Predicción del precio de JACK - Pronóstico de JACK
Predicción de precio de JACK hasta $0.009896 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.003315 | $0.009896 |
| 2027 | $0.003191 | $0.008384 |
| 2028 | $0.00576 | $0.0141083 |
| 2029 | $0.012653 | $0.041623 |
| 2030 | $0.010761 | $0.031113 |
| 2031 | $0.012723 | $0.0284032 |
| 2032 | $0.01942 | $0.052686 |
| 2033 | $0.045129 | $0.140337 |
| 2034 | $0.036281 | $0.081276 |
| 2035 | $0.042896 | $0.095763 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en JACK hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,954.89, equivalente a un ROI del 39.55% en los próximos 90 días.
Predicción del precio a largo plazo de JACK para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'JACK'
'name_with_ticker' => 'JACK <small>JACK</small>'
'name_lang' => 'JACK'
'name_lang_with_ticker' => 'JACK <small>JACK</small>'
'name_with_lang' => 'JACK'
'name_with_lang_with_ticker' => 'JACK <small>JACK</small>'
'image' => '/uploads/coins/jack-2.png?1741976805'
'price_for_sd' => 0.009596
'ticker' => 'JACK'
'marketcap' => '$805.66K'
'low24h' => '$0.009269'
'high24h' => '$0.009712'
'volume24h' => '$320.49'
'current_supply' => '83.83M'
'max_supply' => '100M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.009596'
'change_24h_pct' => '2.4348%'
'ath_price' => '$0.1065'
'ath_days' => 277
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '4 abr. 2025'
'ath_pct' => '-90.98%'
'fdv' => '$961.1K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.473158'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.009678'
'next_week_prediction_price_date' => '13 de enero de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.008481'
'next_month_prediction_price_date' => '5 de febrero de 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.003315'
'current_year_max_price_prediction' => '$0.009896'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.010761'
'grand_prediction_max_price' => '$0.031113'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0097780327529041
107 => 0.0098145403777775
108 => 0.0098967939207429
109 => 0.0091939464018804
110 => 0.0095095043033307
111 => 0.0096948650066559
112 => 0.0088573986055526
113 => 0.0096783109885658
114 => 0.0091817113902716
115 => 0.0090131580279349
116 => 0.0092400929251044
117 => 0.009151656174976
118 => 0.0090756234503959
119 => 0.0090331958836721
120 => 0.0091998318262627
121 => 0.0091920580603679
122 => 0.0089194093156468
123 => 0.0085637501427429
124 => 0.0086831210352838
125 => 0.0086397524709156
126 => 0.008482579198989
127 => 0.0085884950070943
128 => 0.0081220953909625
129 => 0.0073196790927502
130 => 0.0078497798780251
131 => 0.0078293715744308
201 => 0.0078190807823156
202 => 0.0082174368715401
203 => 0.0081791441251999
204 => 0.0081096424156286
205 => 0.0084813027455889
206 => 0.0083456417256165
207 => 0.0087637170234151
208 => 0.0090390884539602
209 => 0.0089692453518414
210 => 0.0092282335132547
211 => 0.0086858710995526
212 => 0.0088660221375813
213 => 0.0089031510168404
214 => 0.0084767165148085
215 => 0.0081854092920755
216 => 0.0081659824214647
217 => 0.0076608958418538
218 => 0.0079307090157655
219 => 0.0081681334431801
220 => 0.0080544255673283
221 => 0.0080184290507599
222 => 0.0082023274472164
223 => 0.0082166179276043
224 => 0.0078907934603224
225 => 0.0079585426845893
226 => 0.0082410682121535
227 => 0.0079514237661805
228 => 0.0073886919208065
301 => 0.0072491266427774
302 => 0.0072305060619898
303 => 0.0068519939589129
304 => 0.0072584530620126
305 => 0.0070810227710828
306 => 0.0076415229341887
307 => 0.0073213682470453
308 => 0.0073075670183676
309 => 0.0072867044370212
310 => 0.0069609034337648
311 => 0.0070322331477441
312 => 0.0072693439808332
313 => 0.0073539477973242
314 => 0.0073451229261256
315 => 0.0072681820083957
316 => 0.0073034051665312
317 => 0.0071899391016151
318 => 0.0071498718725013
319 => 0.0070234086760585
320 => 0.0068375427136373
321 => 0.0068633885156942
322 => 0.0064951394096632
323 => 0.0062944977522383
324 => 0.0062389627858776
325 => 0.006164699107894
326 => 0.0062473510659139
327 => 0.0064940962062139
328 => 0.0061964692171104
329 => 0.0056862086203983
330 => 0.0057168761517024
331 => 0.0057857769892711
401 => 0.0056573807342866
402 => 0.0055358644544246
403 => 0.0056415130008372
404 => 0.0054253088593636
405 => 0.0058119042268407
406 => 0.0058014479055714
407 => 0.0059455467516697
408 => 0.0060356547173409
409 => 0.005827985029269
410 => 0.0057757566643175
411 => 0.0058055083146407
412 => 0.0053137798074176
413 => 0.0059053620419176
414 => 0.0059104780696475
415 => 0.0058666715341932
416 => 0.0061816708110121
417 => 0.0068464175358381
418 => 0.0065963130785835
419 => 0.0064994650732873
420 => 0.0063153569444237
421 => 0.0065606700948754
422 => 0.006541833872402
423 => 0.006456649330952
424 => 0.0064051294544911
425 => 0.006500056406556
426 => 0.0063933669546202
427 => 0.0063742025974225
428 => 0.0062580874438305
429 => 0.006216639616901
430 => 0.006185953295928
501 => 0.0061521706717123
502 => 0.0062266867226267
503 => 0.0060578235478517
504 => 0.0058541911129343
505 => 0.0058372612793044
506 => 0.0058840060384428
507 => 0.0058633249622621
508 => 0.0058371622662683
509 => 0.0057872105546297
510 => 0.005772390948836
511 => 0.0058205474782149
512 => 0.0057661815642462
513 => 0.0058464014317716
514 => 0.0058245860665725
515 => 0.0057027272099325
516 => 0.0055508459566319
517 => 0.0055494938948958
518 => 0.0055167713280074
519 => 0.0054750942192041
520 => 0.0054635006009781
521 => 0.005632615574936
522 => 0.0059826785098437
523 => 0.0059139527794253
524 => 0.0059636141629487
525 => 0.0062078990182065
526 => 0.006285549827791
527 => 0.0062304351224081
528 => 0.0061549907143531
529 => 0.0061583098854206
530 => 0.0064161262663202
531 => 0.0064322059577529
601 => 0.0064728341504983
602 => 0.006525052859702
603 => 0.0062393281943856
604 => 0.006144852279379
605 => 0.0061000843495247
606 => 0.0059622164529426
607 => 0.0061108951595062
608 => 0.0060242664442486
609 => 0.0060359556175952
610 => 0.0060283430281186
611 => 0.0060325000167338
612 => 0.0058117961655566
613 => 0.0058922090490727
614 => 0.005758507033892
615 => 0.0055794950443205
616 => 0.0055788949333618
617 => 0.0056227078642033
618 => 0.0055966462185386
619 => 0.0055265150001612
620 => 0.0055364768087217
621 => 0.0054492008834241
622 => 0.0055470736862344
623 => 0.0055498803280133
624 => 0.0055121939677637
625 => 0.0056629805243372
626 => 0.0057247578995954
627 => 0.0056999519299591
628 => 0.0057230174466381
629 => 0.0059168086438022
630 => 0.0059484050646427
701 => 0.0059624381076376
702 => 0.0059436356890463
703 => 0.0057265595939747
704 => 0.00573618784187
705 => 0.0056655421472575
706 => 0.0056058539797697
707 => 0.0056082411934461
708 => 0.0056389286704534
709 => 0.0057729426823411
710 => 0.0060549672698012
711 => 0.006065669896738
712 => 0.0060786417928031
713 => 0.0060258785723538
714 => 0.0060099646801903
715 => 0.0060309592116781
716 => 0.0061368728185798
717 => 0.0064093113707947
718 => 0.0063130133908828
719 => 0.0062347216342471
720 => 0.0063034046121227
721 => 0.0062928314060337
722 => 0.0062035829061443
723 => 0.0062010779980038
724 => 0.0060297815922447
725 => 0.005966457211266
726 => 0.0059135386187724
727 => 0.0058557528972442
728 => 0.0058214955845274
729 => 0.0058741303865306
730 => 0.0058861685885054
731 => 0.0057710816740265
801 => 0.0057553957528438
802 => 0.0058493782115309
803 => 0.0058080200354819
804 => 0.0058505579451817
805 => 0.0058604271051155
806 => 0.0058588379430601
807 => 0.0058156552573087
808 => 0.0058431786134804
809 => 0.005778077671027
810 => 0.0057072901739542
811 => 0.0056621321610387
812 => 0.0056227258054287
813 => 0.005644590741832
814 => 0.0055666462359341
815 => 0.0055417102197844
816 => 0.0058338543197046
817 => 0.006049664307394
818 => 0.0060465263447028
819 => 0.006027424803839
820 => 0.0059990437887214
821 => 0.0061347965705495
822 => 0.0060875030158231
823 => 0.0061219130283953
824 => 0.0061306718207786
825 => 0.0061571820473433
826 => 0.0061666571747092
827 => 0.0061380167589103
828 => 0.0060418960253571
829 => 0.0058023722962274
830 => 0.0056908733537356
831 => 0.0056540768455515
901 => 0.0056554143287375
902 => 0.0056185205716805
903 => 0.005629387436596
904 => 0.0056147415195367
905 => 0.0055870056958541
906 => 0.0056428781328771
907 => 0.0056493169107562
908 => 0.0056362756163292
909 => 0.0056393473132685
910 => 0.0055313709654221
911 => 0.0055395801726366
912 => 0.0054938702636908
913 => 0.0054853002068047
914 => 0.005369749537407
915 => 0.0051650347772316
916 => 0.0052784666265114
917 => 0.0051414569035131
918 => 0.0050895692453776
919 => 0.0053351973488047
920 => 0.0053105430998837
921 => 0.0052683457426753
922 => 0.0052059270566644
923 => 0.005182775358853
924 => 0.0050421129718877
925 => 0.0050338018876611
926 => 0.005103517964845
927 => 0.0050713463940084
928 => 0.0050261653242271
929 => 0.0048625240694108
930 => 0.0046785371192398
1001 => 0.0046840905287648
1002 => 0.0047426133544153
1003 => 0.0049127763628724
1004 => 0.0048462907316182
1005 => 0.0047980546433086
1006 => 0.0047890214739398
1007 => 0.0049020905008125
1008 => 0.0050621068625309
1009 => 0.0051371829592849
1010 => 0.0050627848274967
1011 => 0.0049773202595782
1012 => 0.0049825220918228
1013 => 0.0050171275512836
1014 => 0.0050207640957781
1015 => 0.0049651354479628
1016 => 0.0049807945864761
1017 => 0.0049570069231727
1018 => 0.0048110220773882
1019 => 0.0048083816744509
1020 => 0.0047725546389717
1021 => 0.004771469810576
1022 => 0.0047105190857531
1023 => 0.0047019916580179
1024 => 0.0045809702944375
1025 => 0.0046606269224325
1026 => 0.0046071974385341
1027 => 0.0045266666035581
1028 => 0.0045127830572543
1029 => 0.0045123657010876
1030 => 0.0045950528622427
1031 => 0.0046596606748116
1101 => 0.0046081268672817
1102 => 0.004596393618248
1103 => 0.0047216740212451
1104 => 0.0047057309480075
1105 => 0.0046919243494055
1106 => 0.0050477791524139
1107 => 0.0047660923081362
1108 => 0.0046432607659081
1109 => 0.0044912334073237
1110 => 0.0045407342818673
1111 => 0.0045511648434528
1112 => 0.0041855664510483
1113 => 0.0040372432287822
1114 => 0.0039863442883432
1115 => 0.0039570512285152
1116 => 0.0039704004437179
1117 => 0.0038368921470997
1118 => 0.0039266119304506
1119 => 0.0038110050307545
1120 => 0.0037916231578031
1121 => 0.0039983426154063
1122 => 0.0040271064202943
1123 => 0.0039043910924286
1124 => 0.0039831941987253
1125 => 0.003954619096937
1126 => 0.0038129867792379
1127 => 0.0038075774664786
1128 => 0.0037365113480739
1129 => 0.0036253066338826
1130 => 0.0035744830954764
1201 => 0.0035480137554042
1202 => 0.0035589355209951
1203 => 0.0035534131421008
1204 => 0.0035173758843344
1205 => 0.0035554787555323
1206 => 0.003458141664815
1207 => 0.0034193812509932
1208 => 0.0034018740713047
1209 => 0.0033154818007792
1210 => 0.0034529703220023
1211 => 0.003480057292718
1212 => 0.0035071976331336
1213 => 0.003743435766954
1214 => 0.0037316339773903
1215 => 0.0038383164073409
1216 => 0.0038341709242894
1217 => 0.0038037433671268
1218 => 0.0036753745085476
1219 => 0.0037265400476223
1220 => 0.0035690604712404
1221 => 0.003687054877436
1222 => 0.0036332071580125
1223 => 0.003668848909333
1224 => 0.0036047618267717
1225 => 0.0036402302643519
1226 => 0.003486480618335
1227 => 0.0033429113622004
1228 => 0.0034006878219168
1229 => 0.0034634974411682
1230 => 0.0035996846992986
1231 => 0.0035185726918766
]
'min_raw' => 0.0033154818007792
'max_raw' => 0.0098967939207429
'avg_raw' => 0.0066061378607611
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.003315'
'max' => '$0.009896'
'avg' => '$0.0066061'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0062807081992208
'max_diff' => 0.00030060392074295
'year' => 2026
]
1 => [
'items' => [
101 => 0.0035477436369301
102 => 0.0034500258541581
103 => 0.0032484061565947
104 => 0.0032495473021871
105 => 0.0032185325042408
106 => 0.0031917311905806
107 => 0.0035278893816582
108 => 0.0034860827967231
109 => 0.0034194694751396
110 => 0.0035086340531873
111 => 0.0035322105828553
112 => 0.0035328817735102
113 => 0.003597933947983
114 => 0.0036326523051603
115 => 0.0036387715660908
116 => 0.0037411325681689
117 => 0.0037754426258912
118 => 0.0039167608979083
119 => 0.0036297066951175
120 => 0.0036237950027123
121 => 0.0035098887816542
122 => 0.003437647655473
123 => 0.0035148351933688
124 => 0.0035832128147948
125 => 0.0035120134649538
126 => 0.0035213105969427
127 => 0.0034257312869818
128 => 0.0034598963928683
129 => 0.0034893239845945
130 => 0.0034730757981172
131 => 0.0034487514765395
201 => 0.0035776066296059
202 => 0.0035703361168825
203 => 0.0036903289977852
204 => 0.003783872029222
205 => 0.0039515178643739
206 => 0.0037765706958179
207 => 0.0037701949256437
208 => 0.0038325191018021
209 => 0.0037754330843846
210 => 0.0038115094768501
211 => 0.0039457053998088
212 => 0.0039485407481978
213 => 0.0039010450095428
214 => 0.0038981548895292
215 => 0.0039072769656843
216 => 0.0039607052506478
217 => 0.0039420357661962
218 => 0.0039636405662572
219 => 0.0039906576995578
220 => 0.0041024120179163
221 => 0.0041293556057301
222 => 0.0040638966559912
223 => 0.0040698068662399
224 => 0.0040453234221492
225 => 0.0040216727219342
226 => 0.0040748360421101
227 => 0.004171993054659
228 => 0.0041713886459264
301 => 0.0041939271843753
302 => 0.0042079685071097
303 => 0.0041476928710575
304 => 0.004108455648384
305 => 0.0041235016962864
306 => 0.0041475606545425
307 => 0.0041156997003824
308 => 0.0039190391318768
309 => 0.0039786933856357
310 => 0.0039687640008662
311 => 0.0039546233495001
312 => 0.0040146061629473
313 => 0.0040088206742613
314 => 0.0038355228265481
315 => 0.0038466167924952
316 => 0.0038361974873617
317 => 0.0038698643938373
318 => 0.0037736149609495
319 => 0.003803220638256
320 => 0.0038217890415266
321 => 0.0038327259737022
322 => 0.0038722376722451
323 => 0.0038676014304634
324 => 0.0038719494769463
325 => 0.0039305348951837
