - 441
441 - 464 <= [(0 - 128)(61 - 969)(441 - 725)]
464 - 508 <= [(0 - 128)(61 - 969)(441 - 725)]
464 - 485
485 - 508 <= [(0 - 128)(212 - 638)(485 - 668)]
508 - 980 <= [(0 - 128)(127 - 798)(183 - 980)]
508 - 765 <= [(0 - 128)(34 - 733)(25 - 903)] [(0 - 128)(201 - 856)(33 - 966)]
508 - 604 <= [(0 - 128)(212 - 638)(485 - 668)] [(0 - 128)(161 - 623)(60 - 610)] [(0 - 128)(61 - 969)(441 - 725)]
508 - 529 <= [(0 - 128)(51 - 689)(337 - 529)]
508 - 512 <= [(0 - 128)(215 - 562)(508 - 512)]
512 - 529
529 - 604
529 - 555
555 - 604 <= [(0 - 128)(96 - 760)(555 - 872)]
604 - 765 <= [(0 - 128)(185 - 764)(604 - 765)] [(0 - 128)(96 - 760)(555 - 872)]
604 - 668 <= [(0 - 128)(212 - 638)(485 - 668)] [(0 - 128)(61 - 969)(441 - 725)]
604 - 610 <= [(0 - 128)(161 - 623)(60 - 610)]
610 - 668
668 - 765
668 - 725 <= [(0 - 128)(61 - 969)(441 - 725)]
725 - 765
765 - 980
765 - 903 <= [(0 - 128)(34 - 733)(25 - 903)] [(0 - 128)(201 - 856)(33 - 966)]
765 - 872 <= [(0 - 128)(96 - 760)(555 - 872)]
765 - 830
830 - 872 <= [(0 - 128)(74 - 949)(830 - 922)]
872 - 903 <= [(0 - 128)(74 - 949)(830 - 922)]
872 - 897
897 - 903 <= [(0 - 128)(146 - 575)(897 - 925)]
903 - 980
903 - 925 <= [(0 - 128)(146 - 575)(897 - 925)] [(0 - 128)(201 - 856)(33 - 966)]
903 - 922 <= [(0 - 128)(74 - 949)(830 - 922)]
922 - 925
925 - 980
925 - 966 <= [(0 - 128)(201 - 856)(33 - 966)]
966 - 980
Dimension: 3
29 - 944
29 - 592 <= [(0 - 128)(239 - 459)(29 - 828)]
29 - 133
29 - 103
29 - 85
85 - 103 <= [(0 - 128)(255 - 446)(85 - 592)]
103 - 133 <= [(0 - 128)(241 - 459)(103 - 944)] [(0 - 128)(255 - 446)(85 - 592)]
103 - 116
116 - 133 <= [(0 - 128)(46 - 463)(116 - 653)]
133 - 592 <= [(0 - 128)(241 - 459)(103 - 944)] [(0 - 128)(46 - 463)(116 - 653)] [(0 - 128)(255 - 446)(85 - 592)]
133 - 496 <= [(0 - 128)(188 - 458)(133 - 543)]
133 - 267
267 - 496 <= [(0 - 128)(188 - 354)(267 - 649)]
496 - 592 <= [(0 - 128)(188 - 354)(267 - 649)] [(0 - 128)(45 - 360)(496 - 863)]
496 - 543 <= [(0 - 128)(188 - 458)(133 - 543)]
543 - 592
592 - 944 <= [(0 - 128)(241 - 459)(103 - 944)]
592 - 828 <= [(0 - 128)(239 - 459)(29 - 828)] [(0 - 128)(45 - 360)(496 - 863)]
592 - 653 <= [(0 - 128)(46 - 463)(116 - 653)]
592 - 649 <= [(0 - 128)(188 - 354)(267 - 649)]
649 - 653
653 - 828
653 - 722
722 - 828 <= [(0 - 128)(97 - 432)(722 - 923)]
828 - 944
828 - 923 <= [(0 - 128)(97 - 432)(722 - 923)]
828 - 863 <= [(0 - 128)(45 - 360)(496 - 863)]
863 - 923
923 - 944
Dimension: 3
92 - 929
92 - 573 <= [(0 - 128)(52 - 296)(92 - 573)]
92 - 528
92 - 292
292 - 528 <= [(0 - 128)(197 - 299)(292 - 528)]
528 - 573
573 - 929
573 - 788
788 - 929 <= [(0 - 128)(146 - 297)(788 - 929)]
Dimension: 3
CACHED [(0 - 128)(121 - 265)(137 - 383)]
Dimension: 3
131 - 473 <= [(0 - 128)(277 - 379)(131 - 473)]
Dimension: 3
131 - 473 <= [(0 - 128)(277 - 379)(131 - 473)]
131 - 401
131 - 207
207 - 401 <= [(0 - 128)(283 - 296)(207 - 401)]
401 - 473
Dimension: 3
321 - 653 <= [(0 - 128)(287 - 628)(321 - 653)]
Dimension: 3
131 - 808
131 - 473 <= [(0 - 128)(277 - 379)(131 - 473)]
131 - 321
131 - 264
264 - 321 <= [(0 - 128)(293 - 884)(264 - 808)]
321 - 473 <= [(0 - 128)(287 - 628)(321 - 653)] [(0 - 128)(293 - 884)(264 - 808)]
473 - 808 <= [(0 - 128)(293 - 884)(264 - 808)]
473 - 653 <= [(0 - 128)(287 - 628)(321 - 653)]
653 - 808
Dimension: 3
292 - 929
292 - 788
292 - 528 <= [(0 - 128)(197 - 299)(292 - 528)]
528 - 788
788 - 929 <= [(0 - 128)(146 - 297)(788 - 929)]
Dimension: 3
92 - 573 <= [(0 - 128)(52 - 296)(92 - 573)]
92 - 401
92 - 207
207 - 401 <= [(0 - 128)(283 - 296)(207 - 401)]
401 - 573
Dimension: 3
184 - 636 <= [(0 - 128)(296 - 922)(184 - 636)]
Dimension: 3
CACHED [(0 - 128)(296 - 922)(184 - 636)]
Dimension: 3
CACHED [(0 - 128)(197 - 299)(292 - 528)]
Dimension: 3
99 - 808
99 - 473 <= [(0 - 128)(303 - 852)(99 - 531)]
99 - 264
99 - 184
99 - 131
131 - 184 <= [(0 - 128)(277 - 379)(131 - 473)]
184 - 264 <= [(0 - 128)(296 - 922)(184 - 636)] [(0 - 128)(277 - 379)(131 - 473)]
264 - 473 <= [(0 - 128)(296 - 922)(184 - 636)] [(0 - 128)(277 - 379)(131 - 473)] [(0 - 128)(293 - 884)(264 - 808)]
264 - 321
321 - 473 <= [(0 - 128)(287 - 628)(321 - 653)]
473 - 808 <= [(0 - 128)(293 - 884)(264 - 808)]
473 - 636 <= [(0 - 128)(296 - 922)(184 - 636)] [(0 - 128)(287 - 628)(321 - 653)]
473 - 531 <= [(0 - 128)(303 - 852)(99 - 531)]
531 - 636
636 - 808
636 - 653 <= [(0 - 128)(287 - 628)(321 - 653)]
653 - 808
Dimension: 3
522 - 863 <= [(0 - 128)(307 - 732)(522 - 863)]
Dimension: 3
419 - 863
419 - 567 <= [(0 - 128)(309 - 437)(419 - 567)]
419 - 522
522 - 567 <= [(0 - 128)(307 - 732)(522 - 863)]
567 - 863 <= [(0 - 128)(307 - 732)(522 - 863)]
Dimension: 3
419 - 945
419 - 567 <= [(0 - 128)(309 - 437)(419 - 567)]
419 - 522
419 - 444
444 - 522 <= [(0 - 128)(311 - 602)(444 - 945)]
522 - 567 <= [(0 - 128)(311 - 602)(444 - 945)] [(0 - 128)(307 - 732)(522 - 863)]
567 - 945 <= [(0 - 128)(311 - 602)(444 - 945)]
567 - 863 <= [(0 - 128)(307 - 732)(522 - 863)]
863 - 945
Dimension: 3
635 - 982 <= [(0 - 128)(313 - 985)(635 - 982)]
Dimension: 3
342 - 982
342 - 635 <= [(0 - 128)(337 - 558)(342 - 735)]
342 - 522
342 - 444
342 - 419
419 - 444 <= [(0 - 128)(309 - 437)(419 - 567)]
444 - 522 <= [(0 - 128)(311 - 602)(444 - 945)] [(0 - 128)(309 - 437)(419 - 567)]
522 - 635 <= [(0 - 128)(311 - 602)(444 - 945)] [(0 - 128)(307 - 732)(522 - 863)]
522 - 567 <= [(0 - 128)(309 - 437)(419 - 567)]
567 - 635
635 - 982 <= [(0 - 128)(313 - 985)(635 - 982)]
635 - 863 <= [(0 - 128)(311 - 602)(444 - 945)] [(0 - 128)(307 - 732)(522 - 863)]
635 - 735 <= [(0 - 128)(337 - 558)(342 - 735)]
735 - 863
863 - 982
863 - 945 <= [(0 - 128)(311 - 602)(444 - 945)]
945 - 982
Dimension: 3
353 - 788 <= [(0 - 128)(338 - 819)(353 - 788)]
Dimension: 3
141 - 788
141 - 429 <= [(0 - 128)(339 - 615)(141 - 429)]
141 - 353
353 - 429 <= [(0 - 128)(338 - 819)(353 - 788)]