326 => 0.0042268398365405
327 => 0.0042429670607386
328 => 0.0041635507105323
329 => 0.0041952759760214
330 => 0.0041343704038351
331 => 0.0041752567224757
401 => 0.0042032301032896
402 => 0.004076823774363
403 => 0.0040693388119343
404 => 0.0040081818607862
405 => 0.0040410441422264
406 => 0.0039887578895734
407 => 0.0040015871070789
408 => 0.0039657154965023
409 => 0.0040302772535739
410 => 0.0041024673298627
411 => 0.0041207053940058
412 => 0.0040727288992257
413 => 0.0040379907551998
414 => 0.0039770020177464
415 => 0.0040784276473541
416 => 0.0041080875923414
417 => 0.0040782718562897
418 => 0.0040713628987598
419 => 0.0040582704367249
420 => 0.0040741405264725
421 => 0.0041079260579112
422 => 0.0040919934252055
423 => 0.0041025172098045
424 => 0.0040624113949928
425 => 0.0041477128248011
426 => 0.0042831920242435
427 => 0.0042836276120228
428 => 0.0042676948934343
429 => 0.0042611755682631
430 => 0.0042775235044131
501 => 0.004286391589147
502 => 0.0043392578169574
503 => 0.0043959853856813
504 => 0.0046607081967384
505 => 0.004586375090699
506 => 0.0048212529170994
507 => 0.0050070107827134
508 => 0.0050627114444041
509 => 0.0050114694565673
510 => 0.0048361733842156
511 => 0.0048275725226119
512 => 0.0050895388627982
513 => 0.0050155213728771
514 => 0.0050067172279727
515 => 0.0049130560010272
516 => 0.0049684213863206
517 => 0.0049563121643958
518 => 0.0049371971651839
519 => 0.0050428304635375
520 => 0.0052405665681058
521 => 0.0052097475418514
522 => 0.005186742568406
523 => 0.0050859414714152
524 => 0.0051466462465438
525 => 0.0051250304388438
526 => 0.0052179056664532
527 => 0.0051628884390556
528 => 0.0050149606175927
529 => 0.0050385186107372
530 => 0.0050349578674655
531 => 0.0051082377116796
601 => 0.0050862409213641
602 => 0.0050306626411205
603 => 0.0052398907275971
604 => 0.0052263046194491
605 => 0.0052455666145863
606 => 0.0052540463405426
607 => 0.0053813997897685
608 => 0.0054335724230605
609 => 0.0054454165242283
610 => 0.0054949764906794
611 => 0.0054441834271149
612 => 0.0056473918962136
613 => 0.0057825136706214
614 => 0.0059394645648989
615 => 0.0061688120058617
616 => 0.0062550487652461
617 => 0.0062394708665386
618 => 0.0064133594787705
619 => 0.0067258334496244
620 => 0.0063026307900209
621 => 0.0067482642181997
622 => 0.0066071818199236
623 => 0.0062726779915751
624 => 0.0062511398885705
625 => 0.0064776697647975
626 => 0.0069800912275762
627 => 0.0068542403495672
628 => 0.0069802970745278
629 => 0.0068332452089641
630 => 0.0068259428443884
701 => 0.0069731550936433
702 => 0.0073171245381493
703 => 0.0071537175485663
704 => 0.0069194335599614
705 => 0.0070924252112847
706 => 0.0069425638332869
707 => 0.0066048842050995
708 => 0.0068541441137726
709 => 0.0066874711113564
710 => 0.0067361151542856
711 => 0.0070864370146264
712 => 0.0070442853615535
713 => 0.0070988335037678
714 => 0.0070025574605331
715 => 0.0069126204548132
716 => 0.0067447463548275
717 => 0.0066950471099148
718 => 0.0067087821932171
719 => 0.0066950403034896
720 => 0.0066011162873902
721 => 0.0065808334050561
722 => 0.0065470277125525
723 => 0.0065575055102334
724 => 0.0064939409181225
725 => 0.0066139004365507
726 => 0.0066361659802506
727 => 0.0067234625139691
728 => 0.0067325259296948
729 => 0.0069756455335123
730 => 0.0068417393411886
731 => 0.0069315751759038
801 => 0.0069235394132792
802 => 0.0062799277038397
803 => 0.0063686117187663
804 => 0.006506576215415
805 => 0.0064444233966812
806 => 0.0063565538525114
807 => 0.0062855944843273
808 => 0.0061780837855606
809 => 0.0063294030295147
810 => 0.0065283717443068
811 => 0.0067375721046503
812 => 0.0069889126302526
813 => 0.0069328163508644
814 => 0.006732873468353
815 => 0.0067418427600041
816 => 0.006797287391705
817 => 0.0067254815559764
818 => 0.0067043046132036
819 => 0.0067943780049621
820 => 0.0067949982909077
821 => 0.0067123769988768
822 => 0.0066205585523212
823 => 0.0066201738296776
824 => 0.006603835623974
825 => 0.0068361517394632
826 => 0.0069639021131737
827 => 0.0069785484876396
828 => 0.006962916295476
829 => 0.0069689325058202
830 => 0.0068945973781455
831 => 0.0070645054366126
901 => 0.0072204298732275
902 => 0.007178638793375
903 => 0.007115988023724
904 => 0.0070660836680271
905 => 0.007166882913156
906 => 0.0071623944814432
907 => 0.0072190680092991
908 => 0.0072164969707134
909 => 0.0071974397948947
910 => 0.0071786394739667
911 => 0.0072531806213541
912 => 0.0072317139680007
913 => 0.0072102139710055
914 => 0.0071670924355466
915 => 0.0071729533683883
916 => 0.0071103134162761
917 => 0.0070813333082197
918 => 0.0066455420160546
919 => 0.0065290843428968
920 => 0.0065657242975868
921 => 0.0065777871220267
922 => 0.0065271045934239
923 => 0.006599770320167
924 => 0.0065884454436261
925 => 0.0066325039134154
926 => 0.0066049780942875
927 => 0.0066061077635059
928 => 0.0066870553284378
929 => 0.0067105547509132
930 => 0.0066986027549786
1001 => 0.0067069735232407
1002 => 0.0068998743447605
1003 => 0.0068724500165614
1004 => 0.0068578813887928
1005 => 0.0068619169982485
1006 => 0.006911207293987
1007 => 0.0069250058856435
1008 => 0.0068665402831854
1009 => 0.0068941129992902
1010 => 0.007011514124966
1011 => 0.0070525978746243
1012 => 0.007183717482215
1013 => 0.0071280155424453
1014 => 0.0072302588636161
1015 => 0.0075445199755784
1016 => 0.0077955734970287
1017 => 0.0075646943034774
1018 => 0.0080257221241478
1019 => 0.0083846984130527
1020 => 0.0083709203051783
1021 => 0.0083083244859365
1022 => 0.0078996395248967
1023 => 0.0075235615305984
1024 => 0.007838166741944
1025 => 0.0078389687353269
1026 => 0.0078119438686628
1027 => 0.0076440947428217
1028 => 0.0078061030829176
1029 => 0.0078189627166265
1030 => 0.0078117647414021
1031 => 0.0076830752101628
1101 => 0.0074865900817614
1102 => 0.0075249828055321
1103 => 0.0075878708702589
1104 => 0.0074688106439065
1105 => 0.0074307636874734
1106 => 0.0075015002182122
1107 => 0.0077294280587939
1108 => 0.007686339620828
1109 => 0.0076852144075786
1110 => 0.0078695650175381
1111 => 0.0077376097661588
1112 => 0.0075254670607294
1113 => 0.00747189822979
1114 => 0.0072817649682434
1115 => 0.0074130906892251
1116 => 0.0074178168681285
1117 => 0.0073458911128632
1118 => 0.0075313034393637
1119 => 0.0075295948321338
1120 => 0.0077056162411632
1121 => 0.0080421030646052
1122 => 0.0079425873534025
1123 => 0.0078268614085522
1124 => 0.0078394440274898
1125 => 0.0079774443006856
1126 => 0.0078940061852716
1127 => 0.0079240111133257
1128 => 0.0079773988846334
1129 => 0.0080096090526071
1130 => 0.0078348094800047
1201 => 0.0077940553380011
1202 => 0.0077106866662217
1203 => 0.0076889373359044
1204 => 0.0077568393795243
1205 => 0.0077389495900451
1206 => 0.0074174196510924
1207 => 0.0073838179834961
1208 => 0.0073848484986692
1209 => 0.0073003555078262
1210 => 0.0071714834161493
1211 => 0.0075101515785234
1212 => 0.0074829517854268
1213 => 0.007452925318945
1214 => 0.0074566033897604
1215 => 0.007603607760518
1216 => 0.0075183378015799
1217 => 0.0077450419628882
1218 => 0.0076984384026741
1219 => 0.0076506396369918
1220 => 0.0076440323915885
1221 => 0.0076256339447999
1222 => 0.0075625388250012
1223 => 0.0074863476764154
1224 => 0.0074360396805548
1225 => 0.0068593535377415
1226 => 0.0069663831314187
1227 => 0.0070895109228898
1228 => 0.007132014143102
1229 => 0.0070593094437958
1230 => 0.0075654096496702
1231 => 0.0076578790341864
]
'min_raw' => 0.0031917311905806
'max_raw' => 0.0083846984130527
'avg_raw' => 0.0057882148018167
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.003191'
'max' => '$0.008384'
'avg' => '$0.005788'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0001237506101986
'max_diff' => -0.0015120955076902
'year' => 2027
]
2 => [
'items' => [
101 => 0.0073777832368581
102 => 0.0073253887494141
103 => 0.0075688446235443
104 => 0.0074220109701736
105 => 0.0074881301552956
106 => 0.0073452166423223
107 => 0.0076356058672761
108 => 0.0076333935879169
109 => 0.0075204256206718
110 => 0.0076159053730161
111 => 0.007599313416405
112 => 0.0074717728596131
113 => 0.0076396491304163
114 => 0.0076397323949522
115 => 0.0075310031826142
116 => 0.0074040312664886
117 => 0.0073813316868281
118 => 0.0073642306028134
119 => 0.0074839243369435
120 => 0.0075912413646921
121 => 0.0077909317471846
122 => 0.0078411386538697
123 => 0.0080370995531247
124 => 0.0079204143787814
125 => 0.0079721394052418
126 => 0.0080282942384163
127 => 0.0080552169304657
128 => 0.0080113478485224
129 => 0.0083157557857894
130 => 0.008341457142513
131 => 0.0083500745851065
201 => 0.008247429941392
202 => 0.0083386024092885
203 => 0.0082959458308745
204 => 0.0084069263975689
205 => 0.0084243295674976
206 => 0.0084095897017037
207 => 0.0084151137425294
208 => 0.008155355269312
209 => 0.0081418854221405
210 => 0.0079582231001813
211 => 0.008033066853943
212 => 0.00789315004364
213 => 0.0079375191054899
214 => 0.0079570765651894
215 => 0.0079468608581185
216 => 0.0080372984074861
217 => 0.0079604080153529
218 => 0.0077574816285627
219 => 0.007554499954614
220 => 0.0075519516850429
221 => 0.0074985101932164
222 => 0.0074598817829232
223 => 0.0074673229851622
224 => 0.0074935467524235
225 => 0.0074583576098978
226 => 0.0074658669975905
227 => 0.007590572868077
228 => 0.0076155817410415
229 => 0.0075305918191107
301 => 0.0071893450185713
302 => 0.0071056021977662
303 => 0.0071657948766686
304 => 0.0071370266530583
305 => 0.0057601375311098
306 => 0.0060836172066266
307 => 0.0058914165677663
308 => 0.0059799914648793
309 => 0.0057838043827172
310 => 0.0058774351413709
311 => 0.0058601449590954
312 => 0.0063802907048669
313 => 0.0063721693444837
314 => 0.0063760566099263
315 => 0.0061905073021357
316 => 0.0064860923876589
317 => 0.0066317082296835
318 => 0.0066047586127649
319 => 0.0066115412507366
320 => 0.0064949930584279
321 => 0.0063771850511896
322 => 0.00624651784064
323 => 0.0064892813668858
324 => 0.0064622902068789
325 => 0.006524198216822
326 => 0.0066816477166877
327 => 0.0067048327536354
328 => 0.0067359936784126
329 => 0.0067248247050656
330 => 0.0069909149630332
331 => 0.0069586896770733
401 => 0.0070363433443892
402 => 0.0068766038591225
403 => 0.006695843468932
404 => 0.0067302001096048
405 => 0.0067268912888294
406 => 0.0066847662026702
407 => 0.0066467375584256
408 => 0.0065834305802623
409 => 0.0067837432268407
410 => 0.0067756108992035
411 => 0.0069072638308535
412 => 0.006883992896376
413 => 0.0067285839005717
414 => 0.0067341343632599
415 => 0.0067714638922998
416 => 0.006900661818528
417 => 0.0069390165594981
418 => 0.0069212491153085
419 => 0.0069633033378218
420 => 0.0069965412806075
421 => 0.0069674775116953
422 => 0.0073789591894277
423 => 0.0072080833084307
424 => 0.0072913670238819
425 => 0.0073112296992809
426 => 0.0072603518739135
427 => 0.0072713854524374
428 => 0.0072880983174308
429 => 0.0073895755609565
430 => 0.0076558812106451
501 => 0.0077738261700883
502 => 0.0081286693998749
503 => 0.0077640324830796
504 => 0.0077423964374545
505 => 0.0078063144183781
506 => 0.0080146449582333
507 => 0.0081834772932935
508 => 0.008239488719004
509 => 0.0082468915535595
510 => 0.0083519727117616
511 => 0.0084122032719954
512 => 0.008339213095247
513 => 0.0082773615628428
514 => 0.0080558170510656
515 => 0.0080814614315495
516 => 0.0082581257827749
517 => 0.0085076745843593
518 => 0.0087218134172462
519 => 0.008646829461461
520 => 0.0092189041136791
521 => 0.0092756229787311
522 => 0.0092677862655214
523 => 0.0093970002810087
524 => 0.009140536774243
525 => 0.0090308936563542
526 => 0.0082907345661933
527 => 0.0084986890798316
528 => 0.0088009631781452
529 => 0.0087609560677637
530 => 0.0085414365377585
531 => 0.0087216468919979
601 => 0.0086620637131876
602 => 0.0086150679879515
603 => 0.0088303645158276
604 => 0.0085936371395339
605 => 0.0087986016414796
606 => 0.0085357325476479
607 => 0.0086471719818549
608 => 0.0085839135692801
609 => 0.0086248495148754
610 => 0.0083855388133839
611 => 0.0085146650589698
612 => 0.0083801667370398
613 => 0.008380102967323
614 => 0.0083771339094118
615 => 0.0085353705887056
616 => 0.0085405306811365
617 => 0.008423593536056
618 => 0.0084067410665484
619 => 0.0084690534790549
620 => 0.0083961019636565
621 => 0.0084302355185601
622 => 0.0083971358342621
623 => 0.0083896843981406
624 => 0.0083303100873673
625 => 0.0083047300017555
626 => 0.0083147606124415
627 => 0.008280520967036
628 => 0.008259890342177
629 => 0.0083730299588621
630 => 0.0083125840257064
701 => 0.0083637657526892
702 => 0.0083054377151434
703 => 0.0081032473246931
704 => 0.0079869654930205
705 => 0.0076050465885191
706 => 0.0077133583160667
707 => 0.0077851691034875
708 => 0.0077614356386733
709 => 0.0078124243047258
710 => 0.0078155545947086
711 => 0.007798977659607
712 => 0.0077797836923963
713 => 0.0077704411306511
714 => 0.0078400729316827
715 => 0.0078804965358802
716 => 0.0077923762767095
717 => 0.0077717309329193
718 => 0.0078608253801937
719 => 0.0079151729415629
720 => 0.0083164447994562
721 => 0.0082867172841325
722 => 0.0083613275138649
723 => 0.0083529275469843
724 => 0.0084311309540855
725 => 0.0085589604734703
726 => 0.0082990473188653
727 => 0.0083441592553841
728 => 0.0083330988503364
729 => 0.0084538534524527
730 => 0.0084542304351397
731 => 0.0083818320190312
801 => 0.0084210803749338
802 => 0.0083991730193913
803 => 0.0084387625718132
804 => 0.0082863202550413
805 => 0.0084719785417383
806 => 0.0085772348267398
807 => 0.0085786963103592
808 => 0.0086285869540843
809 => 0.0086792787375803
810 => 0.008776577201677
811 => 0.0086765651362255
812 => 0.0084966531664566
813 => 0.0085096422295618
814 => 0.0084041599075134
815 => 0.008405933084404
816 => 0.0083964677271958
817 => 0.0084248739766965
818 => 0.0082925538293847
819 => 0.0083236091034811
820 => 0.0082801315378868
821 => 0.0083440647436475
822 => 0.0082752831827865
823 => 0.0083330935166742
824 => 0.0083580425403372
825 => 0.0084501049747679
826 => 0.0082616854863674
827 => 0.0078774853946407
828 => 0.0079582489118975
829 => 0.0078387933260373
830 => 0.0078498493953082
831 => 0.0078721844147957
901 => 0.0077997893090731
902 => 0.007813600013813
903 => 0.0078131065982552
904 => 0.0078088546095432
905 => 0.0077900218465132
906 => 0.0077627106141709
907 => 0.0078715101578684
908 => 0.0078899973204408
909 => 0.0079310919927645
910 => 0.0080533618628171
911 => 0.0080411442194768
912 => 0.00806107170267
913 => 0.0080175701187472
914 => 0.0078518673090208
915 => 0.0078608657688092
916 => 0.0077486548310572
917 => 0.0079282225068016
918 => 0.0078856985110078
919 => 0.0078582830142846
920 => 0.0078508024420009
921 => 0.0079733753954117
922 => 0.0080100511441679
923 => 0.007987197278761
924 => 0.0079403233340577
925 => 0.0080303351649258
926 => 0.0080544185335718
927 => 0.0080598099116512
928 => 0.0082192936178929
929 => 0.0080687232791872
930 => 0.0081049670562541
1001 => 0.0083877306586878
1002 => 0.0081313030899903
1003 => 0.0082671384921465
1004 => 0.0082604900560643
1005 => 0.0083299788513881
1006 => 0.0082547899466218
1007 => 0.0082557220032095
1008 => 0.0083174233458782
1009 => 0.0082307749379958
1010 => 0.0082093195736647
1011 => 0.0081796791415077
1012 => 0.0082443979407491
1013 => 0.0082831939339148
1014 => 0.0085958611463132
1015 => 0.0087978584248797
1016 => 0.0087890891902872
1017 => 0.0088692235791433
1018 => 0.0088331223030168
1019 => 0.0087165417593687
1020 => 0.0089155305318933
1021 => 0.0088525621582226
1022 => 0.0088577531944414
1023 => 0.0088575599838141
1024 => 0.0088994284475143
1025 => 0.0088697608037944
1026 => 0.0088112828327012
1027 => 0.0088501032389655
1028 => 0.0089653859670212
1029 => 0.0093232270922123
1030 => 0.0095234797266335
1031 => 0.0093111716321755
1101 => 0.009457618912814
1102 => 0.0093698027289324
1103 => 0.009353843916016
1104 => 0.009445823630626
1105 => 0.0095379643435503
1106 => 0.0095320953784723
1107 => 0.0094652059523672
1108 => 0.0094274218128168
1109 => 0.0097135359761078
1110 => 0.0099243400177931
1111 => 0.0099099645953984
1112 => 0.0099734130347108
1113 => 0.010159699614918
1114 => 0.010176731325193
1115 => 0.010174585721168
1116 => 0.010132370850177
1117 => 0.010315794180761
1118 => 0.01046880915016
1119 => 0.010122599327247
1120 => 0.010254431495593
1121 => 0.010313615203331
1122 => 0.010400514445304
1123 => 0.010547128032518
1124 => 0.010706389275565
1125 => 0.010728910561543
1126 => 0.010712930631399
1127 => 0.010607893560437
1128 => 0.010782159112961
1129 => 0.0108842397866
1130 => 0.010945026491677
1201 => 0.011099171461809
1202 => 0.010313980701761
1203 => 0.0097581836552862
1204 => 0.0096713879206726
1205 => 0.0098478904600832
1206 => 0.0098944327721444
1207 => 0.0098756716245116
1208 => 0.0092500715178475
1209 => 0.0096680942655819
1210 => 0.010117851593793
1211 => 0.010135128604464
1212 => 0.010360286526949
1213 => 0.010433607176045
1214 => 0.010614888815769
1215 => 0.010603549599847
1216 => 0.010647688794298
1217 => 0.010637541957878
1218 => 0.010973328022114
1219 => 0.011343749915678
1220 => 0.011330923383374
1221 => 0.011277670853541
1222 => 0.011356759941248
1223 => 0.01173907503223
1224 => 0.011703877585127
1225 => 0.011738068906876
1226 => 0.012188839945477
1227 => 0.012774906417092
1228 => 0.012502619700915
1229 => 0.013093403526626
1230 => 0.013465270628807
1231 => 0.014108376330251
]
'min_raw' => 0.0057601375311098
'max_raw' => 0.014108376330251
'avg_raw' => 0.0099342569306806
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.00576'
'max' => '$0.0141083'
'avg' => '$0.009934'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0025684063405292
'max_diff' => 0.0057236779171987
'year' => 2028
]
3 => [
'items' => [
101 => 0.014027856329068
102 => 0.014278212659313
103 => 0.013883708721919
104 => 0.012977847939262
105 => 0.01283449200291
106 => 0.013121494217836
107 => 0.013827061157964
108 => 0.013099273403992
109 => 0.013246503918748
110 => 0.013204101520593
111 => 0.013201842076994
112 => 0.013288075849349
113 => 0.013162989264897
114 => 0.012653364017194
115 => 0.012886922264976
116 => 0.012796734209119
117 => 0.012896804581057
118 => 0.013436843106247
119 => 0.01319807920135
120 => 0.012946560823146
121 => 0.01326202068581
122 => 0.013663709494752
123 => 0.013638572530992
124 => 0.013589796314863
125 => 0.013864745291342
126 => 0.014318880447994
127 => 0.014441631355975
128 => 0.014532243566714
129 => 0.014544737459669
130 => 0.014673432322017
131 => 0.013981407611888
201 => 0.015079668599318
202 => 0.015269307933
203 => 0.015233663598013
204 => 0.015444439736157
205 => 0.015382424049441
206 => 0.015292573049351
207 => 0.01562669806168
208 => 0.015243650697543
209 => 0.014699963188473
210 => 0.014401685468078
211 => 0.014794481631672
212 => 0.015034348542082
213 => 0.015192885311462
214 => 0.015240858442086
215 => 0.014035127520194
216 => 0.013385305426196
217 => 0.013801833938223
218 => 0.014310027470158
219 => 0.013978584571159
220 => 0.013991576505295
221 => 0.013519026032984
222 => 0.014351837701438
223 => 0.014230504046393
224 => 0.014859983263402
225 => 0.014709752996377
226 => 0.015223068861606
227 => 0.015087895591203
228 => 0.015648992279209
301 => 0.015872828939141
302 => 0.016248685528561
303 => 0.01652516716575
304 => 0.016687522471359
305 => 0.016677775267789
306 => 0.017321107873702
307 => 0.016941757112324
308 => 0.016465203149925
309 => 0.016456583792254
310 => 0.016703397842202
311 => 0.017220652380767
312 => 0.017354768956869
313 => 0.01742972182639
314 => 0.01731492889759
315 => 0.016903170834429
316 => 0.016725375790417
317 => 0.016876862319134
318 => 0.016691607311899
319 => 0.017011409427761
320 => 0.017450566038885
321 => 0.017359881935301
322 => 0.01766302529746
323 => 0.017976746785684
324 => 0.018425382603957
325 => 0.01854267261979
326 => 0.018736548555822
327 => 0.018936110578926
328 => 0.019000204522399
329 => 0.019122579747673
330 => 0.01912193476983
331 => 0.019490720747996
401 => 0.019897503102264
402 => 0.020051054023967
403 => 0.020404135901575
404 => 0.019799495559635
405 => 0.020258122204604
406 => 0.020671814918536
407 => 0.020178593410438
408 => 0.020858384353479
409 => 0.020884779095358
410 => 0.021283308360448
411 => 0.02087932260131
412 => 0.020639437147102
413 => 0.02133197746501
414 => 0.021667075910029
415 => 0.021566141531268
416 => 0.020798025925148
417 => 0.020350949696357
418 => 0.01918086497105
419 => 0.020566880872075
420 => 0.021241968786827
421 => 0.020796277610538
422 => 0.02102105831555
423 => 0.022247388956711
424 => 0.022714296265837
425 => 0.022617182809467
426 => 0.02263359338497
427 => 0.022885528094007
428 => 0.024002745336855
429 => 0.023333282868047
430 => 0.02384506184117
501 => 0.024116507563158
502 => 0.024368641477575
503 => 0.023749480271509
504 => 0.022943960639702
505 => 0.022688818758894
506 => 0.020751962406669
507 => 0.020651140622194
508 => 0.020594546299356
509 => 0.020237727099288
510 => 0.019957364949039
511 => 0.019734410557982
512 => 0.019149311656031
513 => 0.019346765359681
514 => 0.018414239829602
515 => 0.019010836617071
516 => 0.017522503354448
517 => 0.018762031521622
518 => 0.018087412694659
519 => 0.01854040109315
520 => 0.018538820659301
521 => 0.017704725397578
522 => 0.017223636657741
523 => 0.017530205127019
524 => 0.017858870861521
525 => 0.01791219577118
526 => 0.018338319475015
527 => 0.018457241441257
528 => 0.018096902331608
529 => 0.017491660955717
530 => 0.017632244723251
531 => 0.017220787732179
601 => 0.01649972518179
602 => 0.017017604894024
603 => 0.017194431797344
604 => 0.017272528631456
605 => 0.016563446427742
606 => 0.016340637404412
607 => 0.016222015749939
608 => 0.017400127347491
609 => 0.017464666960241
610 => 0.017134473176428
611 => 0.018626980389522
612 => 0.018289180040551
613 => 0.018666585793446
614 => 0.017619488219876
615 => 0.017659488757291
616 => 0.01716377598548
617 => 0.017441342014154
618 => 0.017245167291458
619 => 0.017418917421998
620 => 0.017523062533846
621 => 0.018018693964069
622 => 0.018767690836411
623 => 0.017944663156245
624 => 0.017586058210023
625 => 0.017808534701788
626 => 0.018401018916969
627 => 0.019298662831676
628 => 0.018767239567402
629 => 0.019003076187934
630 => 0.01905459599788
701 => 0.018662744157163
702 => 0.019313110967975
703 => 0.019661647825459
704 => 0.020019174521698
705 => 0.020329604934372
706 => 0.01987637049704
707 => 0.02036139631359
708 => 0.019970551124033
709 => 0.019619922584167
710 => 0.019620454342929
711 => 0.019400499938006
712 => 0.018974310562429
713 => 0.018895714702654
714 => 0.019304580290764
715 => 0.019632451772713
716 => 0.019659456838365
717 => 0.019840983337417
718 => 0.019948408849685
719 => 0.021001324907807
720 => 0.021424816456563
721 => 0.021942653906096
722 => 0.022144380776409
723 => 0.022751506332964
724 => 0.022261203137719
725 => 0.022155122957276
726 => 0.020682434946328
727 => 0.020923587525619
728 => 0.021309696072827
729 => 0.020688801734058
730 => 0.021082616281831
731 => 0.021160363615693
801 => 0.020667703982015
802 => 0.020930854778929
803 => 0.0202320042811
804 => 0.018782923867526
805 => 0.019314724208717
806 => 0.019706308261892
807 => 0.019147469536045
808 => 0.020149166322081
809 => 0.019563995738898
810 => 0.01937852475717
811 => 0.018654936332272
812 => 0.018996442215351
813 => 0.019458333812109
814 => 0.019172938505974
815 => 0.019765176618525
816 => 0.020603943730031
817 => 0.021201699123136
818 => 0.02124758735986
819 => 0.020863270688595
820 => 0.021479140606974
821 => 0.021483626546969
822 => 0.020788922763135
823 => 0.020363420563664
824 => 0.020266745568679
825 => 0.020508258660399
826 => 0.020801500139523
827 => 0.021263860221095
828 => 0.021543254734931
829 => 0.022271767447615
830 => 0.022468882099572
831 => 0.022685451340643
901 => 0.022974854634195
902 => 0.023322357489585
903 => 0.02256204102534
904 => 0.022592249815871
905 => 0.021884253651664
906 => 0.021127658213287
907 => 0.021701819840062
908 => 0.02245245978955
909 => 0.022280262155754
910 => 0.022260886404273
911 => 0.022293471043878
912 => 0.022163639651445
913 => 0.021576417075246
914 => 0.021281517573687
915 => 0.021662013167585
916 => 0.021864229641831
917 => 0.022177849758257
918 => 0.02213918945919
919 => 0.022947041198763
920 => 0.023260947956592
921 => 0.023180637175112
922 => 0.023195416291691
923 => 0.0237637294826
924 => 0.024395810633413
925 => 0.024987838041603
926 => 0.025590073749383
927 => 0.024864055097995
928 => 0.024495427601425
929 => 0.02487575708285
930 => 0.024673948906481
1001 => 0.025833598548091
1002 => 0.02591389017322
1003 => 0.027073455958962
1004 => 0.028174021968157
1005 => 0.02748277617647
1006 => 0.028134589823636
1007 => 0.028839579426193
1008 => 0.030199618749966
1009 => 0.02974160535248
1010 => 0.02939077426799
1011 => 0.029059240588351
1012 => 0.029749109546191
1013 => 0.030636614939526
1014 => 0.030827775100829
1015 => 0.031137527590943
1016 => 0.030811860722321
1017 => 0.031204090594547
1018 => 0.032588834398045
1019 => 0.032214664398868
1020 => 0.031683282849208
1021 => 0.032776405089861
1022 => 0.033172001779349
1023 => 0.035948506521764
1024 => 0.039453958450755
1025 => 0.038002678334114
1026 => 0.037101821933199
1027 => 0.037313544556014
1028 => 0.038593616933445
1029 => 0.039004735553609
1030 => 0.037887173422915
1031 => 0.038281915260574
1101 => 0.040456981596232
1102 => 0.041623834900829
1103 => 0.040039091383879
1104 => 0.035666846872453
1105 => 0.031635437754633
1106 => 0.032704748989397
1107 => 0.032583522279966
1108 => 0.034920359712579
1109 => 0.032205740568134
1110 => 0.032251447792498
1111 => 0.034636608548464
1112 => 0.034000288550779
1113 => 0.032969531648239
1114 => 0.031642963420725
1115 => 0.029190679359458
1116 => 0.027018622979393
1117 => 0.03127852573541
1118 => 0.03109483098244
1119 => 0.030828813758103
1120 => 0.031420806304796
1121 => 0.034295354071523
1122 => 0.034229086441497
1123 => 0.033807525589312
1124 => 0.034127275780227
1125 => 0.032913477893802
1126 => 0.033226301246798
1127 => 0.031634799158832
1128 => 0.032354224569591
1129 => 0.032967320106862
1130 => 0.033090408113004
1201 => 0.033367731675871
1202 => 0.030998032194779
1203 => 0.032061957691068
1204 => 0.0326869142438
1205 => 0.029863337802443
1206 => 0.032631101216045
1207 => 0.030956780998919
1208 => 0.030388491569781
1209 => 0.031153618419676
1210 => 0.030855447742162
1211 => 0.030599098102804
1212 => 0.030456050599397
1213 => 0.031017875313991
1214 => 0.03099166551953
1215 => 0.030072411240975
1216 => 0.028873281508199
1217 => 0.029275748806611
1218 => 0.029129528663947
1219 => 0.028599608004159
1220 => 0.028956710545991
1221 => 0.027384211677222
1222 => 0.024678809104882
1223 => 0.026466080912891
1224 => 0.026397272892461
1225 => 0.026362576768364
1226 => 0.027705662135519
1227 => 0.027576555467718
1228 => 0.027342225601444
1229 => 0.028595304352401
1230 => 0.028137913752014
1231 => 0.029547483807627
]
'min_raw' => 0.012653364017194
'max_raw' => 0.041623834900829
'avg_raw' => 0.027138599459012
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.012653'
'max' => '$0.041623'
'avg' => '$0.027138'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.0068932264860843
'max_diff' => 0.027515458570578
'year' => 2029
]
4 => [
'items' => [
101 => 0.03047591781153
102 => 0.030240436916446
103 => 0.031113633584627
104 => 0.029285020840296
105 => 0.029892412642754
106 => 0.030017595251431
107 => 0.028579841555125
108 => 0.02759767891526
109 => 0.027532179864654
110 => 0.025829245197477
111 => 0.026738939151075
112 => 0.027539432184547
113 => 0.027156058142283
114 => 0.027034693373476
115 => 0.027654719656505
116 => 0.027702901008862
117 => 0.026604361069083
118 => 0.026832782308799
119 => 0.027785336850284
120 => 0.026808780378357
121 => 0.024911490672996
122 => 0.024440936593984
123 => 0.024378156005811
124 => 0.023101976023416
125 => 0.024472381267585
126 => 0.023874162653928
127 => 0.025763928086711
128 => 0.024684504206521
129 => 0.024637972400463
130 => 0.024567632750875
131 => 0.023469171921696