429 - 788 <= [(0 - 128)(338 - 819)(353 - 788)]
Dimension: 3
241 - 322 <= [(0 - 128)(343 - 403)(241 - 322)]
Dimension: 3
99 - 982
99 - 531 <= [(0 - 128)(303 - 852)(99 - 531)]
99 - 342
99 - 264
99 - 184
99 - 141
141 - 184 <= [(0 - 128)(339 - 615)(141 - 429)]
184 - 264 <= [(0 - 128)(296 - 922)(184 - 636)] [(0 - 128)(339 - 615)(141 - 429)]
264 - 342 <= [(0 - 128)(296 - 922)(184 - 636)] [(0 - 128)(293 - 884)(264 - 808)] [(0 - 128)(339 - 615)(141 - 429)]
264 - 321
321 - 342 <= [(0 - 128)(287 - 628)(321 - 653)]
342 - 531 <= [(0 - 128)(296 - 922)(184 - 636)] [(0 - 128)(287 - 628)(321 - 653)] [(0 - 128)(337 - 558)(342 - 735)] [(0 - 128)(293 - 884)(264 - 808)]
342 - 444
342 - 429 <= [(0 - 128)(339 - 615)(141 - 429)]
342 - 353
353 - 429 <= [(0 - 128)(338 - 819)(353 - 788)]
429 - 444 <= [(0 - 128)(338 - 819)(353 - 788)]
444 - 531 <= [(0 - 128)(311 - 602)(444 - 945)] [(0 - 128)(338 - 819)(353 - 788)]
444 - 522
522 - 531 <= [(0 - 128)(307 - 732)(522 - 863)]
531 - 982
531 - 788 <= [(0 - 128)(311 - 602)(444 - 945)] [(0 - 128)(307 - 732)(522 - 863)] [(0 - 128)(293 - 884)(264 - 808)] [(0 - 128)(338 - 819)(353 - 788)]
531 - 653 <= [(0 - 128)(287 - 628)(321 - 653)] [(0 - 128)(337 - 558)(342 - 735)]
531 - 636 <= [(0 - 128)(296 - 922)(184 - 636)]
531 - 635
635 - 636 <= [(0 - 128)(313 - 985)(635 - 982)]
636 - 653 <= [(0 - 128)(313 - 985)(635 - 982)]
653 - 788 <= [(0 - 128)(313 - 985)(635 - 982)]
653 - 735 <= [(0 - 128)(337 - 558)(342 - 735)]
735 - 788
788 - 982 <= [(0 - 128)(313 - 985)(635 - 982)]
788 - 863 <= [(0 - 128)(311 - 602)(444 - 945)] [(0 - 128)(307 - 732)(522 - 863)]
788 - 808 <= [(0 - 128)(293 - 884)(264 - 808)]
808 - 863
863 - 982
863 - 945 <= [(0 - 128)(311 - 602)(444 - 945)]
945 - 982
Dimension: 3
29 - 944
29 - 543 <= [(0 - 128)(239 - 459)(29 - 828)]
29 - 116
29 - 103
29 - 85
85 - 103 <= [(0 - 128)(255 - 446)(85 - 592)]
103 - 116 <= [(0 - 128)(241 - 459)(103 - 944)] [(0 - 128)(255 - 446)(85 - 592)]
116 - 543 <= [(0 - 128)(241 - 459)(103 - 944)] [(0 - 128)(46 - 463)(116 - 653)] [(0 - 128)(255 - 446)(85 - 592)]
116 - 419
116 - 133
133 - 419 <= [(0 - 128)(188 - 458)(133 - 543)]
419 - 543 <= [(0 - 128)(188 - 458)(133 - 543)] [(0 - 128)(309 - 437)(419 - 567)]
543 - 944 <= [(0 - 128)(241 - 459)(103 - 944)]
543 - 653 <= [(0 - 128)(46 - 463)(116 - 653)] [(0 - 128)(239 - 459)(29 - 828)]
543 - 592 <= [(0 - 128)(255 - 446)(85 - 592)]
543 - 567 <= [(0 - 128)(309 - 437)(419 - 567)]
567 - 592
592 - 653
653 - 944
653 - 828 <= [(0 - 128)(239 - 459)(29 - 828)]
828 - 944
Dimension: 3
241 - 923
241 - 722
241 - 322 <= [(0 - 128)(343 - 403)(241 - 322)]
322 - 722
722 - 923 <= [(0 - 128)(97 - 432)(722 - 923)]
Dimension: 3
CACHED [(0 - 128)(277 - 379)(131 - 473)]
Dimension: 3
CACHED [(0 - 128)(45 - 360)(496 - 863)]
Dimension: 3
364 - 636 <= [(0 - 128)(387 - 588)(364 - 636)]
Dimension: 3
132 - 633 <= [(0 - 128)(402 - 878)(132 - 633)]
Dimension: 3
132 - 636
132 - 633 <= [(0 - 128)(402 - 878)(132 - 633)]
132 - 364
364 - 633 <= [(0 - 128)(387 - 588)(364 - 636)]
633 - 636 <= [(0 - 128)(387 - 588)(364 - 636)]
Dimension: 3
722 - 923 <= [(0 - 128)(97 - 432)(722 - 923)]
Dimension: 3
409 - 673 <= [(0 - 128)(420 - 475)(409 - 673)]
Dimension: 3
33 - 673
33 - 351
33 - 146
33 - 34 <= [(0 - 128)(430 - 641)(33 - 34)]
34 - 146
146 - 351 <= [(0 - 128)(430 - 712)(146 - 351)]
351 - 673
351 - 409
409 - 673 <= [(0 - 128)(420 - 475)(409 - 673)]
Dimension: 3
CACHED [(0 - 128)(97 - 432)(722 - 923)]
Dimension: 3
32 - 252 <= [(0 - 128)(432 - 586)(32 - 252)]
Dimension: 3
32 - 636
32 - 252 <= [(0 - 128)(432 - 586)(32 - 252)]
32 - 132
32 - 34
32 - 33
33 - 34 <= [(0 - 128)(430 - 641)(33 - 34)]
34 - 132
132 - 252 <= [(0 - 128)(402 - 878)(132 - 633)]
132 - 146
146 - 252 <= [(0 - 128)(430 - 712)(146 - 351)]
252 - 636
252 - 364 <= [(0 - 128)(402 - 878)(132 - 633)]
252 - 351 <= [(0 - 128)(430 - 712)(146 - 351)]
351 - 364
364 - 636 <= [(0 - 128)(387 - 588)(364 - 636)]
364 - 633 <= [(0 - 128)(402 - 878)(132 - 633)]
633 - 636
Dimension: 3
29 - 944
29 - 653 <= [(0 - 128)(239 - 459)(29 - 828)]
29 - 116
29 - 103
103 - 116 <= [(0 - 128)(241 - 459)(103 - 944)]
116 - 653 <= [(0 - 128)(241 - 459)(103 - 944)] [(0 - 128)(46 - 463)(116 - 653)]
116 - 409
409 - 653 <= [(0 - 128)(420 - 475)(409 - 673)]
653 - 944 <= [(0 - 128)(241 - 459)(103 - 944)]
653 - 828 <= [(0 - 128)(239 - 459)(29 - 828)]
653 - 673 <= [(0 - 128)(420 - 475)(409 - 673)]
673 - 828
828 - 944
Dimension: 3
85 - 592 <= [(0 - 128)(255 - 446)(85 - 592)]
85 - 543
85 - 133
133 - 543 <= [(0 - 128)(188 - 458)(133 - 543)]
543 - 592
Dimension: 3
745 - 879 <= [(0 - 128)(440 - 758)(745 - 879)]
Dimension: 3
171 - 879
171 - 745
171 - 735 <= [(0 - 128)(444 - 624)(171 - 735)]
735 - 745
745 - 879 <= [(0 - 128)(440 - 758)(745 - 879)]
Dimension: 3
171 - 879
171 - 745
171 - 735 <= [(0 - 128)(444 - 624)(171 - 735)]
735 - 745
745 - 879 <= [(0 - 128)(440 - 758)(745 - 879)]
Dimension: 3
133 - 543 <= [(0 - 128)(188 - 458)(133 - 543)]
Dimension: 3
171 - 879
171 - 745
171 - 735 <= [(0 - 128)(444 - 624)(171 - 735)]
735 - 745
745 - 879 <= [(0 - 128)(440 - 758)(745 - 879)]
Dimension: 3
CACHED [(0 - 128)(420 - 475)(409 - 673)]
Dimension: 3
116 - 653 <= [(0 - 128)(46 - 463)(116 - 653)]
Dimension: 3
405 - 847 <= [(0 - 128)(471 - 536)(405 - 847)]
Dimension: 3
CACHED [(0 - 128)(420 - 475)(409 - 673)]
Dimension: 3
25 - 982
25 - 604 <= [(0 - 128)(34 - 733)(25 - 903)]
25 - 184
25 - 88
25 - 37
25 - 33
25 - 29
29 - 33 <= [(0 - 128)(206 - 809)(29 - 88)]
33 - 37 <= [(0 - 128)(201 - 856)(33 - 966)] [(0 - 128)(206 - 809)(29 - 88)]
37 - 88 <= [(0 - 128)(201 - 856)(33 - 966)] [(0 - 128)(82 - 975)(37 - 464)] [(0 - 128)(206 - 809)(29 - 88)]
37 - 39
39 - 88 <= [(0 - 128)(115 - 768)(39 - 192)]
88 - 184 <= [(0 - 128)(115 - 768)(39 - 192)] [(0 - 128)(201 - 856)(33 - 966)] [(0 - 128)(82 - 975)(37 - 464)]
88 - 132
88 - 99
99 - 132 <= [(0 - 128)(303 - 852)(99 - 531)]
132 - 184 <= [(0 - 128)(303 - 852)(99 - 531)] [(0 - 128)(402 - 878)(132 - 633)]
132 - 183
183 - 184 <= [(0 - 128)(127 - 798)(183 - 980)]
184 - 604 <= [(0 - 128)(296 - 922)(184 - 636)] [(0 - 128)(127 - 798)(183 - 980)] [(0 - 128)(201 - 856)(33 - 966)] [(0 - 128)(402 - 878)(132 - 633)]
184 - 441 <= [(0 - 128)(303 - 852)(99 - 531)] [(0 - 128)(82 - 975)(37 - 464)]
184 - 264
184 - 192 <= [(0 - 128)(115 - 768)(39 - 192)]
192 - 264
264 - 441 <= [(0 - 128)(293 - 884)(264 - 808)]
264 - 353
353 - 441 <= [(0 - 128)(338 - 819)(353 - 788)]
441 - 604 <= [(0 - 128)(293 - 884)(264 - 808)] [(0 - 128)(61 - 969)(441 - 725)] [(0 - 128)(338 - 819)(353 - 788)]
441 - 531 <= [(0 - 128)(303 - 852)(99 - 531)]
441 - 464 <= [(0 - 128)(82 - 975)(37 - 464)]
464 - 531
531 - 604
531 - 555
555 - 604 <= [(0 - 128)(96 - 760)(555 - 872)]
604 - 982
604 - 808 <= [(0 - 128)(34 - 733)(25 - 903)] [(0 - 128)(127 - 798)(183 - 980)] [(0 - 128)(293 - 884)(264 - 808)] [(0 - 128)(96 - 760)(555 - 872)] [(0 - 128)(201 - 856)(33 - 966)]
604 - 725 <= [(0 - 128)(185 - 764)(604 - 765)] [(0 - 128)(61 - 969)(441 - 725)] [(0 - 128)(338 - 819)(353 - 788)]
604 - 635 <= [(0 - 128)(296 - 922)(184 - 636)]
604 - 633 <= [(0 - 128)(402 - 878)(132 - 633)]
633 - 635
635 - 725 <= [(0 - 128)(313 - 985)(635 - 982)]
635 - 636 <= [(0 - 128)(296 - 922)(184 - 636)]
636 - 725
725 - 808 <= [(0 - 128)(313 - 985)(635 - 982)]
725 - 765 <= [(0 - 128)(185 - 764)(604 - 765)] [(0 - 128)(338 - 819)(353 - 788)]
725 - 745
745 - 765 <= [(0 - 128)(440 - 758)(745 - 879)]
765 - 808 <= [(0 - 128)(440 - 758)(745 - 879)]
765 - 788 <= [(0 - 128)(338 - 819)(353 - 788)]
788 - 808
808 - 982 <= [(0 - 128)(313 - 985)(635 - 982)]
808 - 903 <= [(0 - 128)(34 - 733)(25 - 903)] [(0 - 128)(127 - 798)(183 - 980)] [(0 - 128)(201 - 856)(33 - 966)]
808 - 872 <= [(0 - 128)(96 - 760)(555 - 872)] [(0 - 128)(440 - 758)(745 - 879)]
808 - 830
830 - 872 <= [(0 - 128)(74 - 949)(830 - 922)]
872 - 903 <= [(0 - 128)(74 - 949)(830 - 922)]
872 - 879 <= [(0 - 128)(440 - 758)(745 - 879)]
879 - 903
903 - 982
903 - 966 <= [(0 - 128)(127 - 798)(183 - 980)] [(0 - 128)(201 - 856)(33 - 966)]
903 - 922 <= [(0 - 128)(74 - 949)(830 - 922)]
922 - 966
966 - 982
966 - 980 <= [(0 - 128)(127 - 798)(183 - 980)]
980 - 982
Dimension: 3
33 - 863
33 - 351
33 - 171
33 - 122
33 - 60
33 - 34 <= [(0 - 128)(430 - 641)(33 - 34)]
34 - 60
60 - 122 <= [(0 - 128)(161 - 623)(60 - 610)]
122 - 171 <= [(0 - 128)(213 - 686)(122 - 323)] [(0 - 128)(161 - 623)(60 - 610)]
122 - 146
146 - 171 <= [(0 - 128)(430 - 712)(146 - 351)]
171 - 351 <= [(0 - 128)(444 - 624)(171 - 735)] [(0 - 128)(430 - 712)(146 - 351)] [(0 - 128)(161 - 623)(60 - 610)]
171 - 323 <= [(0 - 128)(213 - 686)(122 - 323)]
171 - 321
171 - 285
285 - 321 <= [(0 - 128)(493 - 674)(285 - 736)]
321 - 323 <= [(0 - 128)(287 - 628)(321 - 653)] [(0 - 128)(493 - 674)(285 - 736)]
323 - 351 <= [(0 - 128)(287 - 628)(321 - 653)] [(0 - 128)(493 - 674)(285 - 736)]
323 - 337
337 - 351 <= [(0 - 128)(51 - 689)(337 - 529)]
351 - 863
351 - 653 <= [(0 - 128)(287 - 628)(321 - 653)] [(0 - 128)(444 - 624)(171 - 735)] [(0 - 128)(493 - 674)(285 - 736)]
351 - 529 <= [(0 - 128)(51 - 689)(337 - 529)] [(0 - 128)(161 - 623)(60 - 610)]
351 - 522
351 - 485
485 - 522 <= [(0 - 128)(212 - 638)(485 - 668)]
522 - 529 <= [(0 - 128)(307 - 732)(522 - 863)] [(0 - 128)(212 - 638)(485 - 668)]
529 - 653 <= [(0 - 128)(307 - 732)(522 - 863)] [(0 - 128)(212 - 638)(485 - 668)]
529 - 610 <= [(0 - 128)(161 - 623)(60 - 610)]
610 - 653
653 - 863 <= [(0 - 128)(307 - 732)(522 - 863)]
653 - 735 <= [(0 - 128)(444 - 624)(171 - 735)] [(0 - 128)(493 - 674)(285 - 736)]
653 - 668 <= [(0 - 128)(212 - 638)(485 - 668)]
668 - 735
735 - 863
735 - 736 <= [(0 - 128)(493 - 674)(285 - 736)]
736 - 863
Dimension: 3
32 - 945
32 - 508
32 - 364
32 - 252 <= [(0 - 128)(432 - 586)(32 - 252)]
32 - 141
141 - 252 <= [(0 - 128)(339 - 615)(141 - 429)]
252 - 364 <= [(0 - 128)(339 - 615)(141 - 429)]
364 - 508 <= [(0 - 128)(387 - 588)(364 - 636)]
364 - 444
364 - 429 <= [(0 - 128)(339 - 615)(141 - 429)]
429 - 444
444 - 508 <= [(0 - 128)(311 - 602)(444 - 945)]
508 - 945 <= [(0 - 128)(311 - 602)(444 - 945)]
508 - 897
508 - 636 <= [(0 - 128)(387 - 588)(364 - 636)]
508 - 512 <= [(0 - 128)(215 - 562)(508 - 512)]
512 - 636
636 - 897
897 - 945
897 - 925 <= [(0 - 128)(146 - 575)(897 - 925)]
925 - 945
Dimension: 3
142 - 847
142 - 562
142 - 359 <= [(0 - 128)(125 - 544)(142 - 359)]
142 - 342
342 - 359 <= [(0 - 128)(337 - 558)(342 - 735)]
359 - 562 <= [(0 - 128)(337 - 558)(342 - 735)]
359 - 405
405 - 562 <= [(0 - 128)(471 - 536)(405 - 847)]
562 - 847 <= [(0 - 128)(471 - 536)(405 - 847)]
562 - 752 <= [(0 - 128)(0 - 549)(562 - 752)]
562 - 735 <= [(0 - 128)(337 - 558)(342 - 735)]
735 - 752
752 - 847
Dimension: 3
236 - 510 <= [(0 - 128)(501 - 915)(236 - 510)]
Dimension: 3
236 - 750
236 - 593
236 - 510 <= [(0 - 128)(501 - 915)(236 - 510)]
510 - 593
593 - 750 <= [(0 - 128)(502 - 574)(593 - 750)]
Dimension: 3
65 - 750
65 - 510
65 - 258 <= [(0 - 128)(509 - 717)(65 - 258)]
65 - 236
236 - 258 <= [(0 - 128)(501 - 915)(236 - 510)]
258 - 510 <= [(0 - 128)(501 - 915)(236 - 510)]
510 - 750
510 - 593
593 - 750 <= [(0 - 128)(502 - 574)(593 - 750)]
Dimension: 3
335 - 704 <= [(0 - 128)(518 - 807)(335 - 704)]
Dimension: 3
65 - 750
65 - 510
65 - 258 <= [(0 - 128)(509 - 717)(65 - 258)]
65 - 236
236 - 258 <= [(0 - 128)(501 - 915)(236 - 510)]
258 - 510 <= [(0 - 128)(501 - 915)(236 - 510)]
258 - 335
335 - 510 <= [(0 - 128)(518 - 807)(335 - 704)]
510 - 750
510 - 704 <= [(0 - 128)(518 - 807)(335 - 704)]
510 - 593
593 - 704 <= [(0 - 128)(502 - 574)(593 - 750)]
704 - 750 <= [(0 - 128)(502 - 574)(593 - 750)]
Dimension: 3
342 - 752
342 - 735 <= [(0 - 128)(337 - 558)(342 - 735)]
342 - 562
562 - 735 <= [(0 - 128)(0 - 549)(562 - 752)]