201 => 0.023709665032459
202 => 0.024509100760769
203 => 0.024794348434918
204 => 0.024764594765539
205 => 0.024505183089569
206 => 0.024623940426425
207 => 0.024241381666613
208 => 0.024106292206251
209 => 0.023679912710066
210 => 0.023053252641016
211 => 0.023140393567147
212 => 0.021898815995832
213 => 0.02122233863947
214 => 0.021035098623058
215 => 0.020784713447812
216 => 0.021063380294851
217 => 0.021895298762568
218 => 0.020891828589153
219 => 0.019171449362081
220 => 0.019274847085012
221 => 0.019507151069377
222 => 0.019074254131357
223 => 0.018664553509806
224 => 0.019020754960182
225 => 0.018291807602313
226 => 0.019595240874988
227 => 0.019559986657792
228 => 0.020045825978073
301 => 0.020349631275471
302 => 0.019649458423101
303 => 0.019473366844199
304 => 0.019573676610458
305 => 0.017915779616967
306 => 0.019910340423536
307 => 0.019927589468218
308 => 0.019779892675459
309 => 0.020841934729801
310 => 0.023083174723686
311 => 0.022239930084316
312 => 0.021913400272748
313 => 0.021292666862266
314 => 0.022119757276231
315 => 0.022056249637059
316 => 0.021769044008166
317 => 0.021595341147675
318 => 0.02191539399415
319 => 0.021555683058128
320 => 0.021491069089824
321 => 0.021099578742587
322 => 0.020959834500299
323 => 0.020856373426688
324 => 0.020742472950518
325 => 0.02099370901872
326 => 0.020424375035316
327 => 0.019737814063829
328 => 0.019680733947743
329 => 0.019838337166793
330 => 0.019768609474543
331 => 0.019680400118379
401 => 0.019511984435072
402 => 0.019462019099467
403 => 0.019624382200449
404 => 0.019441083725797
405 => 0.019711550609931
406 => 0.019637998583062
407 => 0.019227142939987
408 => 0.018715064690473
409 => 0.018710506119932
410 => 0.018600179701051
411 => 0.018459662418918
412 => 0.018420573725628
413 => 0.018990756667558
414 => 0.020171018293213
415 => 0.01993930469483
416 => 0.020106741516626
417 => 0.020930364961552
418 => 0.021192170087472
419 => 0.021006347010288
420 => 0.02075198092117
421 => 0.020763171738162
422 => 0.021632417666529
423 => 0.021686631468843
424 => 0.021823612257254
425 => 0.021999671281128
426 => 0.021036330623355
427 => 0.020717798479812
428 => 0.020566860278711
429 => 0.020102029039756
430 => 0.020603309679351
501 => 0.020311234917636
502 => 0.020350645781686
503 => 0.020324979404771
504 => 0.020338994982119
505 => 0.019594876538825
506 => 0.019865994189847
507 => 0.019415208510889
508 => 0.018811657089831
509 => 0.018809633773835
510 => 0.018957352129088
511 => 0.018869483471164
512 => 0.018633031171999
513 => 0.018666618105072
514 => 0.018372361229521
515 => 0.018702346217457
516 => 0.018711809006168
517 => 0.018584746811408
518 => 0.019093134214477
519 => 0.019301420948319
520 => 0.019217785889792
521 => 0.019295552889659
522 => 0.019948933440967
523 => 0.020055462979822
524 => 0.020102776364035
525 => 0.020039382697012
526 => 0.019307495486709
527 => 0.019339957796711
528 => 0.019101770905
529 => 0.01890052808102
530 => 0.0189085767386
531 => 0.019012041709861
601 => 0.0194638793075
602 => 0.02041474489445
603 => 0.020450829548401
604 => 0.020494565201653
605 => 0.020316670320098
606 => 0.020263015521596
607 => 0.020333800050298
608 => 0.020690895170619
609 => 0.021609440770464
610 => 0.021284765407881
611 => 0.021020799284228
612 => 0.021252368739428
613 => 0.021216720436901
614 => 0.020915812888393
615 => 0.02090736741571
616 => 0.02032982962416
617 => 0.020116327052523
618 => 0.019937908323273
619 => 0.01974307972867
620 => 0.019627578807077
621 => 0.019805040716875
622 => 0.019845628355313
623 => 0.019457604788036
624 => 0.019404718609612
625 => 0.019721587030722
626 => 0.019582145052637
627 => 0.019725564585092
628 => 0.019758839146851
629 => 0.01975348117603
630 => 0.0196078877361
701 => 0.019700684653052
702 => 0.019481192280368
703 => 0.019242527291762
704 => 0.019090273898385
705 => 0.018957412619183
706 => 0.019031131778827
707 => 0.018768336435281
708 => 0.018684262915855
709 => 0.019669247145586
710 => 0.020396865586453
711 => 0.020386285726154
712 => 0.020321883547505
713 => 0.020226194973536
714 => 0.020683894955426
715 => 0.020524441433736
716 => 0.020640457193553
717 => 0.020669988073593
718 => 0.020759369153341
719 => 0.020791315206787
720 => 0.020694752045311
721 => 0.020370674281201
722 => 0.019563103305428
723 => 0.019187176836209
724 => 0.019063114839816
725 => 0.019067624257758
726 => 0.01894323438
727 => 0.018979872773763
728 => 0.018930493041852
729 => 0.018836979775853
730 => 0.019025357598165
731 => 0.019047066387326
801 => 0.019003096752651
802 => 0.019013453193341
803 => 0.018649403397909
804 => 0.018677081313181
805 => 0.018522967163807
806 => 0.018494072618673
807 => 0.018104485469308
808 => 0.017414275362649
809 => 0.017796718762054
810 => 0.017334780915252
811 => 0.017159838053168
812 => 0.017987990353079
813 => 0.017904866831537
814 => 0.017762595495584
815 => 0.017552146537764
816 => 0.017474088972193
817 => 0.016999835913805
818 => 0.016971814513074
819 => 0.017206867134721
820 => 0.017098398437498
821 => 0.016946067306288
822 => 0.016394339390608
823 => 0.015774014542548
824 => 0.015792738250488
825 => 0.015990052043101
826 => 0.016563768506516
827 => 0.016339607558865
828 => 0.016176976219393
829 => 0.01614652025819
830 => 0.016527740376519
831 => 0.017067246712038
901 => 0.01732037101389
902 => 0.017069532518254
903 => 0.016781382760571
904 => 0.016798921101164
905 => 0.016915595823812
906 => 0.016927856687471
907 => 0.016740300817493
908 => 0.016793096696277
909 => 0.016712894928648
910 => 0.016220696828749
911 => 0.016211794525899
912 => 0.016091001174417
913 => 0.016087343599741
914 => 0.015881843975557
915 => 0.015853093157581
916 => 0.015445061180828
917 => 0.015713629063562
918 => 0.015533487828271
919 => 0.015261972495666
920 => 0.015215163149984
921 => 0.015213756004529
922 => 0.015492541541397
923 => 0.015710371292247
924 => 0.015536621462184
925 => 0.015497061993878
926 => 0.015919453619381
927 => 0.01586570043485
928 => 0.015819150523718
929 => 0.017018939837049
930 => 0.01606921297482
1001 => 0.015655077854374
1002 => 0.015142507000695
1003 => 0.015309402655259
1004 => 0.015344570021883
1005 => 0.014111929516627
1006 => 0.01361184741716
1007 => 0.01344023808582
1008 => 0.013341474489433
1009 => 0.013386482300502
1010 => 0.012936349757202
1011 => 0.013238846270804
1012 => 0.012849069537063
1013 => 0.012783722199208
1014 => 0.013480691283209
1015 => 0.013577670459614
1016 => 0.013163927164004
1017 => 0.013429617338741
1018 => 0.013333274388011
1019 => 0.012855751140436
1020 => 0.012837513264802
1021 => 0.012597908884923
1022 => 0.012222974426962
1023 => 0.012051619318839
1024 => 0.011962376090755
1025 => 0.011999199585978
1026 => 0.011980580499976
1027 => 0.011859078369375
1028 => 0.011987544859877
1029 => 0.011659366062665
1030 => 0.011528682621299
1031 => 0.011469655942667
1101 => 0.011178378370874
1102 => 0.01164193051932
1103 => 0.01173325613224
1104 => 0.011824761684829
1105 => 0.012621255046624
1106 => 0.012581464489136
1107 => 0.012941151750044
1108 => 0.012927174964507
1109 => 0.012824586331149
1110 => 0.012391781762022
1111 => 0.012564289949276
1112 => 0.012033336562632
1113 => 0.012431162941227
1114 => 0.012249611595663
1115 => 0.012369780248667
1116 => 0.012153706175394
1117 => 0.012273290489023
1118 => 0.01175491282302
1119 => 0.011270859052277
1120 => 0.011465656420034
1121 => 0.011677423436568
1122 => 0.012136588285645
1123 => 0.011863113489562
1124 => 0.011961465367461
1125 => 0.011632003040407
1126 => 0.010952228153434
1127 => 0.010956075605471
1128 => 0.010851507048811
1129 => 0.010761144548598
1130 => 0.011894525359632
1201 => 0.01175357153968
1202 => 0.011528980075168
1203 => 0.011829604675328
1204 => 0.011909094591164
1205 => 0.011911357557318
1206 => 0.012130685505351
1207 => 0.012247740870533
1208 => 0.012268372385993
1209 => 0.012613489651116
1210 => 0.012729168406179
1211 => 0.013205632826811
1212 => 0.012237809540617
1213 => 0.012217877856932
1214 => 0.011833835079956
1215 => 0.011590269079322
1216 => 0.0118505122524
1217 => 0.01208105217701
1218 => 0.011840998598041
1219 => 0.011872344527647
1220 => 0.01155009221098
1221 => 0.011665282250807
1222 => 0.011764499430881
1223 => 0.011709717535761
1224 => 0.011627706387292
1225 => 0.012062150532235
1226 => 0.012037637490977
1227 => 0.012442201866575
1228 => 0.012757588728031
1229 => 0.013322818365904
1230 => 0.012732971772696
1231 => 0.012711475418412
]
'min_raw' => 0.010761144548598
'max_raw' => 0.031113633584627
'avg_raw' => 0.020937389066613
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.010761'
'max' => '$0.031113'
'avg' => '$0.020937'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.001892219468596
'max_diff' => -0.010510201316202
'year' => 2030
]
5 => [
'items' => [
101 => 0.012921605729665
102 => 0.012729136236323
103 => 0.012850770312294
104 => 0.013303221235809
105 => 0.01331278081086
106 => 0.013152645611938
107 => 0.013142901370531
108 => 0.013173657087171
109 => 0.013353794280169
110 => 0.013290848809879
111 => 0.013363690901683
112 => 0.013454781052882
113 => 0.013831568539665
114 => 0.013922410727121
115 => 0.013701711307878
116 => 0.013721637994369
117 => 0.013639090353238
118 => 0.013559350366224
119 => 0.013738594211941
120 => 0.014066165863036
121 => 0.014064128056796
122 => 0.014140118312767
123 => 0.0141874596127
124 => 0.013984236097439
125 => 0.01385194506174
126 => 0.013902673862724
127 => 0.013983790320228
128 => 0.013876368888816
129 => 0.013213314051697
130 => 0.013414442533172
131 => 0.013380964919174
201 => 0.013333288725825
202 => 0.013535524969228
203 => 0.013516018790193
204 => 0.012931732997359
205 => 0.012969137078106
206 => 0.012934007663396
207 => 0.013047517989126
208 => 0.012723006306224
209 => 0.012822823914266
210 => 0.012885428582297
211 => 0.012922303212719
212 => 0.013055519662975
213 => 0.013039888250116
214 => 0.013054547992404
215 => 0.013252072820295
216 => 0.01425108561743
217 => 0.01430545967978
218 => 0.014037701910387
219 => 0.014144665857971
220 => 0.013939318469054
221 => 0.014077169546942
222 => 0.014171483753396
223 => 0.013745295990011
224 => 0.013720059916599
225 => 0.013513864985962
226 => 0.013624662462209
227 => 0.013448375710879
228 => 0.013491630313407
301 => 0.013370686673872
302 => 0.013588361145396
303 => 0.013831755027754
304 => 0.013893245934354
305 => 0.013731489832591
306 => 0.013614367754668
307 => 0.013408739968246
308 => 0.013750703559779
309 => 0.013850704135095
310 => 0.013750178299329
311 => 0.013726884266649
312 => 0.013682742116812
313 => 0.01373624923241
314 => 0.013850159510486
315 => 0.013796441526938
316 => 0.013831923201461
317 => 0.013696703646725
318 => 0.013984303372879
319 => 0.014441080952655
320 => 0.014442549567264
321 => 0.014388831294156
322 => 0.014366850934177
323 => 0.014421969142283
324 => 0.014451868509113
325 => 0.014630110687178
326 => 0.014821371645723
327 => 0.015713903085558
328 => 0.015463283828775
329 => 0.01625519081913
330 => 0.016881486432248
331 => 0.017069285102034
401 => 0.016896519162441
402 => 0.016305496215726
403 => 0.016276497810336
404 => 0.01715973561618
405 => 0.016910180481175
406 => 0.016880496691944
407 => 0.016564711326079
408 => 0.016751379588084
409 => 0.016710552500925
410 => 0.016646104946516
411 => 0.017002254986996
412 => 0.017668936069043
413 => 0.01756502757031
414 => 0.017487464696183
415 => 0.01714760675997
416 => 0.017352277147588
417 => 0.017279397942761
418 => 0.017592533256987
419 => 0.017407038833636
420 => 0.016908289855583
421 => 0.016987717274236
422 => 0.016975711979692
423 => 0.017222780090696
424 => 0.01714861637638
425 => 0.016961230324187
426 => 0.017666657425582
427 => 0.017620850913409
428 => 0.017685794074843
429 => 0.017714384062941
430 => 0.01814376510854
501 => 0.018319668784261
502 => 0.018359601998277
503 => 0.018526696885333
504 => 0.018355444525267
505 => 0.019040576066395
506 => 0.019496148562712
507 => 0.02002531946073
508 => 0.020798580370463
509 => 0.021089333625586
510 => 0.02103681165248
511 => 0.021623089249134
512 => 0.022676617058104
513 => 0.021249759744185
514 => 0.022752243960422
515 => 0.022276574804576
516 => 0.021148771792987
517 => 0.021076154574965
518 => 0.021839915868475
519 => 0.02353386490818
520 => 0.023109549886345
521 => 0.023534558935549
522 => 0.023038763303968
523 => 0.023014142871966
524 => 0.02351047924836
525 => 0.024670196245692
526 => 0.024119258171601
527 => 0.023329353346834
528 => 0.023912606777162
529 => 0.023407338678255
530 => 0.022268828235782
531 => 0.023109225420645
601 => 0.022547275756261
602 => 0.022711282543215
603 => 0.023892417154046
604 => 0.023750299912776
605 => 0.023934212782681
606 => 0.023609611381136
607 => 0.023306382487151
608 => 0.022740383238454
609 => 0.02257281876434
610 => 0.022619127556647
611 => 0.022572795816002
612 => 0.022256124438158
613 => 0.022187739284263
614 => 0.022073761031749
615 => 0.022109087658166
616 => 0.021894775197926
617 => 0.022299227089613
618 => 0.022374296924728
619 => 0.022668623283009
620 => 0.022699181221916
621 => 0.023518875940255
622 => 0.023067401863804
623 => 0.023370289652684
624 => 0.023343196517956
625 => 0.021173214704046
626 => 0.021472219052092
627 => 0.021937375984916
628 => 0.021727823417184
629 => 0.02143156511416
630 => 0.021192320650102
701 => 0.020829840823053
702 => 0.021340024218817
703 => 0.02201086113229
704 => 0.022716194753091
705 => 0.023563606883194
706 => 0.02337447436072
707 => 0.022700352972767
708 => 0.022730593565784
709 => 0.022917529012584
710 => 0.022675430624102
711 => 0.022604031083016
712 => 0.022907719812054
713 => 0.022909811149426
714 => 0.022631247694909
715 => 0.022321675391788
716 => 0.022320378272535
717 => 0.022265292871308
718 => 0.023048562874473
719 => 0.023479282178684
720 => 0.023528663452773
721 => 0.023475958425489
722 => 0.023496242498703
723 => 0.023245616425835
724 => 0.023818473307558
725 => 0.024344183431902
726 => 0.024203281888419
727 => 0.023992050444404