735 - 752 <= [(0 - 128)(0 - 549)(562 - 752)]
Dimension: 3
142 - 359 <= [(0 - 128)(125 - 544)(142 - 359)]
Dimension: 3
342 - 735 <= [(0 - 128)(337 - 558)(342 - 735)]
Dimension: 3
65 - 704
65 - 335
65 - 258 <= [(0 - 128)(509 - 717)(65 - 258)]
65 - 236
236 - 258 <= [(0 - 128)(501 - 915)(236 - 510)]
258 - 335 <= [(0 - 128)(501 - 915)(236 - 510)]
335 - 704 <= [(0 - 128)(518 - 807)(335 - 704)]
335 - 510 <= [(0 - 128)(501 - 915)(236 - 510)]
510 - 704
Dimension: 3
141 - 945
141 - 444
141 - 429 <= [(0 - 128)(339 - 615)(141 - 429)]
141 - 364
364 - 429 <= [(0 - 128)(387 - 588)(364 - 636)]
429 - 444 <= [(0 - 128)(387 - 588)(364 - 636)]
444 - 945 <= [(0 - 128)(311 - 602)(444 - 945)]
444 - 636 <= [(0 - 128)(387 - 588)(364 - 636)]
636 - 945
Dimension: 3
32 - 925
32 - 897
32 - 252 <= [(0 - 128)(432 - 586)(32 - 252)]
252 - 897
897 - 925 <= [(0 - 128)(146 - 575)(897 - 925)]
Dimension: 3
593 - 750 <= [(0 - 128)(502 - 574)(593 - 750)]
Dimension: 3
315 - 631 <= [(0 - 128)(563 - 928)(315 - 631)]
Dimension: 3
CACHED [(0 - 128)(563 - 928)(315 - 631)]
Dimension: 3
CACHED [(0 - 128)(563 - 928)(315 - 631)]
Dimension: 3
CACHED [(0 - 128)(432 - 586)(32 - 252)]
Dimension: 3
CACHED [(0 - 128)(563 - 928)(315 - 631)]
Dimension: 3
141 - 429 <= [(0 - 128)(339 - 615)(141 - 429)]
Dimension: 3
444 - 945 <= [(0 - 128)(311 - 602)(444 - 945)]
Dimension: 3
284 - 914 <= [(0 - 128)(608 - 834)(284 - 914)]
Dimension: 3
CACHED [(0 - 128)(339 - 615)(141 - 429)]
Dimension: 3
236 - 914
236 - 510 <= [(0 - 128)(501 - 915)(236 - 510)]
236 - 315
236 - 284
284 - 315 <= [(0 - 128)(608 - 834)(284 - 914)]
315 - 510 <= [(0 - 128)(608 - 834)(284 - 914)] [(0 - 128)(563 - 928)(315 - 631)]
315 - 335
335 - 510 <= [(0 - 128)(518 - 807)(335 - 704)]
510 - 914 <= [(0 - 128)(608 - 834)(284 - 914)]
510 - 704 <= [(0 - 128)(518 - 807)(335 - 704)]
510 - 631 <= [(0 - 128)(563 - 928)(315 - 631)]
631 - 704
704 - 914
Dimension: 3
65 - 863
65 - 337
65 - 258 <= [(0 - 128)(509 - 717)(65 - 258)]
65 - 146
65 - 122
122 - 146 <= [(0 - 128)(213 - 686)(122 - 323)]
146 - 258 <= [(0 - 128)(213 - 686)(122 - 323)] [(0 - 128)(430 - 712)(146 - 351)]
258 - 337 <= [(0 - 128)(430 - 712)(146 - 351)]
258 - 323 <= [(0 - 128)(213 - 686)(122 - 323)]
323 - 337
337 - 863
337 - 522 <= [(0 - 128)(51 - 689)(337 - 529)]
337 - 351 <= [(0 - 128)(430 - 712)(146 - 351)]
351 - 522
522 - 863 <= [(0 - 128)(307 - 732)(522 - 863)]
522 - 529 <= [(0 - 128)(51 - 689)(337 - 529)]
529 - 863
Dimension: 3
33 - 736
33 - 285
33 - 34 <= [(0 - 128)(430 - 641)(33 - 34)]
34 - 285
285 - 736 <= [(0 - 128)(493 - 674)(285 - 736)]
Dimension: 3
321 - 668
321 - 653 <= [(0 - 128)(287 - 628)(321 - 653)]
321 - 485
485 - 653 <= [(0 - 128)(212 - 638)(485 - 668)]
653 - 668 <= [(0 - 128)(212 - 638)(485 - 668)]
Dimension: 3
171 - 735 <= [(0 - 128)(444 - 624)(171 - 735)]
Dimension: 3
53 - 988 <= [(0 - 128)(625 - 843)(53 - 988)]
Dimension: 3
CACHED [(0 - 128)(625 - 843)(53 - 988)]
Dimension: 3
485 - 668 <= [(0 - 128)(212 - 638)(485 - 668)]
Dimension: 3
CACHED [(0 - 128)(625 - 843)(53 - 988)]
Dimension: 3
285 - 736 <= [(0 - 128)(493 - 674)(285 - 736)]
Dimension: 3
72 - 377 <= [(0 - 128)(666 - 757)(72 - 377)]
Dimension: 3
13 - 988
13 - 377
13 - 72
13 - 20 <= [(0 - 128)(673 - 706)(13 - 20)]
20 - 72
72 - 377 <= [(0 - 128)(666 - 757)(72 - 377)]
377 - 988
377 - 813
813 - 988 <= [(0 - 128)(673 - 928)(813 - 988)]
Dimension: 3
CACHED [(0 - 128)(493 - 674)(285 - 736)]
Dimension: 3
53 - 988 <= [(0 - 128)(625 - 843)(53 - 988)]
53 - 377
53 - 72
72 - 377 <= [(0 - 128)(666 - 757)(72 - 377)]
377 - 988
377 - 813
813 - 988 <= [(0 - 128)(673 - 928)(813 - 988)]
Dimension: 3
65 - 863
65 - 351
65 - 258 <= [(0 - 128)(509 - 717)(65 - 258)]
65 - 146
146 - 258 <= [(0 - 128)(430 - 712)(146 - 351)]
258 - 351 <= [(0 - 128)(430 - 712)(146 - 351)]
351 - 863
351 - 522
522 - 863 <= [(0 - 128)(307 - 732)(522 - 863)]
Dimension: 3
13 - 529
13 - 337
13 - 20 <= [(0 - 128)(673 - 706)(13 - 20)]
20 - 337
337 - 529 <= [(0 - 128)(51 - 689)(337 - 529)]
Dimension: 3
154 - 459 <= [(0 - 128)(685 - 687)(154 - 459)]
Dimension: 3
CACHED [(0 - 128)(213 - 686)(122 - 323)]
Dimension: 3
13 - 20 <= [(0 - 128)(673 - 706)(13 - 20)]
Dimension: 3
65 - 863
65 - 522
65 - 258 <= [(0 - 128)(509 - 717)(65 - 258)]
258 - 522
522 - 863 <= [(0 - 128)(307 - 732)(522 - 863)]
Dimension: 3
491 - 959 <= [(0 - 128)(714 - 793)(491 - 959)]
Dimension: 3
CACHED [(0 - 128)(714 - 793)(491 - 959)]
Dimension: 3
CACHED [(0 - 128)(307 - 732)(522 - 863)]
Dimension: 3
33 - 988
33 - 631 <= [(0 - 128)(201 - 856)(33 - 966)]
33 - 264
33 - 132
33 - 99
33 - 37
37 - 99 <= [(0 - 128)(82 - 975)(37 - 464)]
99 - 132 <= [(0 - 128)(303 - 852)(99 - 531)] [(0 - 128)(82 - 975)(37 - 464)]
132 - 264 <= [(0 - 128)(303 - 852)(99 - 531)] [(0 - 128)(402 - 878)(132 - 633)] [(0 - 128)(82 - 975)(37 - 464)]
132 - 236
132 - 184
184 - 236 <= [(0 - 128)(296 - 922)(184 - 636)]
236 - 264 <= [(0 - 128)(296 - 922)(184 - 636)] [(0 - 128)(501 - 915)(236 - 510)]
264 - 631 <= [(0 - 128)(296 - 922)(184 - 636)] [(0 - 128)(293 - 884)(264 - 808)] [(0 - 128)(402 - 878)(132 - 633)]
264 - 464 <= [(0 - 128)(303 - 852)(99 - 531)] [(0 - 128)(501 - 915)(236 - 510)] [(0 - 128)(82 - 975)(37 - 464)]
264 - 441
264 - 315
315 - 441 <= [(0 - 128)(563 - 928)(315 - 631)]
441 - 464 <= [(0 - 128)(61 - 969)(441 - 725)] [(0 - 128)(563 - 928)(315 - 631)]
464 - 631 <= [(0 - 128)(61 - 969)(441 - 725)] [(0 - 128)(563 - 928)(315 - 631)]
464 - 531 <= [(0 - 128)(303 - 852)(99 - 531)]
464 - 510 <= [(0 - 128)(501 - 915)(236 - 510)]
510 - 531
531 - 631
631 - 988
631 - 813 <= [(0 - 128)(201 - 856)(33 - 966)]
631 - 636 <= [(0 - 128)(296 - 922)(184 - 636)] [(0 - 128)(293 - 884)(264 - 808)] [(0 - 128)(61 - 969)(441 - 725)]
631 - 635
631 - 633 <= [(0 - 128)(402 - 878)(132 - 633)]
633 - 635
635 - 636 <= [(0 - 128)(313 - 985)(635 - 982)]