728 => 0.023823794424961
729 => 0.024163646117492
730 => 0.024148513056599
731 => 0.024339591812585
801 => 0.024330923376489
802 => 0.024266670777687
803 => 0.024203284183082
804 => 0.024454604865795
805 => 0.02438222854526
806 => 0.024309739804309
807 => 0.02416435253686
808 => 0.024184113081133
809 => 0.023972918109205
810 => 0.023875209651566
811 => 0.022405908884055
812 => 0.022013263708188
813 => 0.022136797873546
814 => 0.022177468528344
815 => 0.022006588844619
816 => 0.022251586415692
817 => 0.022213403803757
818 => 0.022361950010716
819 => 0.022269144789735
820 => 0.022272953548375
821 => 0.022545873915122
822 => 0.022625103858675
823 => 0.02258480686992
824 => 0.022613029499544
825 => 0.023263408087203
826 => 0.023170945049974
827 => 0.023121825904303
828 => 0.023135432243341
829 => 0.023301617916762
830 => 0.023348140831918
831 => 0.023151019971293
901 => 0.023243983308706
902 => 0.023639809400607
903 => 0.023778326130955
904 => 0.024220405042426
905 => 0.024032602063507
906 => 0.024377322559235
907 => 0.025436875839226
908 => 0.026283320314793
909 => 0.025504894994265
910 => 0.027059282479589
911 => 0.028269596100556
912 => 0.028223142247901
913 => 0.028012096073027
914 => 0.026634186193408
915 => 0.025366212978704
916 => 0.026426926413791
917 => 0.026429630390474
918 => 0.0263385141657
919 => 0.025772599119075
920 => 0.02631882154877
921 => 0.02636217870165
922 => 0.026337910225635
923 => 0.025904024486245
924 => 0.025241561157686
925 => 0.025371004906374
926 => 0.025583036407304
927 => 0.025181616541638
928 => 0.02505333857167
929 => 0.025291831723723
930 => 0.026060306351657
1001 => 0.025915030674717
1002 => 0.025911236939687
1003 => 0.026532787892114
1004 => 0.026087891549267
1005 => 0.025372637606581
1006 => 0.025192026553012
1007 => 0.024550978987028
1008 => 0.024993752824186
1009 => 0.025009687466331
1010 => 0.024767184760758
1011 => 0.025392315364629
1012 => 0.025386554676063
1013 => 0.025980023146028
1014 => 0.027114511964022
1015 => 0.026778987795737
1016 => 0.026388809692947
1017 => 0.026431232871186
1018 => 0.026896510427136
1019 => 0.026615192995555
1020 => 0.026716356705366
1021 => 0.026896357303745
1022 => 0.027004956133911
1023 => 0.026415607170766
1024 => 0.026278201735637
1025 => 0.025997118438118
1026 => 0.025923789052464
1027 => 0.026152725533297
1028 => 0.026092408859043
1029 => 0.02500834822136
1030 => 0.024895057853066
1031 => 0.02489853230692
1101 => 0.024613658289181
1102 => 0.02417915703453
1103 => 0.02532100038903
1104 => 0.025229294387577
1105 => 0.025128058059452
1106 => 0.025140458932001
1107 => 0.025636094431528
1108 => 0.025348600811609
1109 => 0.026112949719439
1110 => 0.025955822562421
1111 => 0.02579466568672
1112 => 0.025772388897539
1113 => 0.025710357249653
1114 => 0.025497627648091
1115 => 0.025240743871138
1116 => 0.025071126950702
1117 => 0.023126789357266
1118 => 0.023487647104916
1119 => 0.023902781050369
1120 => 0.024046083624795
1121 => 0.023800954655004
1122 => 0.025507306833897
1123 => 0.0258190738198
1124 => 0.024874711283444
1125 => 0.02469805961096
1126 => 0.025518888088136
1127 => 0.025023828174198
1128 => 0.025246753623132
1129 => 0.024764910736239
1130 => 0.025743978282499
1201 => 0.025736519428183
1202 => 0.025355640039445
1203 => 0.025677556690657
1204 => 0.025621615750529
1205 => 0.025191603858708
1206 => 0.025757610426468
1207 => 0.025757891158664
1208 => 0.025391303028035
1209 => 0.024963208347922
1210 => 0.024886675130262
1211 => 0.024829017631547
1212 => 0.025232573412917
1213 => 0.025594400264606
1214 => 0.026267670331117
1215 => 0.02643694642234
1216 => 0.027097642275731
1217 => 0.026704230063734
1218 => 0.026878624601772
1219 => 0.027067954542425
1220 => 0.027158726278352
1221 => 0.027010818605738
1222 => 0.028037151219318
1223 => 0.028123805137922
1224 => 0.028152859447277
1225 => 0.027806785864574
1226 => 0.028114180205545
1227 => 0.027970360573235
1228 => 0.028344539302261
1229 => 0.028403215304726
1230 => 0.028353518818097
1231 => 0.028372143507417
]
'min_raw' => 0.012723006306224
'max_raw' => 0.028403215304726
'avg_raw' => 0.020563110805475
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.012723'
'max' => '$0.0284032'
'avg' => '$0.020563'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0019618617576263
'max_diff' => -0.0027104182799013
'year' => 2031
]
6 => [
'items' => [
101 => 0.027496349679207
102 => 0.027450935149034
103 => 0.026831704807655
104 => 0.027084045748887
105 => 0.02661230645427
106 => 0.026761899844046
107 => 0.026827839184881
108 => 0.026793396215254
109 => 0.027098312727095
110 => 0.026839071401702
111 => 0.026154890920771
112 => 0.025470524035325
113 => 0.025461932366551
114 => 0.025281750645692
115 => 0.02515151226344
116 => 0.025176600796316
117 => 0.025265016058523
118 => 0.02514637340767
119 => 0.025171691832565
120 => 0.025592146381596
121 => 0.025676465542859
122 => 0.025389916087263
123 => 0.024239378674153
124 => 0.023957033907072
125 => 0.02415997772651
126 => 0.024062983652074
127 => 0.019420705846097
128 => 0.020511340156731
129 => 0.019863322283794
130 => 0.020161958733512
131 => 0.019500500288658
201 => 0.01981618292855
202 => 0.019757887871846
203 => 0.021511595569131
204 => 0.021484213835584
205 => 0.021497320022423
206 => 0.020871727576568
207 => 0.021868313329501
208 => 0.022359267307461
209 => 0.022268404792458
210 => 0.022291272929928
211 => 0.021898322562424
212 => 0.021501124640928
213 => 0.021060571017666
214 => 0.021879065195612
215 => 0.021788062615186
216 => 0.021996789792989
217 => 0.022527641774559
218 => 0.022605811745356
219 => 0.022710872978828
220 => 0.022673216005396
221 => 0.023570357887963
222 => 0.023461708086451
223 => 0.023723522847413
224 => 0.023184950020181
225 => 0.022575503744366
226 => 0.022691339557099
227 => 0.02268018363684
228 => 0.022538155967775
229 => 0.022409939738629
301 => 0.022196495841799
302 => 0.022871863915121
303 => 0.022844445204711
304 => 0.023288322255483
305 => 0.023209862675168
306 => 0.022685890395504
307 => 0.022704604167978
308 => 0.0228304632814
309 => 0.02326606310999
310 => 0.023395378797013
311 => 0.023335474618445
312 => 0.02347726336578
313 => 0.023589327410481
314 => 0.023491336884426
315 => 0.024878676089634
316 => 0.02430255612668
317 => 0.024583352988007
318 => 0.024650321384882
319 => 0.02447878324448
320 => 0.024515983724813
321 => 0.024572332315993
322 => 0.024914469927455
323 => 0.025812338018247
324 => 0.026209997683664
325 => 0.027406376407252
326 => 0.026176977584141
327 => 0.026104030145735
328 => 0.02631953408103
329 => 0.027021935041326
330 => 0.027591165046478
331 => 0.027780011478854
401 => 0.027804970652407
402 => 0.028159259113818
403 => 0.02836233065281
404 => 0.028116239175891
405 => 0.027907702416054
406 => 0.027160749626853
407 => 0.027247211446088
408 => 0.027842847640556
409 => 0.028684218848039
410 => 0.029406202873813
411 => 0.02915338923167
412 => 0.0310821788626
413 => 0.031273410476108
414 => 0.031246988450379
415 => 0.031682642525029
416 => 0.030817957906259
417 => 0.030448288479258
418 => 0.027952790430523
419 => 0.028653923592175
420 => 0.029673061818743
421 => 0.029538175052885
422 => 0.028798049631108
423 => 0.029405641422312
424 => 0.029204752574988
425 => 0.029046303206218
426 => 0.029772190481475
427 => 0.028974047604524
428 => 0.029665099732998
429 => 0.028778818230211
430 => 0.029154544063092
501 => 0.028941263908535
502 => 0.029079282307166
503 => 0.028272429568948
504 => 0.028707787721247
505 => 0.028254317238487
506 => 0.028254102234435
507 => 0.028244091848394
508 => 0.028777597860365
509 => 0.028794995472262
510 => 0.028400733723333
511 => 0.028343914445786
512 => 0.028554005095065
513 => 0.028308043967587
514 => 0.028423127631073
515 => 0.028311529734517
516 => 0.028286406697391
517 => 0.028086222063236
518 => 0.027999977018652
519 => 0.028033795922894
520 => 0.027918354567874
521 => 0.027848796975778
522 => 0.028230255092587
523 => 0.028026457408752
524 => 0.028199020174669
525 => 0.02800236312375
526 => 0.027320664105864
527 => 0.026928611791842
528 => 0.025640945540589
529 => 0.026006126092099
530 => 0.026248241175557
531 => 0.026168222141919
601 => 0.02634013398943
602 => 0.026350687980657
603 => 0.026294797686597
604 => 0.026230083886066
605 => 0.026198584786865
606 => 0.02643335326558
607 => 0.026569644269418
608 => 0.026272540663264
609 => 0.026202933445264
610 => 0.026503321594625
611 => 0.026686558192207
612 => 0.028039474277001
613 => 0.027939245883578
614 => 0.02819079948224
615 => 0.028162478407436
616 => 0.028426146654465
617 => 0.028857132803843
618 => 0.027980817456535
619 => 0.028132915500123
620 => 0.028095624572292
621 => 0.028502757144144
622 => 0.028504028167593
623 => 0.028259931852988
624 => 0.028392260425146
625 => 0.028318398246412
626 => 0.028451877186456
627 => 0.027937907272277
628 => 0.028563867148124
629 => 0.028918746061765
630 => 0.028923673555826
701 => 0.029091883344399
702 => 0.029262794231643
703 => 0.029590842796506
704 => 0.029253645135217
705 => 0.028647059368089
706 => 0.028690852901215
707 => 0.028335211887889
708 => 0.028341190277575
709 => 0.028309277164897
710 => 0.02840505081835
711 => 0.02795892420339
712 => 0.028063629228216
713 => 0.027917041580308
714 => 0.028132596847204
715 => 0.027900695012586
716 => 0.028095606589477
717 => 0.028179723964642
718 => 0.028490118889919
719 => 0.027854849429748
720 => 0.026559491996498
721 => 0.026831791833658
722 => 0.026429038985808
723 => 0.026466315295265
724 => 0.026541619372848
725 => 0.026297534219439
726 => 0.026344097974703
727 => 0.0263424343897
728 => 0.026328098512894
729 => 0.026264602537476
730 => 0.026172520810825
731 => 0.026539346068542
801 => 0.026601676827888
802 => 0.026740230384766
803 => 0.027152471788258
804 => 0.027111279150727
805 => 0.027178466051606
806 => 0.027031797424226
807 => 0.026473118832233
808 => 0.026503457767662
809 => 0.026125130756714
810 => 0.0267305557125
811 => 0.026587183091751
812 => 0.02649474983046
813 => 0.026469528558729
814 => 0.026882791828924
815 => 0.027006446676474
816 => 0.026929393273649
817 => 0.026771354496447
818 => 0.027074835668644
819 => 0.027156034427482
820 => 0.02717421183509
821 => 0.027711922285481
822 => 0.027204263876049
823 => 0.02732646230089
824 => 0.02827981952842
825 => 0.027415256077355
826 => 0.02787323461945
827 => 0.027850818953019
828 => 0.028085105278006
829 => 0.027831600636065
830 => 0.027834743129924
831 => 0.028042773514582
901 => 0.027750632357808
902 => 0.027678294099
903 => 0.027578359312554
904 => 0.027796563262718
905 => 0.027927366662326
906 => 0.028981545998655
907 => 0.029662593926342
908 => 0.029633027839665
909 => 0.029903206526498
910 => 0.029781488553526
911 => 0.029388429111223
912 => 0.030059333650742
913 => 0.0298470313826
914 => 0.029864533323639
915 => 0.029863881900519
916 => 0.030005044349047
917 => 0.029905017816916
918 => 0.029707855254574
919 => 0.029838740964649
920 => 0.030227424731071
921 => 0.031433911068323
922 => 0.032109076806466
923 => 0.031393265243123
924 => 0.031887022474418
925 => 0.031590944079332
926 => 0.031537137827375
927 => 0.031847253857001
928 => 0.032157912703685
929 => 0.032138125078166
930 => 0.031912602707982
1001 => 0.031785210843484
1002 => 0.032749864720873
1003 => 0.033460605265283
1004 => 0.033412137525019
1005 => 0.033626058367989
1006 => 0.034254136579273
1007 => 0.034311560179581
1008 => 0.034304326125808
1009 => 0.034161995740913
1010 => 0.034780420306184
1011 => 0.035296320958678
1012 => 0.03412905036913
1013 => 0.034573531728936
1014 => 0.034773073731648
1015 => 0.035066060593073
1016 => 0.035560378538598
1017 => 0.036097338938796
1018 => 0.036173271026856
1019 => 0.036119393576693
1020 => 0.035765253758491
1021 => 0.036352802235659
1022 => 0.036696974353876
1023 => 0.036901920974036
1024 => 0.037421631502895
1025 => 0.034774306035124
1026 => 0.032900397488424
1027 => 0.032607759609289
1028 => 0.033202850243926
1029 => 0.033359770898521
1030 => 0.033296516379415
1031 => 0.031187261941793
1101 => 0.032596654821195
1102 => 0.034113043054314
1103 => 0.034171293702033
1104 => 0.034930429357715
1105 => 0.035177635045227
1106 => 0.035788838750236
1107 => 0.035750607792074
1108 => 0.035899426167869
1109 => 0.035865215400449
1110 => 0.036997341559853
1111 => 0.038246244836038
1112 => 0.038202999286852
1113 => 0.038023454664548
1114 => 0.038290109045577
1115 => 0.039579111067209
1116 => 0.039460440416893
1117 => 0.039575718845333
1118 => 0.041095524873806
1119 => 0.043071488900708
1120 => 0.042153455226668
1121 => 0.044145324142263
1122 => 0.045399100040195
1123 => 0.047567375812823
1124 => 0.047295897007106
1125 => 0.048139990853848
1126 => 0.046809893285538
1127 => 0.043755720411629
1128 => 0.043272385863429
1129 => 0.044240033868906
1130 => 0.046618902068659
1201 => 0.044165114843622
1202 => 0.044661512803428
1203 => 0.044518550157609
1204 => 0.044510932285766
1205 => 0.04480167546991
1206 => 0.044379937317164
1207 => 0.042661700213634
1208 => 0.043449158152547
1209 => 0.043145082825497
1210 => 0.043482477071177
1211 => 0.045303254663139
1212 => 0.044498245487816
1213 => 0.043650233715248
1214 => 0.044713828666925
1215 => 0.046068150531288
1216 => 0.045983399502967
1217 => 0.045818947084841
1218 => 0.046745956755365
1219 => 0.048277105142721
1220 => 0.048690968399171
1221 => 0.048996473794021
1222 => 0.049038597826415
1223 => 0.049472501540011
1224 => 0.047139291914188
1225 => 0.050842155511442
1226 => 0.051481537765146
1227 => 0.051361360401129
1228 => 0.052072006866802
1229 => 0.05186291664924
1230 => 0.051559977729243
1231 => 0.052686503536173
]
'min_raw' => 0.019420705846097
'max_raw' => 0.052686503536173
'avg_raw' => 0.036053604691135
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.01942'
'max' => '$0.052686'
'avg' => '$0.036053'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0066976995398722
'max_diff' => 0.024283288231447
'year' => 2032
]
7 => [
'items' => [
101 => 0.051395032604473
102 => 0.049561952208594
103 => 0.048556288049195
104 => 0.049880627738905
105 => 0.050689355774324
106 => 0.051223873560973
107 => 0.051385618320249
108 => 0.047320412335644
109 => 0.045129491776603
110 => 0.046533846735993
111 => 0.048247256709851
112 => 0.047129773835271
113 => 0.047173577048279
114 => 0.045580340138461
115 => 0.048388222823708
116 => 0.047979137934478
117 => 0.050101471063462
118 => 0.049594959229442
119 => 0.051325639507631
120 => 0.050869893388971
121 => 0.052761670047104
122 => 0.053516350973841
123 => 0.05478357770654
124 => 0.055715754849655
125 => 0.056263147097799
126 => 0.056230283720437
127 => 0.058399324517319
128 => 0.057120316939911
129 => 0.055513581983746
130 => 0.055484521217573
131 => 0.056316672018981
201 => 0.058060631809309
202 => 0.058512815209359
203 => 0.058765524041992
204 => 0.058378491667956
205 => 0.056990220609979
206 => 0.056390772205838
207 => 0.056901519613858
208 => 0.056276919422875
209 => 0.057355154584373
210 => 0.058835801759713
211 => 0.058530053973119
212 => 0.059552122983433
213 => 0.060609856884313
214 => 0.062122463868373
215 => 0.062517915345681
216 => 0.063171581599998
217 => 0.063844418893869
218 => 0.064060516099187
219 => 0.064473112715163
220 => 0.064470938127334
221 => 0.065714325800535
222 => 0.067085820908586
223 => 0.06760352856169
224 => 0.068793968763438
225 => 0.066755381635945
226 => 0.068301673389749
227 => 0.069696467257874
228 => 0.068033536507694
301 => 0.070325499133645
302 => 0.070414490848712
303 => 0.071758160090388
304 => 0.07039609389807
305 => 0.06958730334094
306 => 0.071922251374385
307 => 0.073052059177596
308 => 0.072711751872588
309 => 0.070121996478435
310 => 0.068614647759203
311 => 0.064669625415121
312 => 0.069342674793969
313 => 0.071618780831687
314 => 0.070116101913664
315 => 0.070873965754302
316 => 0.075008625130648
317 => 0.076582835721791
318 => 0.076255410923396
319 => 0.076310740324453
320 => 0.077160155785491
321 => 0.080926931721369
322 => 0.078669792267408
323 => 0.080395290806559
324 => 0.081310489009978
325 => 0.082160576105862
326 => 0.080073030871155
327 => 0.077357165192931
328 => 0.076496936528352
329 => 0.069966690109831
330 => 0.069626762424324
331 => 0.069435950713586
401 => 0.068232909868235
402 => 0.06728764930441
403 => 0.066535943008782
404 => 0.064563241210553
405 => 0.065228970158186
406 => 0.062084895226672
407 => 0.064096362948681
408 => 0.05907834344164
409 => 0.063257499198358
410 => 0.060982974722872
411 => 0.062510256735021
412 => 0.06250492819196
413 => 0.05969271778239
414 => 0.058070693507483
415 => 0.059104310505583
416 => 0.060212429976165
417 => 0.060392218632105
418 => 0.061828924450592
419 => 0.062229878162644
420 => 0.061014969696389
421 => 0.05897435614097
422 => 0.059448344128454
423 => 0.058061088156045
424 => 0.05562997542443
425 => 0.057376043031432
426 => 0.057972227281636
427 => 0.058235536210394
428 => 0.055844816054034
429 => 0.055093599875846
430 => 0.054693658685892
501 => 0.058665744190162
502 => 0.058883344000562
503 => 0.057770072605043
504 => 0.062802164877513
505 => 0.061663247416493
506 => 0.062935697262005
507 => 0.059405334686697
508 => 0.059540199291337
509 => 0.057868869071616
510 => 0.058804702316334
511 => 0.058143285542281
512 => 0.058729096238246
513 => 0.059080228754019
514 => 0.060751284724896
515 => 0.063276579973292
516 => 0.060501684687653
517 => 0.059292623074468
518 => 0.060042718099267
519 => 0.062040319996675
520 => 0.065066789126607
521 => 0.063275058488319
522 => 0.064070198120032
523 => 0.064243900756261
524 => 0.062922744917062
525 => 0.065115502026875
526 => 0.066290618375951
527 => 0.067496044594037
528 => 0.068542682403925
529 => 0.067014570854643
530 => 0.068649869258561
531 => 0.067332107414031
601 => 0.066149938811771
602 => 0.066151731673563
603 => 0.065410140040638
604 => 0.063973212805287
605 => 0.063708221376669
606 => 0.065086740253067
607 => 0.066192181845715
608 => 0.066283231309993
609 => 0.066895260575323
610 => 0.067257453190142
611 => 0.070807433192354
612 => 0.072235264516218
613 => 0.073981189631575
614 => 0.074661325858955
615 => 0.076708292061035
616 => 0.075055200606389
617 => 0.074697543871743
618 => 0.069732273423039
619 => 0.070545336180855
620 => 0.071847128105005
621 => 0.069753739492389
622 => 0.071081512735456
623 => 0.07134364329972
624 => 0.069682606948377
625 => 0.070569838232773
626 => 0.068213614987159
627 => 0.063327939201231
628 => 0.065120941180669
629 => 0.066441194155476
630 => 0.064557030374409
701 => 0.067934321024764
702 => 0.065961377548257
703 => 0.065336049184192
704 => 0.062896420290319
705 => 0.064047831218299
706 => 0.06560513098501
707 => 0.064642900784712
708 => 0.06663967292992
709 => 0.069467634807215
710 => 0.071483008849016
711 => 0.071637724242946
712 => 0.070341973753642
713 => 0.072418422182121
714 => 0.072433546842012
715 => 0.070091304532147
716 => 0.068656694159015
717 => 0.068330747663793
718 => 0.069145025914431
719 => 0.070133710034764
720 => 0.071692589330733
721 => 0.072634587440833
722 => 0.075090818914783
723 => 0.075755404725958
724 => 0.076485583042612
725 => 0.077461326452315
726 => 0.078632956591138
727 => 0.076069496548333
728 => 0.076171347594721
729 => 0.073784289096382
730 => 0.07123337475209
731 => 0.073169200763445
801 => 0.07570003576115
802 => 0.075119459416353
803 => 0.075054132717464
804 => 0.075163994104879
805 => 0.074726258500752
806 => 0.072746396586526
807 => 0.071752122327793
808 => 0.073034989787975
809 => 0.0737167767492
810 => 0.074774168867988
811 => 0.074643822970508
812 => 0.077367551512884
813 => 0.078425910063175
814 => 0.078155136656295
815 => 0.078204965479687
816 => 0.080121073081196
817 => 0.082252178811658
818 => 0.084248240552406
819 => 0.08627872028794
820 => 0.08383089771578
821 => 0.082588044374345
822 => 0.083870351774726
823 => 0.0831899414183
824 => 0.087099781149142
825 => 0.087370489969047
826 => 0.091280046973974
827 => 0.094990682113038
828 => 0.092660098665126
829 => 0.094857733884723
830 => 0.097234655550546
831 => 0.10182012308556
901 => 0.10027589893846
902 => 0.09909304744286
903 => 0.097975258495014
904 => 0.10030119985148
905 => 0.10329348624876
906 => 0.10393799607897
907 => 0.10498234822562
908 => 0.10388433964072
909 => 0.10520677003955
910 => 0.10987553045277
911 => 0.10861399017683
912 => 0.10682240018228
913 => 0.11050793813599
914 => 0.11184171999428
915 => 0.12120289958271
916 => 0.13302177550413
917 => 0.12812868326574
918 => 0.12509138301427
919 => 0.12580522061909
920 => 0.1301210740114
921 => 0.13150718914267
922 => 0.12773925039334
923 => 0.129070150059
924 => 0.13640353806795
925 => 0.1403376654515
926 => 0.13499459204084
927 => 0.1202532644102
928 => 0.10666108710548
929 => 0.11026634459041
930 => 0.10985762027578
1001 => 0.11773643083262
1002 => 0.10858390285847
1003 => 0.10873800795658
1004 => 0.11677974397193
1005 => 0.11463434667329
1006 => 0.11115907781123
1007 => 0.10668646041413
1008 => 0.098418413488564
1009 => 0.091095173755042
1010 => 0.10545773331387
1011 => 0.10483839362907
1012 => 0.10394149798449
1013 => 0.10593744218726
1014 => 0.1156291806773
1015 => 0.11540575473601
1016 => 0.11398443289043
1017 => 0.11506249298334
1018 => 0.1109700886646
1019 => 0.11202479443985
1020 => 0.10665893403515
1021 => 0.1090845270362
1022 => 0.11115162144507
1023 => 0.11156662125151
1024 => 0.11250163700583
1025 => 0.10451202975819
1026 => 0.10809912884984
1027 => 0.11020621350045
1028 => 0.1006863283926
1029 => 0.11001803598063
1030 => 0.10437294847128
1031 => 0.10245692098424
1101 => 0.10503659957812
1102 => 0.10403129632127
1103 => 0.10316699561441
1104 => 0.10268470096942
1105 => 0.10457893222002
1106 => 0.10449056406808
1107 => 0.10139123408765
1108 => 0.097348284473034
1109 => 0.098705231068997
1110 => 0.098212239649242
1111 => 0.096425575146888
1112 => 0.09762957129878
1113 => 0.092327781574357
1114 => 0.083206327916538
1115 => 0.089232239600575
1116 => 0.08900024855567
1117 => 0.088883268150873
1118 => 0.09341157423746
1119 => 0.092976282093032
1120 => 0.0921862225885
1121 => 0.096411065084515
1122 => 0.094868940741319
1123 => 0.099621404596858
1124 => 0.10275168466221
1125 => 0.10195774438368
1126 => 0.1049017879151
1127 => 0.098736492377921
1128 => 0.10078435624665
1129 => 0.10120641815178
1130 => 0.09635893118392
1201 => 0.093047501271209
1202 => 0.092826666649096
1203 => 0.087085103523607
1204 => 0.090152200200965
1205 => 0.092851118351956
1206 => 0.09155854600214
1207 => 0.091149356210689
1208 => 0.093239818112775
1209 => 0.093402264906162
1210 => 0.089698460801589
1211 => 0.090468598959151
1212 => 0.093680203101003
1213 => 0.090387674774904
1214 => 0.083990830068742
1215 => 0.082404324138317
1216 => 0.082192655002092
1217 => 0.077889925091406
1218 => 0.082510342050761
1219 => 0.080493406228527
1220 => 0.086864882324364
1221 => 0.083225529349333
1222 => 0.083068644116462
1223 => 0.082831489076918
1224 => 0.079127951699256
1225 => 0.079938791012885
1226 => 0.082634144385702
1227 => 0.083595876834452
1228 => 0.083495560260806
1229 => 0.082620935683731
1230 => 0.083021334336313
1231 => 0.081731510768206
]
'min_raw' => 0.045129491776603
'max_raw' => 0.1403376654515
'avg_raw' => 0.092733578614049
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.045129'
'max' => '$0.140337'
'avg' => '$0.092733'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.025708785930506
'max_diff' => 0.087651161915323
'year' => 2033
]
8 => [
'items' => [
101 => 0.081276047220951
102 => 0.079838478980697
103 => 0.077725650805886
104 => 0.078019452522322
105 => 0.073833387056455
106 => 0.071552596419342
107 => 0.070921303631326
108 => 0.07007711253165
109 => 0.071016657262342
110 => 0.073821528458942
111 => 0.070438258709222
112 => 0.064637880032107
113 => 0.064986492673966
114 => 0.065769721776201
115 => 0.064310179525765
116 => 0.062928845275824
117 => 0.064129803334958
118 => 0.061672106424423
119 => 0.066066722706053
120 => 0.065947860651405
121 => 0.067585901839948
122 => 0.068610202611134
123 => 0.066249520954864
124 => 0.065655815902274
125 => 0.065994017282619
126 => 0.060404301818394
127 => 0.06712910283353
128 => 0.067187259191963
129 => 0.066689289143316
130 => 0.070270038078938
131 => 0.077826535196701
201 => 0.074983477021607
202 => 0.073882558964322
203 => 0.071789712932657
204 => 0.074578306008949
205 => 0.074364185569518
206 => 0.073395851739648
207 => 0.072810200417956
208 => 0.073889280935222
209 => 0.072676490400212
210 => 0.072458639894869
211 => 0.071138702856178
212 => 0.070667545386674
213 => 0.070318719153572
214 => 0.069934695745885
215 => 0.070781755690572
216 => 0.068862206415896
217 => 0.066547418166372
218 => 0.06635496856978
219 => 0.066886338826312
220 => 0.06665124704366
221 => 0.066353843040771
222 => 0.065786017806096
223 => 0.065617556188635
224 => 0.066164974719427
225 => 0.065546971114645
226 => 0.066458869097899
227 => 0.066210883304071
228 => 0.064825654818417
301 => 0.063099147248021
302 => 0.063083777709172
303 => 0.06271180448517
304 => 0.062238040657855
305 => 0.062106250399344
306 => 0.064028661996962
307 => 0.068007996471092
308 => 0.067226757896417
309 => 0.067791282831169
310 => 0.070568186779288
311 => 0.07145088103998
312 => 0.0708243655615
313 => 0.069966752532765
314 => 0.07000448315357
315 => 0.072935206489875
316 => 0.073117992109462
317 => 0.073579832401282
318 => 0.074173427692323
319 => 0.070925457406343
320 => 0.069851504045185
321 => 0.069342605362005
322 => 0.067775394386385
323 => 0.069465497061077
324 => 0.068480746609946
325 => 0.068613623089669
326 => 0.068527087107933
327 => 0.068574341605499
328 => 0.06606549432124
329 => 0.066979586410492
330 => 0.065459731021033
331 => 0.063424815266321
401 => 0.063417993515178
402 => 0.063916036263281
403 => 0.063619780948295
404 => 0.062822565513088
405 => 0.062935806202908
406 => 0.061943698602628
407 => 0.06305626602827
408 => 0.06308817048108
409 => 0.06265977142025
410 => 0.064373835044171
411 => 0.065076088309434
412 => 0.064794106870399
413 => 0.065056303739967
414 => 0.067259221886275
415 => 0.067618393664181
416 => 0.067777914042371
417 => 0.067564177867997
418 => 0.065096569039727
419 => 0.065206017984344
420 => 0.064402954249262
421 => 0.06372445001789
422 => 0.063751586628859
423 => 0.06410042600316
424 => 0.065623828009893
425 => 0.06882973772361
426 => 0.068951399653756
427 => 0.069098857462222
428 => 0.068499072448834
429 => 0.068318171549627
430 => 0.068556826530165
501 => 0.069760797659913
502 => 0.072857738280595
503 => 0.071763072627537
504 => 0.070873092412114
505 => 0.071653844997983
506 => 0.071533654257129
507 => 0.07051912344864
508 => 0.070490648947845
509 => 0.068543439961233
510 => 0.067823601134686
511 => 0.067222049932221
512 => 0.066565171723021
513 => 0.066175752301851
514 => 0.06677407752073
515 => 0.066910921577464
516 => 0.065602673029448
517 => 0.065424363586498
518 => 0.066492707591314
519 => 0.066022569226674
520 => 0.066506118193577
521 => 0.066618305701705
522 => 0.066600240928999
523 => 0.066109362481266
524 => 0.066422233765645
525 => 0.065682199906671
526 => 0.064877524234529
527 => 0.064364191288768
528 => 0.063916240209857
529 => 0.064164789503506
530 => 0.063278756654954
531 => 0.062995296914384
601 => 0.066316240014324
602 => 0.068769456388405
603 => 0.068733785650745
604 => 0.068516649209012
605 => 0.068194028501116
606 => 0.06973719594565
607 => 0.069199587264581
608 => 0.069590742498767
609 => 0.069690307922601
610 => 0.069991662473358
611 => 0.070099370822955
612 => 0.069773801382215
613 => 0.06868115057413
614 => 0.065958368646505
615 => 0.064690906309187
616 => 0.064272622626616
617 => 0.064287826444044
618 => 0.063868437286561
619 => 0.063991966189143
620 => 0.063825478975423
621 => 0.06351019247022
622 => 0.064145321450264
623 => 0.064218514148578
624 => 0.06407026745541
625 => 0.064105184918259
626 => 0.062877765615816
627 => 0.062971083639566
628 => 0.062451477025044
629 => 0.062354057048772
630 => 0.061040536774583
701 => 0.05871344521105
702 => 0.060002879833491