636 - 813 <= [(0 - 128)(313 - 985)(635 - 982)]
636 - 808 <= [(0 - 128)(293 - 884)(264 - 808)]
636 - 725 <= [(0 - 128)(61 - 969)(441 - 725)]
725 - 808
808 - 813
813 - 988 <= [(0 - 128)(673 - 928)(813 - 988)]
813 - 966 <= [(0 - 128)(313 - 985)(635 - 982)] [(0 - 128)(201 - 856)(33 - 966)]
813 - 922
813 - 830
830 - 922 <= [(0 - 128)(74 - 949)(830 - 922)]
922 - 966
966 - 988
966 - 982 <= [(0 - 128)(313 - 985)(635 - 982)]
982 - 988
Dimension: 3
29 - 988
29 - 353
29 - 183
29 - 88 <= [(0 - 128)(206 - 809)(29 - 88)]
29 - 53
53 - 88 <= [(0 - 128)(625 - 843)(53 - 988)]
88 - 183 <= [(0 - 128)(625 - 843)(53 - 988)]
183 - 353 <= [(0 - 128)(127 - 798)(183 - 980)] [(0 - 128)(625 - 843)(53 - 988)]
183 - 335
183 - 284
284 - 335 <= [(0 - 128)(608 - 834)(284 - 914)]
335 - 353 <= [(0 - 128)(518 - 807)(335 - 704)] [(0 - 128)(608 - 834)(284 - 914)]
353 - 988 <= [(0 - 128)(625 - 843)(53 - 988)]
353 - 914 <= [(0 - 128)(127 - 798)(183 - 980)] [(0 - 128)(608 - 834)(284 - 914)]
353 - 788 <= [(0 - 128)(338 - 819)(353 - 788)]
353 - 704 <= [(0 - 128)(518 - 807)(335 - 704)]
704 - 788
788 - 914
914 - 988
914 - 980 <= [(0 - 128)(127 - 798)(183 - 980)]
980 - 988
Dimension: 3
39 - 959
39 - 604
39 - 491
39 - 192 <= [(0 - 128)(115 - 768)(39 - 192)]
192 - 491
491 - 604 <= [(0 - 128)(714 - 793)(491 - 959)]
491 - 555
555 - 604 <= [(0 - 128)(96 - 760)(555 - 872)]
604 - 959 <= [(0 - 128)(714 - 793)(491 - 959)]
604 - 872 <= [(0 - 128)(96 - 760)(555 - 872)]
604 - 765 <= [(0 - 128)(185 - 764)(604 - 765)]
765 - 872
872 - 959
Dimension: 3
72 - 879
72 - 745
72 - 377 <= [(0 - 128)(666 - 757)(72 - 377)]
377 - 745
745 - 879 <= [(0 - 128)(440 - 758)(745 - 879)]
Dimension: 3
501 - 521 <= [(0 - 128)(739 - 965)(501 - 521)]
Dimension: 3
501 - 985
501 - 564
501 - 521 <= [(0 - 128)(739 - 965)(501 - 521)]
521 - 564
564 - 985 <= [(0 - 128)(744 - 885)(564 - 985)]
Dimension: 3
501 - 985
501 - 564
501 - 521 <= [(0 - 128)(739 - 965)(501 - 521)]
521 - 564
564 - 985 <= [(0 - 128)(744 - 885)(564 - 985)]
Dimension: 3
CACHED [(0 - 128)(440 - 758)(745 - 879)]
Dimension: 3
501 - 985
501 - 564
501 - 521 <= [(0 - 128)(739 - 965)(501 - 521)]
521 - 564
564 - 985 <= [(0 - 128)(744 - 885)(564 - 985)]
Dimension: 3
39 - 959
39 - 491
39 - 192 <= [(0 - 128)(115 - 768)(39 - 192)]
192 - 491
491 - 959 <= [(0 - 128)(714 - 793)(491 - 959)]
Dimension: 3
CACHED [(0 - 128)(185 - 764)(604 - 765)]
Dimension: 3
CACHED [(0 - 128)(714 - 793)(491 - 959)]
Dimension: 3
501 - 985
501 - 564
501 - 521 <= [(0 - 128)(739 - 965)(501 - 521)]
521 - 564
564 - 985 <= [(0 - 128)(744 - 885)(564 - 985)]
Dimension: 3
53 - 988 <= [(0 - 128)(625 - 843)(53 - 988)]
53 - 788
53 - 353
53 - 284
284 - 353 <= [(0 - 128)(608 - 834)(284 - 914)]
353 - 788 <= [(0 - 128)(608 - 834)(284 - 914)] [(0 - 128)(338 - 819)(353 - 788)]
788 - 988
788 - 914 <= [(0 - 128)(608 - 834)(284 - 914)]
914 - 988
Dimension: 3
CACHED [(0 - 128)(206 - 809)(29 - 88)]
Dimension: 3
CACHED [(0 - 128)(518 - 807)(335 - 704)]
Dimension: 3
598 - 685 <= [(0 - 128)(805 - 818)(598 - 685)]
Dimension: 3
CACHED [(0 - 128)(805 - 818)(598 - 685)]
Dimension: 3
CACHED [(0 - 128)(805 - 818)(598 - 685)]
Dimension: 3
CACHED [(0 - 128)(625 - 843)(53 - 988)]
Dimension: 3
CACHED [(0 - 128)(608 - 834)(284 - 914)]
Dimension: 3
300 - 365 <= [(0 - 128)(835 - 888)(300 - 365)]
Dimension: 3
CACHED [(0 - 128)(625 - 843)(53 - 988)]
Dimension: 3
37 - 988
37 - 635
37 - 464 <= [(0 - 128)(82 - 975)(37 - 464)]
37 - 315
37 - 184
184 - 315 <= [(0 - 128)(296 - 922)(184 - 636)]
315 - 464 <= [(0 - 128)(296 - 922)(184 - 636)] [(0 - 128)(563 - 928)(315 - 631)]
315 - 441
441 - 464 <= [(0 - 128)(61 - 969)(441 - 725)]
464 - 635 <= [(0 - 128)(296 - 922)(184 - 636)] [(0 - 128)(61 - 969)(441 - 725)]
464 - 521 <= [(0 - 128)(563 - 928)(315 - 631)]
464 - 501
501 - 521 <= [(0 - 128)(739 - 965)(501 - 521)]
521 - 635
521 - 631 <= [(0 - 128)(563 - 928)(315 - 631)]
631 - 635
635 - 988
635 - 830 <= [(0 - 128)(313 - 985)(635 - 982)]
635 - 725 <= [(0 - 128)(61 - 969)(441 - 725)]
635 - 636 <= [(0 - 128)(296 - 922)(184 - 636)]
636 - 725
725 - 830
725 - 813
813 - 830 <= [(0 - 128)(673 - 928)(813 - 988)]
830 - 988 <= [(0 - 128)(673 - 928)(813 - 988)]
830 - 982 <= [(0 - 128)(313 - 985)(635 - 982)]
830 - 922 <= [(0 - 128)(74 - 949)(830 - 922)]
922 - 982
982 - 988
Dimension: 3
236 - 510 <= [(0 - 128)(501 - 915)(236 - 510)]
236 - 365
236 - 300
300 - 365 <= [(0 - 128)(835 - 888)(300 - 365)]
365 - 510
Dimension: 3
264 - 985
264 - 808 <= [(0 - 128)(293 - 884)(264 - 808)]
264 - 564
564 - 808 <= [(0 - 128)(744 - 885)(564 - 985)]
808 - 985 <= [(0 - 128)(744 - 885)(564 - 985)]
Dimension: 3
CACHED [(0 - 128)(402 - 878)(132 - 633)]
Dimension: 3
33 - 966 <= [(0 - 128)(201 - 856)(33 - 966)]
Dimension: 3
564 - 985 <= [(0 - 128)(744 - 885)(564 - 985)]
Dimension: 3
506 - 653 <= [(0 - 128)(888 - 991)(506 - 653)]
Dimension: 3
CACHED [(0 - 128)(501 - 915)(236 - 510)]
Dimension: 3
219 - 480 <= [(0 - 128)(907 - 909)(219 - 480)]
Dimension: 3
CACHED [(0 - 128)(501 - 915)(236 - 510)]
Dimension: 3
37 - 982
37 - 635
37 - 506
37 - 464 <= [(0 - 128)(82 - 975)(37 - 464)]
464 - 506
506 - 635 <= [(0 - 128)(888 - 991)(506 - 653)]
635 - 982 <= [(0 - 128)(313 - 985)(635 - 982)]
635 - 653 <= [(0 - 128)(888 - 991)(506 - 653)]
653 - 982
Dimension: 3
441 - 725 <= [(0 - 128)(61 - 969)(441 - 725)]
441 - 521
441 - 501
501 - 521 <= [(0 - 128)(739 - 965)(501 - 521)]
521 - 725
Dimension: 3
CACHED [(0 - 128)(74 - 949)(830 - 922)]
Dimension: 3
315 - 988
315 - 813
315 - 631 <= [(0 - 128)(563 - 928)(315 - 631)]
631 - 813
813 - 988 <= [(0 - 128)(673 - 928)(813 - 988)]
Dimension: 3
441 - 725 <= [(0 - 128)(61 - 969)(441 - 725)]
Dimension: 3
506 - 982
506 - 653 <= [(0 - 128)(888 - 991)(506 - 653)]
506 - 635
635 - 653 <= [(0 - 128)(313 - 985)(635 - 982)]
653 - 982 <= [(0 - 128)(313 - 985)(635 - 982)]
Dimension: 3
426 - 829 <= [(0 - 128)(977 - 996)(426 - 829)]
Dimension: 3
CACHED [(0 - 128)(977 - 996)(426 - 829)]
Dimension: 3
CACHED [(0 - 128)(888 - 991)(506 - 653)]
Dimension: 2
638 - 834 <= [(2 - 34)(638 - 834)(88 - 713)]
Dimension: 3
88 - 713 <= [(2 - 34)(638 - 834)(88 - 713)]
Dimension: 2
66 - 958
66 - 638
66 - 587 <= [(3 - 70)(66 - 587)(392 - 846)]
66 - 119
119 - 587 <= [(3 - 84)(119 - 958)(496 - 951)]
587 - 638 <= [(3 - 84)(119 - 958)(496 - 951)]
587 - 628
628 - 638 <= [(3 - 28)(628 - 705)(742 - 967)]
638 - 958 <= [(3 - 84)(119 - 958)(496 - 951)]
638 - 834 <= [(2 - 34)(638 - 834)(88 - 713)]
638 - 705 <= [(3 - 28)(628 - 705)(742 - 967)]
705 - 834
834 - 958
Dimension: 3
392 - 846 <= [(3 - 70)(66 - 587)(392 - 846)]
Dimension: 3
496 - 951 <= [(3 - 84)(119 - 958)(496 - 951)]
Dimension: 3
CACHED [(3 - 84)(119 - 958)(496 - 951)]
Dimension: 3
742 - 967 <= [(3 - 28)(628 - 705)(742 - 967)]
Dimension: 3
CACHED [(3 - 84)(119 - 958)(496 - 951)]
Dimension: 3
CACHED [(2 - 34)(638 - 834)(88 - 713)]
Dimension: 3
CACHED [(3 - 28)(628 - 705)(742 - 967)]
Dimension: 2
98 - 158 <= [(6 - 71)(98 - 158)(842 - 861)]
Dimension: 3
842 - 861 <= [(6 - 71)(98 - 158)(842 - 861)]
Dimension: 2
66 - 958
66 - 587 <= [(3 - 70)(66 - 587)(392 - 846)]
66 - 158
66 - 113
66 - 98
98 - 113 <= [(6 - 71)(98 - 158)(842 - 861)]
113 - 158 <= [(7 - 27)(113 - 189)(767 - 991)] [(6 - 71)(98 - 158)(842 - 861)]
113 - 119
119 - 158 <= [(3 - 84)(119 - 958)(496 - 951)]
158 - 587 <= [(3 - 84)(119 - 958)(496 - 951)]
158 - 189 <= [(7 - 27)(113 - 189)(767 - 991)]
158 - 177
177 - 189 <= [(7 - 86)(177 - 640)(131 - 324)]
189 - 587 <= [(7 - 86)(177 - 640)(131 - 324)]
587 - 958 <= [(3 - 84)(119 - 958)(496 - 951)]
587 - 640 <= [(7 - 86)(177 - 640)(131 - 324)]
587 - 638
587 - 628
628 - 638 <= [(3 - 28)(628 - 705)(742 - 967)]
638 - 640 <= [(2 - 34)(638 - 834)(88 - 713)] [(3 - 28)(628 - 705)(742 - 967)]
640 - 958
640 - 834 <= [(2 - 34)(638 - 834)(88 - 713)]
640 - 705 <= [(3 - 28)(628 - 705)(742 - 967)]
705 - 834
834 - 958
Dimension: 3
CACHED [(3 - 70)(66 - 587)(392 - 846)]
Dimension: 3
CACHED [(6 - 71)(98 - 158)(842 - 861)]
Dimension: 3
767 - 991 <= [(7 - 27)(113 - 189)(767 - 991)]
767 - 861
767 - 842
842 - 861 <= [(6 - 71)(98 - 158)(842 - 861)]
861 - 991
Dimension: 3
CACHED [(3 - 84)(119 - 958)(496 - 951)]
Dimension: 3
CACHED [(3 - 84)(119 - 958)(496 - 951)]
Dimension: 3
767 - 991 <= [(7 - 27)(113 - 189)(767 - 991)]
Dimension: 3
131 - 324 <= [(7 - 86)(177 - 640)(131 - 324)]
Dimension: 3
CACHED [(7 - 86)(177 - 640)(131 - 324)]
Dimension: 3
CACHED [(3 - 84)(119 - 958)(496 - 951)]
Dimension: 3
CACHED [(7 - 86)(177 - 640)(131 - 324)]
Dimension: 3
CACHED [(3 - 28)(628 - 705)(742 - 967)]
Dimension: 3
88 - 967
88 - 742
88 - 713 <= [(2 - 34)(638 - 834)(88 - 713)]
713 - 742
742 - 967 <= [(3 - 28)(628 - 705)(742 - 967)]
Dimension: 3
CACHED [(2 - 34)(638 - 834)(88 - 713)]
Dimension: 3
CACHED [(3 - 28)(628 - 705)(742 - 967)]
Dimension: 2
126 - 130 <= [(12 - 51)(126 - 130)(166 - 511)]
Dimension: 3
166 - 511 <= [(12 - 51)(126 - 130)(166 - 511)]
Dimension: 2
126 - 800
126 - 752
126 - 130 <= [(12 - 51)(126 - 130)(166 - 511)]
130 - 752
752 - 800 <= [(13 - 26)(752 - 800)(194 - 475)]
Dimension: 3
CACHED [(12 - 51)(126 - 130)(166 - 511)]
Dimension: 3
194 - 475 <= [(13 - 26)(752 - 800)(194 - 475)]
Dimension: 2
419 - 910 <= [(18 - 49)(419 - 910)(139 - 335)]
Dimension: 3
139 - 335 <= [(18 - 49)(419 - 910)(139 - 335)]
Dimension: 2
66 - 958
66 - 158 <= [(3 - 70)(66 - 587)(392 - 846)]
66 - 126
66 - 99
66 - 98
98 - 99 <= [(6 - 71)(98 - 158)(842 - 861)]
99 - 126 <= [(6 - 71)(98 - 158)(842 - 861)] [(19 - 42)(99 - 135)(624 - 900)]
99 - 119
119 - 126 <= [(3 - 84)(119 - 958)(496 - 951)]
126 - 158 <= [(6 - 71)(98 - 158)(842 - 861)] [(3 - 84)(119 - 958)(496 - 951)]
126 - 135 <= [(19 - 42)(99 - 135)(624 - 900)]
126 - 130 <= [(12 - 51)(126 - 130)(166 - 511)]
130 - 135
135 - 158
158 - 958 <= [(3 - 84)(119 - 958)(496 - 951)]
158 - 587 <= [(3 - 70)(66 - 587)(392 - 846)]
158 - 419
158 - 177
177 - 419 <= [(7 - 86)(177 - 640)(131 - 324)]
419 - 587 <= [(18 - 49)(419 - 910)(139 - 335)] [(7 - 86)(177 - 640)(131 - 324)]
587 - 958
587 - 910 <= [(18 - 49)(419 - 910)(139 - 335)]
587 - 640 <= [(7 - 86)(177 - 640)(131 - 324)]
640 - 910
910 - 958
Dimension: 3
CACHED [(3 - 70)(66 - 587)(392 - 846)]
Dimension: 3
CACHED [(6 - 71)(98 - 158)(842 - 861)]
Dimension: 3
624 - 900 <= [(19 - 42)(99 - 135)(624 - 900)]
624 - 861
624 - 842
842 - 861 <= [(6 - 71)(98 - 158)(842 - 861)]
861 - 900
Dimension: 3
CACHED [(3 - 84)(119 - 958)(496 - 951)]
Dimension: 3
496 - 951 <= [(3 - 84)(119 - 958)(496 - 951)]
496 - 861
496 - 842
842 - 861 <= [(6 - 71)(98 - 158)(842 - 861)]
861 - 951
Dimension: 3
624 - 900 <= [(19 - 42)(99 - 135)(624 - 900)]
Dimension: 3
CACHED [(12 - 51)(126 - 130)(166 - 511)]
Dimension: 3
CACHED [(3 - 84)(119 - 958)(496 - 951)]
Dimension: 3
CACHED [(3 - 70)(66 - 587)(392 - 846)]
Dimension: 3
CACHED [(7 - 86)(177 - 640)(131 - 324)]
Dimension: 3
131 - 335
131 - 324 <= [(7 - 86)(177 - 640)(131 - 324)]
131 - 139
139 - 324 <= [(18 - 49)(419 - 910)(139 - 335)]
324 - 335 <= [(18 - 49)(419 - 910)(139 - 335)]
Dimension: 3
CACHED [(18 - 49)(419 - 910)(139 - 335)]
Dimension: 3
CACHED [(7 - 86)(177 - 640)(131 - 324)]
Dimension: 2
58 - 834
58 - 638
58 - 628
58 - 344 <= [(19 - 34)(58 - 344)(75 - 952)]
344 - 628
628 - 638 <= [(3 - 28)(628 - 705)(742 - 967)]
638 - 834 <= [(2 - 34)(638 - 834)(88 - 713)]
638 - 705 <= [(3 - 28)(628 - 705)(742 - 967)]
705 - 834
Dimension: 3
75 - 952 <= [(19 - 34)(58 - 344)(75 - 952)]
Dimension: 3
CACHED [(3 - 28)(628 - 705)(742 - 967)]
Dimension: 3
CACHED [(2 - 34)(638 - 834)(88 - 713)]
Dimension: 3
CACHED [(3 - 28)(628 - 705)(742 - 967)]
Dimension: 2
113 - 800
113 - 752
113 - 189 <= [(7 - 27)(113 - 189)(767 - 991)]
189 - 752