703 => 0.058445424131528
704 => 0.057855592057889
705 => 0.060647765356787
706 => 0.060367508600409
707 => 0.059887830858175
708 => 0.05917828750381
709 => 0.058915110971682
710 => 0.057316133674036
711 => 0.057221657565079
712 => 0.058014153889811
713 => 0.057648444104081
714 => 0.057134849059789
715 => 0.055274659871659
716 => 0.053183191336726
717 => 0.053246319625293
718 => 0.0539115768531
719 => 0.055845901965108
720 => 0.055090127679682
721 => 0.054541804764095
722 => 0.054439120364532
723 => 0.055724430609416
724 => 0.057543413886749
725 => 0.058396840143016
726 => 0.057551120641996
727 => 0.056579603615996
728 => 0.056638735355792
729 => 0.05703211232917
730 => 0.057073450687021
731 => 0.056441092976659
801 => 0.056619097968069
802 => 0.056348692108999
803 => 0.054689211851016
804 => 0.054659197115417
805 => 0.054251933897374
806 => 0.054239602128989
807 => 0.053546745798526
808 => 0.053449810408405
809 => 0.052074102110899
810 => 0.052979597478346
811 => 0.052372238726503
812 => 0.05145680582603
813 => 0.051298984848941
814 => 0.051294240559795
815 => 0.05223418546153
816 => 0.052968613674907
817 => 0.052382803992024
818 => 0.052249426482676
819 => 0.0536735493385
820 => 0.053492316723929
821 => 0.053335370448535
822 => 0.057380543885047
823 => 0.054178473461228
824 => 0.052782187988653
825 => 0.051054019568921
826 => 0.051616719920567
827 => 0.051735289152447
828 => 0.047579355628764
829 => 0.045893293915794
830 => 0.045314701073799
831 => 0.044981712713128
901 => 0.04513345969049
902 => 0.043615806393503
903 => 0.044635694508747
904 => 0.043321535037596
905 => 0.043101211925613
906 => 0.04545109185315
907 => 0.045778063917267
908 => 0.044383099509485
909 => 0.045278892483505
910 => 0.044954065498671
911 => 0.043344062529863
912 => 0.043282572258835
913 => 0.042474729363427
914 => 0.041210611661324
915 => 0.040632875950656
916 => 0.040331986176409
917 => 0.040456139161488
918 => 0.040393363613088
919 => 0.039983710696761
920 => 0.04041684443873
921 => 0.039310366711218
922 => 0.038869758364626
923 => 0.038670745796506
924 => 0.037688683126858
925 => 0.03925158155952
926 => 0.03955949223963
927 => 0.039868009598898
928 => 0.042553442577582
929 => 0.042419285934921
930 => 0.043631996647635
1001 => 0.043584872939371
1002 => 0.043238988199494
1003 => 0.041779757377231
1004 => 0.042361380774697
1005 => 0.040571234361642
1006 => 0.041912533772426
1007 => 0.041300420735347
1008 => 0.04170557773886
1009 => 0.04097706891501
1010 => 0.041380255777521
1011 => 0.039632509284617
1012 => 0.038000488201001
1013 => 0.038657261126714
1014 => 0.039371248408058
1015 => 0.040919354754588
1016 => 0.039997315386194
1017 => 0.040328915609237
1018 => 0.039218110371251
1019 => 0.036926201879455
1020 => 0.036939173832618
1021 => 0.036586613643096
1022 => 0.036281950164718
1023 => 0.04010322269924
1024 => 0.039627987054193
1025 => 0.038870761251114
1026 => 0.039884338079492
1027 => 0.040152343880543
1028 => 0.040159973628927
1029 => 0.040899453118707
1030 => 0.041294113454962
1031 => 0.041363674049782
1101 => 0.042527261004464
1102 => 0.04291728000359
1103 => 0.044523713063435
1104 => 0.041260629282769
1105 => 0.041193428219638
1106 => 0.039898601184054
1107 => 0.039077401407681
1108 => 0.039954829435309
1109 => 0.040732110886918
1110 => 0.039922753485419
1111 => 0.040028438475588
1112 => 0.038941942291005
1113 => 0.039330313552596
1114 => 0.039664831202337
1115 => 0.039480130218189
1116 => 0.03920362390529
1117 => 0.040668382671887
1118 => 0.040585735241839
1119 => 0.041949752279953
1120 => 0.043013101102957
1121 => 0.044918812290119
1122 => 0.042930103319345
1123 => 0.042857626860047
1124 => 0.043566095875267
1125 => 0.042917171540675
1126 => 0.043327269320031
1127 => 0.044852739197777
1128 => 0.04488496997249
1129 => 0.044345062969043
1130 => 0.044312209578816
1201 => 0.044415904624764
1202 => 0.045023249747734
1203 => 0.044811024699938
1204 => 0.045056616898129
1205 => 0.045363733702608
1206 => 0.046634099020759
1207 => 0.046940379798164
1208 => 0.046196276297447
1209 => 0.046263460512188
1210 => 0.045985145376821
1211 => 0.045716296443336
1212 => 0.046320629583578
1213 => 0.047425060275566
1214 => 0.047418189669552
1215 => 0.047674396123028
1216 => 0.047834010621015
1217 => 0.047148828350701
1218 => 0.046702799887577
1219 => 0.046873835581868
1220 => 0.04714732538171
1221 => 0.046785146525782
1222 => 0.044549610849424
1223 => 0.045227729567059
1224 => 0.045114857454134
1225 => 0.04495411383961
1226 => 0.045635967453928
1227 => 0.045570201009434
1228 => 0.043600240665363
1229 => 0.043726351135069
1230 => 0.043607909860716
1231 => 0.043990617848956
]
'min_raw' => 0.036281950164718
'max_raw' => 0.081276047220951
'avg_raw' => 0.058778998692835
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.036281'
'max' => '$0.081276'
'avg' => '$0.058778'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0088475416118843
'max_diff' => -0.059061618230544
'year' => 2034
]
9 => [
'items' => [
101 => 0.042896504053369
102 => 0.043233046087923
103 => 0.043444122097109
104 => 0.043568447488082
105 => 0.044017596050996
106 => 0.043964893651191
107 => 0.044014319995826
108 => 0.044680288743802
109 => 0.048048530138189
110 => 0.04823185608568
111 => 0.04732909207192
112 => 0.047689728489184
113 => 0.046997385430552
114 => 0.047462159964107
115 => 0.047780146895973
116 => 0.046343225096244
117 => 0.046258139912809
118 => 0.045562939308093
119 => 0.045936500734893
120 => 0.045342137644838
121 => 0.045487973557199
122 => 0.045080203632491
123 => 0.045814108310783
124 => 0.046634727778371
125 => 0.046842048663129
126 => 0.046296676672585
127 => 0.045901791409665
128 => 0.04520850297127
129 => 0.046361457095261
130 => 0.046698616016756
131 => 0.04635968614298
201 => 0.046281148685461
202 => 0.046132320345379
203 => 0.046312723321367
204 => 0.046696779776861
205 => 0.046515665844859
206 => 0.046635294787764
207 => 0.046179392618243
208 => 0.047149055174543
209 => 0.04868911267595
210 => 0.048694064212642
211 => 0.048512949304368
212 => 0.048438840986078
213 => 0.048624675872938
214 => 0.048725483675714
215 => 0.04932643962353
216 => 0.049971289298678
217 => 0.052980521362639
218 => 0.052135541040715
219 => 0.054805510747878
220 => 0.056917110134068
221 => 0.057550286460936
222 => 0.056967794033466
223 => 0.054975118904712
224 => 0.054877348756337
225 => 0.057855246684434
226 => 0.057013854123381
227 => 0.056913773155532
228 => 0.05584908074709
301 => 0.056478445825199
302 => 0.056340794450388
303 => 0.056123505021113
304 => 0.057324289748195
305 => 0.0595720515625
306 => 0.059221716804363
307 => 0.058960208158976
308 => 0.057814353398913
309 => 0.058504413900397
310 => 0.058258696573057
311 => 0.05931445414738
312 => 0.058689046748245
313 => 0.057007479747198
314 => 0.057275274834632
315 => 0.057234798145895
316 => 0.058067805531888
317 => 0.057817757391127
318 => 0.057185972233283
319 => 0.059564368956981
320 => 0.059409929103082
321 => 0.059628889506045
322 => 0.059725282647005
323 => 0.061172970820669
324 => 0.061766042344565
325 => 0.061900679963668
326 => 0.062464052041571
327 => 0.061886662753149
328 => 0.064196631578421
329 => 0.065732626056809
330 => 0.067516762685009
331 => 0.070123865829527
401 => 0.071104160728918
402 => 0.070927079229622
403 => 0.072903755079339
404 => 0.076455797642243
405 => 0.071645048588369
406 => 0.07671077902351
407 => 0.075107027254415
408 => 0.071304560660152
409 => 0.071059726639618
410 => 0.073634801164797
411 => 0.079346068619908
412 => 0.077915460899062
413 => 0.079348408581638
414 => 0.077676798994415
415 => 0.077593789488978
416 => 0.079267222235089
417 => 0.083177289060448
418 => 0.081319762878383
419 => 0.078656543612287
420 => 0.080623023274091
421 => 0.078919476601935
422 => 0.075080909156878
423 => 0.077914366940299
424 => 0.076019714412757
425 => 0.076572674745562
426 => 0.080554952550162
427 => 0.080075794348912
428 => 0.080695869430184
429 => 0.07960145314193
430 => 0.078579095755092
501 => 0.076670789771303
502 => 0.076105834447851
503 => 0.07626196777429
504 => 0.076105757075929
505 => 0.075038077416236
506 => 0.07480751209538
507 => 0.074423226459322
508 => 0.074542332646715
509 => 0.073819763224197
510 => 0.075183401014949
511 => 0.075436504205248
512 => 0.076428846071402
513 => 0.076531874295914
514 => 0.079295532268053
515 => 0.077773355898384
516 => 0.078794563225543
517 => 0.078703216830225
518 => 0.071386971641337
519 => 0.072395085676588
520 => 0.073963394751827
521 => 0.073256873639224
522 => 0.072258018086483
523 => 0.071451388672399
524 => 0.070229262627969
525 => 0.071949381566652
526 => 0.074211155056766
527 => 0.076589236604118
528 => 0.079446345765186
529 => 0.078808672260853
530 => 0.076535824935716
531 => 0.076637783206405
601 => 0.077268049116708
602 => 0.07645179749717
603 => 0.076211068959443
604 => 0.077234976712262
605 => 0.077242027802226
606 => 0.076302831666644
607 => 0.075259087033023
608 => 0.075254713704898
609 => 0.075068989428722
610 => 0.077709838930558
611 => 0.079162039136568
612 => 0.07932853154985
613 => 0.079150832870612
614 => 0.079219222039642
615 => 0.078374218736813
616 => 0.080305645709135
617 => 0.082078114097268
618 => 0.081603054705984
619 => 0.080890873144778
620 => 0.080323586227966
621 => 0.081469419937021
622 => 0.081418397765666
623 => 0.082062633132165
624 => 0.082033406894657
625 => 0.081816774771821
626 => 0.0816030624426
627 => 0.082450407671017
628 => 0.082206385853181
629 => 0.081961985002061
630 => 0.081471801679242
701 => 0.081538425733896
702 => 0.080826367140877
703 => 0.080496936254163
704 => 0.075543086133195
705 => 0.07421925550915
706 => 0.074635759572532
707 => 0.07477288352472
708 => 0.074196750740601
709 => 0.075022777156659
710 => 0.074894041814695
711 => 0.075394875722621
712 => 0.075081976440629
713 => 0.075094817936306
714 => 0.076014988007484
715 => 0.07628211729383
716 => 0.076146253182797
717 => 0.076241407749015
718 => 0.078434204565291
719 => 0.078122458979712
720 => 0.077956850350692
721 => 0.07800272507272
722 => 0.078563031673373
723 => 0.078719886929949
724 => 0.078055280185812
725 => 0.078368712568393
726 => 0.079703267872932
727 => 0.080170286700232
728 => 0.081660786615219
729 => 0.081027595759809
730 => 0.082189844978773
731 => 0.08576220283791
801 => 0.08861604948415
802 => 0.085991534168067
803 => 0.091232260098708
804 => 0.095312916973197
805 => 0.095156294565665
806 => 0.094444737652304
807 => 0.089799018290574
808 => 0.085523958070136
809 => 0.089100227473178
810 => 0.089109344119352
811 => 0.088802139405995
812 => 0.086894117315372
813 => 0.088735744373119
814 => 0.088881926041156
815 => 0.088800103179898
816 => 0.087337227116612
817 => 0.085103685752663
818 => 0.085540114388836
819 => 0.08625499339779
820 => 0.084901578294455
821 => 0.084469080162627
822 => 0.085273176475832
823 => 0.0878641423371
824 => 0.087374335249471
825 => 0.087361544406947
826 => 0.089457146838356
827 => 0.087957147756777
828 => 0.085545619151576
829 => 0.084936676374608
830 => 0.082775339749379
831 => 0.084268182654842
901 => 0.084321907413353
902 => 0.083504292610515
903 => 0.085611964086694
904 => 0.085592541522993
905 => 0.087593461904125
906 => 0.091418470161473
907 => 0.09028722700255
908 => 0.088971714287628
909 => 0.089114746994951
910 => 0.090683462759482
911 => 0.089734981397949
912 => 0.090076061908603
913 => 0.090682946493278
914 => 0.091049095031309
915 => 0.089062063855035
916 => 0.088598791837157
917 => 0.087651099874963
918 => 0.087403864731534
919 => 0.0881757400605
920 => 0.087972378182076
921 => 0.084317392055432
922 => 0.083935425669047
923 => 0.083947140032795
924 => 0.082986667392718
925 => 0.081521716076755
926 => 0.085371520667409
927 => 0.085062327480799
928 => 0.084721002132433
929 => 0.084762812540032
930 => 0.086433882230852
1001 => 0.085464577419134
1002 => 0.088041633127019
1003 => 0.087511867946864
1004 => 0.086968516288824
1005 => 0.086893408538787
1006 => 0.086684264507026
1007 => 0.085967031803054
1008 => 0.085100930214004
1009 => 0.084529054924478
1010 => 0.077973584978894
1011 => 0.07919024206938
1012 => 0.080589895150201
1013 => 0.081073049784942
1014 => 0.080246580348934
1015 => 0.085999665853778
1016 => 0.087050810013625
1017 => 0.083866825789013
1018 => 0.083271232341807
1019 => 0.086038712861022
1020 => 0.084369583797201
1021 => 0.085121192512437
1022 => 0.083496625578083
1023 => 0.086797620166612
1024 => 0.086772472118525
1025 => 0.085488310667244
1026 => 0.086573675132309
1027 => 0.086385066346996
1028 => 0.084935251231249
1029 => 0.086843581891769
1030 => 0.086844528399968
1031 => 0.085608550923187
1101 => 0.084165199820568
1102 => 0.083907162733851
1103 => 0.083712766451415
1104 => 0.085073382943667
1105 => 0.086293307436083
1106 => 0.088563284471539
1107 => 0.089134010631577
1108 => 0.091361592829597
1109 => 0.090035176089685
1110 => 0.090623159450516
1111 => 0.091261498564022
1112 => 0.09156754180918
1113 => 0.09106886076438
1114 => 0.094529212827318
1115 => 0.094821372563877
1116 => 0.094919331196374
1117 => 0.093752519950203
1118 => 0.094788921432375
1119 => 0.094304023500876
1120 => 0.095565593210111
1121 => 0.09576342344905
1122 => 0.095595868274684
1123 => 0.095658662715061
1124 => 0.092705862677278
1125 => 0.092552744418058
1126 => 0.090464966088816
1127 => 0.09131575119006
1128 => 0.089725249222475
1129 => 0.090229613780382
1130 => 0.090451932871745
1201 => 0.090335805994914
1202 => 0.091363853303177
1203 => 0.090489803074964
1204 => 0.088183040815549
1205 => 0.085875650080299
1206 => 0.085846682669177
1207 => 0.085239187417415
1208 => 0.084800079618697
1209 => 0.084884667358916
1210 => 0.085182765588401
1211 => 0.084782753607686
1212 => 0.084868116444894
1213 => 0.086285708312151
1214 => 0.086569996251327
1215 => 0.085603874755539
1216 => 0.081724757539285
1217 => 0.080772812444387
1218 => 0.081457051700708
1219 => 0.081130029406838
1220 => 0.065478265670498
1221 => 0.069155415394458
1222 => 0.066970577892686
1223 => 0.067977451533043