752 - 800 <= [(13 - 26)(752 - 800)(194 - 475)]
Dimension: 3
CACHED [(7 - 27)(113 - 189)(767 - 991)]
Dimension: 3
CACHED [(13 - 26)(752 - 800)(194 - 475)]
Dimension: 2
135 - 734 <= [(24 - 97)(135 - 734)(398 - 525)]
Dimension: 3
398 - 525 <= [(24 - 97)(135 - 734)(398 - 525)]
Dimension: 2
CACHED [(24 - 97)(135 - 734)(398 - 525)]
Dimension: 2
113 - 189 <= [(7 - 27)(113 - 189)(767 - 991)]
Dimension: 3
CACHED [(7 - 27)(113 - 189)(767 - 991)]
Dimension: 2
CACHED [(24 - 97)(135 - 734)(398 - 525)]
Dimension: 2
58 - 834
58 - 638
58 - 344 <= [(19 - 34)(58 - 344)(75 - 952)]
344 - 638
638 - 834 <= [(2 - 34)(638 - 834)(88 - 713)]
Dimension: 3
CACHED [(19 - 34)(58 - 344)(75 - 952)]
Dimension: 3
CACHED [(2 - 34)(638 - 834)(88 - 713)]
Dimension: 2
528 - 894 <= [(32 - 97)(528 - 894)(745 - 785)]
Dimension: 3
745 - 785 <= [(32 - 97)(528 - 894)(745 - 785)]
Dimension: 2
105 - 894
105 - 528
105 - 291 <= [(33 - 84)(105 - 291)(86 - 651)]
291 - 528
528 - 894 <= [(32 - 97)(528 - 894)(745 - 785)]
Dimension: 3
86 - 651 <= [(33 - 84)(105 - 291)(86 - 651)]
Dimension: 3
CACHED [(32 - 97)(528 - 894)(745 - 785)]
Dimension: 2
58 - 834
58 - 638
58 - 344 <= [(19 - 34)(58 - 344)(75 - 952)]
344 - 638
638 - 834 <= [(2 - 34)(638 - 834)(88 - 713)]
Dimension: 3
CACHED [(19 - 34)(58 - 344)(75 - 952)]
Dimension: 3
CACHED [(2 - 34)(638 - 834)(88 - 713)]
Dimension: 2
426 - 722 <= [(34 - 55)(426 - 722)(85 - 898)]
Dimension: 3
85 - 898 <= [(34 - 55)(426 - 722)(85 - 898)]
Dimension: 2
66 - 958
66 - 291 <= [(3 - 70)(66 - 587)(392 - 846)]
66 - 135
66 - 105
66 - 98
98 - 105 <= [(6 - 71)(98 - 158)(842 - 861)]
105 - 135 <= [(33 - 84)(105 - 291)(86 - 651)] [(6 - 71)(98 - 158)(842 - 861)]
105 - 119
119 - 135 <= [(3 - 84)(119 - 958)(496 - 951)]
135 - 291 <= [(33 - 84)(105 - 291)(86 - 651)] [(24 - 97)(135 - 734)(398 - 525)] [(3 - 84)(119 - 958)(496 - 951)]
135 - 177
135 - 158 <= [(6 - 71)(98 - 158)(842 - 861)]
158 - 177
177 - 291 <= [(7 - 86)(177 - 640)(131 - 324)]
291 - 958 <= [(3 - 84)(119 - 958)(496 - 951)]
291 - 640 <= [(24 - 97)(135 - 734)(398 - 525)] [(7 - 86)(177 - 640)(131 - 324)]
291 - 587 <= [(3 - 70)(66 - 587)(392 - 846)]
291 - 528
528 - 587 <= [(32 - 97)(528 - 894)(745 - 785)]
587 - 640 <= [(32 - 97)(528 - 894)(745 - 785)]
640 - 958
640 - 894 <= [(32 - 97)(528 - 894)(745 - 785)]
640 - 734 <= [(24 - 97)(135 - 734)(398 - 525)]
734 - 894
894 - 958
Dimension: 3
CACHED [(3 - 70)(66 - 587)(392 - 846)]
Dimension: 3
CACHED [(6 - 71)(98 - 158)(842 - 861)]
Dimension: 3
86 - 861
86 - 842
86 - 651 <= [(33 - 84)(105 - 291)(86 - 651)]
651 - 842
842 - 861 <= [(6 - 71)(98 - 158)(842 - 861)]
Dimension: 3
CACHED [(3 - 84)(119 - 958)(496 - 951)]
Dimension: 3
86 - 951
86 - 525 <= [(33 - 84)(105 - 291)(86 - 651)]
86 - 496
86 - 398
398 - 496 <= [(24 - 97)(135 - 734)(398 - 525)]
496 - 525 <= [(24 - 97)(135 - 734)(398 - 525)] [(3 - 84)(119 - 958)(496 - 951)]
525 - 951 <= [(3 - 84)(119 - 958)(496 - 951)]
525 - 651 <= [(33 - 84)(105 - 291)(86 - 651)]
651 - 951
Dimension: 3
CACHED [(6 - 71)(98 - 158)(842 - 861)]
Dimension: 3
CACHED [(7 - 86)(177 - 640)(131 - 324)]
Dimension: 3
CACHED [(3 - 84)(119 - 958)(496 - 951)]
Dimension: 3
131 - 525
131 - 398
131 - 324 <= [(7 - 86)(177 - 640)(131 - 324)]
324 - 398
398 - 525 <= [(24 - 97)(135 - 734)(398 - 525)]
Dimension: 3
CACHED [(3 - 70)(66 - 587)(392 - 846)]
Dimension: 3
CACHED [(32 - 97)(528 - 894)(745 - 785)]
Dimension: 3
CACHED [(32 - 97)(528 - 894)(745 - 785)]
Dimension: 3
CACHED [(32 - 97)(528 - 894)(745 - 785)]
Dimension: 3
CACHED [(24 - 97)(135 - 734)(398 - 525)]
Dimension: 2
143 - 887 <= [(38 - 55)(143 - 887)(388 - 487)]
143 - 722
143 - 426
426 - 722 <= [(34 - 55)(426 - 722)(85 - 898)]
722 - 887
Dimension: 3
388 - 487 <= [(38 - 55)(143 - 887)(388 - 487)]
Dimension: 3
CACHED [(34 - 55)(426 - 722)(85 - 898)]
Dimension: 2
126 - 910
126 - 419
126 - 130 <= [(12 - 51)(126 - 130)(166 - 511)]
130 - 419
419 - 910 <= [(18 - 49)(419 - 910)(139 - 335)]
Dimension: 3
CACHED [(12 - 51)(126 - 130)(166 - 511)]
Dimension: 3
CACHED [(18 - 49)(419 - 910)(139 - 335)]
Dimension: 2
99 - 135 <= [(19 - 42)(99 - 135)(624 - 900)]
Dimension: 3
CACHED [(19 - 42)(99 - 135)(624 - 900)]
Dimension: 2
CACHED [(12 - 51)(126 - 130)(166 - 511)]
Dimension: 2
384 - 878 <= [(55 - 68)(384 - 878)(100 - 452)]
Dimension: 3
100 - 452 <= [(55 - 68)(384 - 878)(100 - 452)]
Dimension: 2
100 - 867 <= [(57 - 59)(100 - 867)(800 - 829)]
Dimension: 3
800 - 829 <= [(57 - 59)(100 - 867)(800 - 829)]
Dimension: 2
310 - 720 <= [(61 - 78)(310 - 720)(463 - 664)]
Dimension: 3
463 - 664 <= [(61 - 78)(310 - 720)(463 - 664)]
Dimension: 2
105 - 958
105 - 528
105 - 177 <= [(33 - 84)(105 - 291)(86 - 651)]
105 - 135
105 - 119
119 - 135 <= [(3 - 84)(119 - 958)(496 - 951)]
135 - 177 <= [(24 - 97)(135 - 734)(398 - 525)] [(3 - 84)(119 - 958)(496 - 951)]
177 - 528 <= [(24 - 97)(135 - 734)(398 - 525)] [(3 - 84)(119 - 958)(496 - 951)] [(7 - 86)(177 - 640)(131 - 324)]
177 - 291 <= [(33 - 84)(105 - 291)(86 - 651)]
291 - 528
528 - 958 <= [(3 - 84)(119 - 958)(496 - 951)]
528 - 894 <= [(32 - 97)(528 - 894)(745 - 785)]
528 - 734 <= [(24 - 97)(135 - 734)(398 - 525)]
528 - 640 <= [(7 - 86)(177 - 640)(131 - 324)]
640 - 734
734 - 894
894 - 958
894 - 937 <= [(68 - 86)(894 - 937)(302 - 623)]
937 - 958
Dimension: 3
CACHED [(33 - 84)(105 - 291)(86 - 651)]
Dimension: 3
CACHED [(3 - 84)(119 - 958)(496 - 951)]
Dimension: 3
398 - 951
398 - 525 <= [(24 - 97)(135 - 734)(398 - 525)]
398 - 496
496 - 525 <= [(3 - 84)(119 - 958)(496 - 951)]
525 - 951 <= [(3 - 84)(119 - 958)(496 - 951)]
Dimension: 3
131 - 951
131 - 496
131 - 398
131 - 324 <= [(7 - 86)(177 - 640)(131 - 324)]
324 - 398
398 - 496 <= [(24 - 97)(135 - 734)(398 - 525)]
496 - 951 <= [(3 - 84)(119 - 958)(496 - 951)]
496 - 525 <= [(24 - 97)(135 - 734)(398 - 525)]
525 - 951
Dimension: 3
CACHED [(33 - 84)(105 - 291)(86 - 651)]
Dimension: 3
CACHED [(3 - 84)(119 - 958)(496 - 951)]
Dimension: 3
CACHED [(32 - 97)(528 - 894)(745 - 785)]
Dimension: 3
CACHED [(24 - 97)(135 - 734)(398 - 525)]
Dimension: 3
CACHED [(7 - 86)(177 - 640)(131 - 324)]
Dimension: 3
302 - 623 <= [(68 - 86)(894 - 937)(302 - 623)]
Dimension: 2
98 - 720
98 - 310
98 - 158 <= [(6 - 71)(98 - 158)(842 - 861)]
158 - 310
310 - 720 <= [(61 - 78)(310 - 720)(463 - 664)]
Dimension: 3
CACHED [(6 - 71)(98 - 158)(842 - 861)]
Dimension: 3
CACHED [(61 - 78)(310 - 720)(463 - 664)]
Dimension: 2
66 - 587 <= [(3 - 70)(66 - 587)(392 - 846)]
Dimension: 3
CACHED [(3 - 70)(66 - 587)(392 - 846)]
Dimension: 2
CACHED [(61 - 78)(310 - 720)(463 - 664)]
Dimension: 2
135 - 894
135 - 734 <= [(24 - 97)(135 - 734)(398 - 525)]
135 - 528
528 - 734 <= [(32 - 97)(528 - 894)(745 - 785)]
734 - 894 <= [(32 - 97)(528 - 894)(745 - 785)]
Dimension: 3
CACHED [(24 - 97)(135 - 734)(398 - 525)]
Dimension: 3
CACHED [(32 - 97)(528 - 894)(745 - 785)]
Dimension: 3
CACHED [(32 - 97)(528 - 894)(745 - 785)]
Dimension: 2
177 - 937
177 - 894
177 - 640 <= [(7 - 86)(177 - 640)(131 - 324)]
640 - 894
894 - 937 <= [(68 - 86)(894 - 937)(302 - 623)]
Dimension: 3
CACHED [(7 - 86)(177 - 640)(131 - 324)]
Dimension: 3
CACHED [(68 - 86)(894 - 937)(302 - 623)]
Looking for
66/993/762
(0 - 128) (977 - 996) (829 - 426)
Looking for
717/911/507
Looking for
646/123/64
Looking for
255/888/526
Looking for
483/47/635
Looking for
438/49/884
Looking for
632/456/846
Looking for
447/890/25
Looking for
24/596/206
(0 - 128) (733 - 34) (25 - 903)
(0 - 128) (922 - 296) (184 - 636)
(0 - 128) (798 - 127) (980 - 183)
(0 - 128) (856 - 201) (966 - 33)
(0 - 128) (878 - 402) (132 - 633)
(0 - 128) (303 - 852) (99 - 531)
(0 - 128) (82 - 975) (464 - 37)
(0 - 128) (444 - 624) (171 - 735)
(0 - 128) (712 - 430) (146 - 351)
(0 - 128) (161 - 623) (60 - 610)
(0 - 128) (686 - 213) (122 - 323)
(0 - 128) (509 - 717) (65 - 258)
(0 - 128) (615 - 339) (429 - 141)
(49 - 18) (419 - 910) (335 - 139)
(86 - 7) (640 - 177) (324 - 131)
Looking for
666/800/539
Looking for
916/484/320
Looking for
841/52/289
Looking for
674/171/216
Looking for
274/272/162
Looking for
637/158/173
Looking for
202/196/791
Looking for
14/372/803
(0 - 128) (798 - 127) (980 - 183)
(0 - 128) (733 - 34) (25 - 903)
(0 - 128) (856 - 201) (966 - 33)
(0 - 128) (96 - 760) (872 - 555)
(0 - 128) (985 - 313) (635 - 982)
(0 - 128) (602 - 311) (945 - 444)
(0 - 128) (732 - 307) (863 - 522)
(0 - 128) (293 - 884) (264 - 808)
(0 - 128) (241 - 459) (944 - 103)
(0 - 128) (239 - 459) (828 - 29)
(0 - 128) (432 - 97) (923 - 722)
(3 - 70) (587 - 66) (846 - 392)
(3 - 84) (119 - 958) (951 - 496)
Looking for
145/591/708
Looking for
371/676/318
Looking for
892/157/545
Looking for
646/831/118
Looking for
914/3/123
Looking for
453/553/172
Looking for
141/629/618
Looking for
434/448/451
Looking for
621/563/368
Looking for
582/547/875
Looking for
729/781/490
Looking for
144/205/617
Looking for
35/937/690
(0 - 128) (985 - 313) (635 - 982)
(0 - 128) (61 - 969) (725 - 441)
(3 - 84) (119 - 958) (951 - 496)
Looking for
337/201/963
Looking for
601/636/92
Looking for
415/123/599
Looking for
715/122/606
Looking for
354/600/122
Looking for
965/313/246
Looking for
618/246/756
Looking for
469/811/925
Looking for
51/902/896
(0 - 128) (673 - 928) (988 - 813)
(0 - 128) (985 - 313) (635 - 982)
(0 - 128) (74 - 949) (922 - 830)
(3 - 84) (119 - 958) (951 - 496)
Looking for
30/418/442
(0 - 128) (733 - 34) (25 - 903)
(0 - 128) (798 - 127) (980 - 183)
(0 - 128) (856 - 201) (966 - 33)
(0 - 128) (161 - 623) (60 - 610)
(0 - 128) (51 - 689) (337 - 529)
(0 - 128) (82 - 975) (464 - 37)
(0 - 128) (61 - 969) (725 - 441)
(0 - 128) (303 - 852) (99 - 531)
(0 - 128) (922 - 296) (184 - 636)
(0 - 128) (628 - 287) (653 - 321)
(0 - 128) (558 - 337) (342 - 735)
(0 - 128) (293 - 884) (264 - 808)
(0 - 128) (338 - 819) (788 - 353)
(0 - 128) (239 - 459) (828 - 29)
(0 - 128) (241 - 459) (944 - 103)
(0 - 128) (46 - 463) (116 - 653)
(0 - 128) (446 - 255) (85 - 592)
(0 - 128) (188 - 458) (133 - 543)
(0 - 128) (309 - 437) (419 - 567)
(0 - 128) (878 - 402) (132 - 633)
(0 - 128) (387 - 588) (364 - 636)
(3 - 70) (587 - 66) (846 - 392)
(24 - 97) (135 - 734) (398 - 525)
Looking for
548/328/893
Looking for
956/778/148
Looking for
552/119/592
Looking for
309/534/490
Looking for
832/689/556
Looking for
809/268/405
Looking for
744/997/230
Looking for
120/939/275
(0 - 128) (82 - 975) (464 - 37)
Looking for
914/934/73
Looking for
625/137/948
Looking for
593/253/851
Looking for
651/349/208
Looking for
79/29/648
(0 - 128) (0 - 549) (752 - 562)
Looking for
183/154/661
Looking for
150/339/330
Looking for
779/421/918
Looking for
709/389/862
Looking for
454/907/313
Looking for
512/567/605
Looking for
518/489/992
Looking for
720/579/978
Looking for
687/282/575
Looking for
118/48/864
(0 - 128) (733 - 34) (25 - 903)
Looking for
752/822/200
Looking for
217/383/500
Looking for
665/11/560
Looking for
954/806/496
Looking for
503/335/462
Looking for
220/102/773
Looking for
989/502/155
Looking for
770/558/400
Looking for
86/416/13
Looking for
437/184/483
Looking for
40/191/304
(0 - 128) (733 - 34) (25 - 903)
(0 - 128) (52 - 296) (573 - 92)
(0 - 128) (798 - 127) (980 - 183)
(0 - 128) (46 - 463) (116 - 653)
(0 - 128) (161 - 623) (60 - 610)
(0 - 128) (82 - 975) (464 - 37)
(0 - 128) (544 - 125) (359 - 142)
(0 - 128) (265 - 121) (383 - 137)
(0 - 128) (231 - 154) (853 - 98)
(0 - 128) (188 - 458) (133 - 543)
(0 - 128) (188 - 354) (267 - 649)
(0 - 128) (237 - 170) (507 - 95)
(84 - 33) (105 - 291) (86 - 651)
(86 - 7) (640 - 177) (324 - 131)
Memory used: 195KB
Nodes saved through caching: 110
Total build time: 102ms
Total query time: 23ms
Sign up for free to join this conversation on GitHub. Already have an account? Sign in to comment