1224 => 0.065747298204662
1225 => 0.066811644265316
1226 => 0.066615098411608
1227 => 0.072527846352965
1228 => 0.07243552692658
1229 => 0.072479715350555
1230 => 0.070370486741885
1231 => 0.073730545187294
]
'min_raw' => 0.042896504053369
'max_raw' => 0.09576342344905
'avg_raw' => 0.06932996375121
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.042896'
'max' => '$0.095763'
'avg' => '$0.069329'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0066145538886509
'max_diff' => 0.014487376228099
'year' => 2035
]
10 => [
'items' => [
101 => 0.075385830801297
102 => 0.075079481488145
103 => 0.075156583010229
104 => 0.073831723411271
105 => 0.072492542887473
106 => 0.071007185588175
107 => 0.073766795854559
108 => 0.073459974301055
109 => 0.074163712553882
110 => 0.075953517072648
111 => 0.076217072586842
112 => 0.076571293870636
113 => 0.076444330755584
114 => 0.079469107249103
115 => 0.07910278685762
116 => 0.079985513603524
117 => 0.078169677714559
118 => 0.07611488704547
119 => 0.076505435575496
120 => 0.076467822611461
121 => 0.075988966409153
122 => 0.075556676440816
123 => 0.074837035440479
124 => 0.077114086052375
125 => 0.077021641955914
126 => 0.078518204423099
127 => 0.078253672470192
128 => 0.076487063346729
129 => 0.07655015813718
130 => 0.076974500925286
131 => 0.078443156159984
201 => 0.078879153027316
202 => 0.078677181906897
203 => 0.079155232567913
204 => 0.079533064318684
205 => 0.07920268241861
206 => 0.083880193409899
207 => 0.081937764731387
208 => 0.082884490953962
209 => 0.083110279579611
210 => 0.082531926762834
211 => 0.082657350779531
212 => 0.082847333988829
213 => 0.084000874833158
214 => 0.08702809978841
215 => 0.088368837114074
216 => 0.092402511509149
217 => 0.088257507543142
218 => 0.088011560161531
219 => 0.088738146725381
220 => 0.091106340603087
221 => 0.093025539307829
222 => 0.093662248239421
223 => 0.093746399835649
224 => 0.094940908118926
225 => 0.095625577990639
226 => 0.094795863394649
227 => 0.094092767149287
228 => 0.091574363669919
229 => 0.091865875730041
301 => 0.09387410474568
302 => 0.096710846514369
303 => 0.099145066064582
304 => 0.098292687219214
305 => 0.10479573612369
306 => 0.10544048685999
307 => 0.10535140315552
308 => 0.1068202412846
309 => 0.10390489672206
310 => 0.10265853043944
311 => 0.094244784538016
312 => 0.096608703944079
313 => 0.10004479962891
314 => 0.099590019480327
315 => 0.0970946349469
316 => 0.099143173091647
317 => 0.098465862317283
318 => 0.097931639207893
319 => 0.10037901883626
320 => 0.097688024402056
321 => 0.10001795490093
322 => 0.097029794936081
323 => 0.09829658081398
324 => 0.097577491882146
325 => 0.098042830549267
326 => 0.095322470209705
327 => 0.096790310615919
328 => 0.095261403222995
329 => 0.095260678321821
330 => 0.095226927606383
331 => 0.097025680373944
401 => 0.097084337637117
402 => 0.095755056624124
403 => 0.09556348646288
404 => 0.096271821754986
405 => 0.095442546641237
406 => 0.095830559247565
407 => 0.095454299147808
408 => 0.095369595074102
409 => 0.094694658603607
410 => 0.094403877414352
411 => 0.094517900211167
412 => 0.094128681622857
413 => 0.093894163344749
414 => 0.095180276018128
415 => 0.094493157898379
416 => 0.095074965311615
417 => 0.094411922334283
418 => 0.092113526500777
419 => 0.090791694751832
420 => 0.086450238083746
421 => 0.087681469809255
422 => 0.088497777717069
423 => 0.088227987958406
424 => 0.088807600754791
425 => 0.088843184273069
426 => 0.088654746244511
427 => 0.088436559147848
428 => 0.088330357735695
429 => 0.089121896052695
430 => 0.089581410687668
501 => 0.088579705136409
502 => 0.088345019541099
503 => 0.089357799159101
504 => 0.089975594141019
505 => 0.094537045178486
506 => 0.094199118152338
507 => 0.095047248673141
508 => 0.094951762192122
509 => 0.095840738095711
510 => 0.09729383798883
511 => 0.094339279612998
512 => 0.094852088786101
513 => 0.094726359819349
514 => 0.096099035710437
515 => 0.096103321054737
516 => 0.095280333287783
517 => 0.0957264883077
518 => 0.095477456815205
519 => 0.095927490380769
520 => 0.094194604930879
521 => 0.096305072355419
522 => 0.097501571389617
523 => 0.097518184779867
524 => 0.098085315826073
525 => 0.098661553815034
526 => 0.099767592455092
527 => 0.098630706997666
528 => 0.096585560733326
529 => 0.096733213687829
530 => 0.095534145181337
531 => 0.09555430173956
601 => 0.095446704452065
602 => 0.095769612011384
603 => 0.094265464981483
604 => 0.094618485282954
605 => 0.09412425479361
606 => 0.094851014425538
607 => 0.094069141199254
608 => 0.094726299189035
609 => 0.095009906792291
610 => 0.096056424953944
611 => 0.09391456961588
612 => 0.089547181590709
613 => 0.090465259503061
614 => 0.089107350157229
615 => 0.089233029837111
616 => 0.089486922792246
617 => 0.088663972656048
618 => 0.088820965607895
619 => 0.088815356714913
620 => 0.088767022305359
621 => 0.088552941191092
622 => 0.088242481220747
623 => 0.089479258188063
624 => 0.089689410694991
625 => 0.090156553685504
626 => 0.091546454359154
627 => 0.091407570505741
628 => 0.091634095832893
629 => 0.091139592315606
630 => 0.089255968437007
701 => 0.089358258276003
702 => 0.088082702344642
703 => 0.090123934852498
704 => 0.089640544051685
705 => 0.089328898857758
706 => 0.089243863579223
707 => 0.090637209547805
708 => 0.091054120499627
709 => 0.090794329572305
710 => 0.090261490801055
711 => 0.091284698761497
712 => 0.091558466046033
713 => 0.091619752444892
714 => 0.093432680770128
715 => 0.091721074999151
716 => 0.092133075520123
717 => 0.095347385974015
718 => 0.092432449936858
719 => 0.093976556566571
720 => 0.093900980582189
721 => 0.094690893284231
722 => 0.093836184684798
723 => 0.093846779822247
724 => 0.094548168788339
725 => 0.093563194481629
726 => 0.093319300991563
727 => 0.092982363881835
728 => 0.093718053734329
729 => 0.094159066528509
730 => 0.097713305761392
731 => 0.10000950639884
801 => 0.099909822273366
802 => 0.1008207485793
803 => 0.10041036793535
804 => 0.099085140583087
805 => 0.10134714207913
806 => 0.10063135015962
807 => 0.10069035917578
808 => 0.10068816285725
809 => 0.10116410190811
810 => 0.1008268554714
811 => 0.10016210812702
812 => 0.10060339843668
813 => 0.10191387289221
814 => 0.10598162581244
815 => 0.10825799423716
816 => 0.10584458557498
817 => 0.10750932255332
818 => 0.10651107357275
819 => 0.10632966203765
820 => 0.10737523988314
821 => 0.10842264787424
822 => 0.10835593251328
823 => 0.10759556809673
824 => 0.10716605753136
825 => 0.11041845542896
826 => 0.11281476679676
827 => 0.11265135442655
828 => 0.1133726034841
829 => 0.11549021302446
830 => 0.11568382070209
831 => 0.11565943058473
901 => 0.11517955375487
902 => 0.1172646153537
903 => 0.11900401042262
904 => 0.11506847613373
905 => 0.11656707607101
906 => 0.11723984586473
907 => 0.11822767152372
908 => 0.11989429898923
909 => 0.12170469846788
910 => 0.12196070880418
911 => 0.12177905721935
912 => 0.12058505009703
913 => 0.12256601080913
914 => 0.12372641113503
915 => 0.12441740297381
916 => 0.12616964330689
917 => 0.11724400066194
918 => 0.11092598716462
919 => 0.10993933812379
920 => 0.11194572774637
921 => 0.11247479668919
922 => 0.11226152966174
923 => 0.10515003106185
924 => 0.10990189755542
925 => 0.11501450635423
926 => 0.11521090247995
927 => 0.11777038134424
928 => 0.11860385257903
929 => 0.12066456854335
930 => 0.12053567019871
1001 => 0.12103742174287
1002 => 0.12092207775199
1003 => 0.12473912014095
1004 => 0.12894988473224
1005 => 0.12880407934386
1006 => 0.12819873211435
1007 => 0.12909777597721
1008 => 0.13344373628839
1009 => 0.13304362990553
1010 => 0.13343229917549
1011 => 0.13855643130996
1012 => 0.14521853198406
1013 => 0.14212331735697
1014 => 0.14883904247375
1015 => 0.15306623544946
1016 => 0.16037672860106
1017 => 0.15946141885354
1018 => 0.16230734019058
1019 => 0.15782282337458
1020 => 0.14752546629465
1021 => 0.14589587012005
1022 => 0.14915836292955
1023 => 0.15717888315229
1024 => 0.14890576820512
1025 => 0.15057940858401
1026 => 0.1500974000423
1027 => 0.15007171585551
1028 => 0.1510519767999
1029 => 0.1496300571731
1030 => 0.14383690081506
1031 => 0.14649187023466
1101 => 0.14546665903965
1102 => 0.14660420729507
1103 => 0.15274308606901
1104 => 0.15002894143046
1105 => 0.14716981053296
1106 => 0.15075579517036
1107 => 0.1553219858918
1108 => 0.15503624188268
1109 => 0.15448177907327
1110 => 0.15760725689919
1111 => 0.16276963058853
1112 => 0.16416499945266
1113 => 0.1651950322211
1114 => 0.16533705633732
1115 => 0.1667999930019
1116 => 0.15893341384895
1117 => 0.17141787699277
1118 => 0.17357359890138
1119 => 0.17316841252808
1120 => 0.17556440670285
1121 => 0.17485944443612
1122 => 0.17383806471683
1123 => 0.17763622512642
1124 => 0.17328194071257
1125 => 0.16710158217628
1126 => 0.16371091524963
1127 => 0.16817601897594
1128 => 0.17090270201094
1129 => 0.17270486604747
1130 => 0.17325019979602
1201 => 0.15954407399531
1202 => 0.15215723236531
1203 => 0.15689211315983
1204 => 0.16266899451316
1205 => 0.15890132298135
1206 => 0.15904900857225
1207 => 0.15367729909455
1208 => 0.16314427160797
1209 => 0.16176501334253
1210 => 0.16892060766347
1211 => 0.16721286765154
1212 => 0.1730479770417
1213 => 0.17151139718346
1214 => 0.17788965426598
1215 => 0.18043411370061
1216 => 0.18470665710485
1217 => 0.18784955742539
1218 => 0.18969512860772
1219 => 0.18958432743649
1220 => 0.19689739992077
1221 => 0.19258513657609
1222 => 0.18716791749272
1223 => 0.18706993709061
1224 => 0.18987559161647
1225 => 0.19575547380895
1226 => 0.19728004171265
1227 => 0.19813206718545
1228 => 0.19682716051465
1229 => 0.19214650771669
1230 => 0.19012542556997
1231 => 0.19184744611536
]
'min_raw' => 0.071007185588175
'max_raw' => 0.19813206718545
'avg_raw' => 0.13456962638681
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.0710071'
'max' => '$0.198132'
'avg' => '$0.134569'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.028110681534806
'max_diff' => 0.1023686437364
'year' => 2036
]
11 => [
'items' => [
101 => 0.18974156296327
102 => 0.19337690809023
103 => 0.19836901341737
104 => 0.19733816340824
105 => 0.2007841404351
106 => 0.20435036413054
107 => 0.20945022418414
108 => 0.21078351644943
109 => 0.21298739786338
110 => 0.21525591577566
111 => 0.21598450259082
112 => 0.21737560088816
113 => 0.21736826911347
114 => 0.22156043746422
115 => 0.22618452897574
116 => 0.22793001647338
117 => 0.23194366872745
118 => 0.2250704298975
119 => 0.2302838605041
120 => 0.23498650541187
121 => 0.22937981828553
122 => 0.23710733029864
123 => 0.23740737207919
124 => 0.24193764673949
125 => 0.23734534547567
126 => 0.23461845164435
127 => 0.24249089195998
128 => 0.24630011784916
129 => 0.24515274801083
130 => 0.2364212068885
131 => 0.23133907544188
201 => 0.21803815717614
202 => 0.23379366941882
203 => 0.24146771983763
204 => 0.23640133295183
205 => 0.2389565238029
206 => 0.25289681656295
207 => 0.25820437747886
208 => 0.257100441911
209 => 0.25728698884965
210 => 0.26015085238083
211 => 0.27285080043654
212 => 0.26524069717907
213 => 0.27105833597428
214 => 0.2741439906142
215 => 0.27701011860916
216 => 0.26997181410259
217 => 0.26081508335277
218 => 0.2579147623509
219 => 0.23589758062361
220 => 0.23475149069893
221 => 0.23410815569412
222 => 0.23005201949039
223 => 0.22686500750347
224 => 0.22433057724531
225 => 0.21767947540293
226 => 0.21992402702959
227 => 0.20932355888569
228 => 0.21610536274663
301 => 0.19918675963171
302 => 0.21327707504482
303 => 0.20560835697349
304 => 0.21075769490888
305 => 0.21073972935392
306 => 0.20125816561579
307 => 0.19578939752683
308 => 0.19927430940076
309 => 0.20301041156225
310 => 0.2036165815682
311 => 0.20846053554283
312 => 0.2098123789767
313 => 0.20571623026052
314 => 0.19883615918734
315 => 0.20043424277993
316 => 0.19575701241383
317 => 0.18756034610432
318 => 0.19344733494788
319 => 0.19545741177169
320 => 0.19634517620864
321 => 0.18828469628672
322 => 0.18575191849372
323 => 0.18440348884879
324 => 0.19779565244859
325 => 0.19852930540169
326 => 0.19477583316557
327 => 0.21174188359167
328 => 0.20790194385516
329 => 0.21219209734892
330 => 0.20028923344422
331 => 0.20074393887471
401 => 0.19510893235037
402 => 0.19826415947273
403 => 0.19603414664036
404 => 0.19800924830181
405 => 0.19919311609402
406 => 0.20482719796924
407 => 0.21334140720969
408 => 0.20398565401716
409 => 0.19990921837432
410 => 0.20243821612039
411 => 0.20917327038561
412 => 0.2193772223585
413 => 0.21333627741688
414 => 0.21601714620007
415 => 0.21660279676565
416 => 0.21214842761364
417 => 0.21954146130278
418 => 0.2235034481177
419 => 0.22756762677214
420 => 0.2310964392221
421 => 0.22594430444435
422 => 0.23145782718605
423 => 0.22701490112402
424 => 0.22302913714513
425 => 0.22303518190383
426 => 0.22053485393715
427 => 0.21569015344011
428 => 0.21479671633742
429 => 0.21944448897431
430 => 0.22317156248339
501 => 0.22347854210907
502 => 0.22554204150765
503 => 0.22676319919599
504 => 0.23873220462514
505 => 0.24354623762155
506 => 0.24943274604457
507 => 0.25172587282078
508 => 0.25862736228571
509 => 0.25305384903121
510 => 0.25184798437956
511 => 0.23510722839764
512 => 0.23784852625184
513 => 0.24223760861232
514 => 0.23517960274916
515 => 0.23965628294033
516 => 0.24054007443912
517 => 0.23493977441071
518 => 0.23793113663056
519 => 0.22998696545172
520 => 0.21351456843247
521 => 0.21955979978955
522 => 0.22401112487123
523 => 0.21765853513525
524 => 0.22904530635782
525 => 0.22239338968026
526 => 0.22028505144179
527 => 0.21205967229664
528 => 0.21594173462927
529 => 0.22119227951994
530 => 0.21794805321887
531 => 0.22468030991662
601 => 0.23421498082791
602 => 0.24100995511876
603 => 0.24153158887128
604 => 0.23716287563018
605 => 0.2441637664798
606 => 0.24421476032659
607 => 0.23631772684875
608 => 0.23148083781443
609 => 0.23038188644893
610 => 0.23312728242205
611 => 0.23646069996148
612 => 0.24171657034531
613 => 0.24489258274172
614 => 0.25317393864475
615 => 0.25541463610703
616 => 0.25787648328105
617 => 0.26116627031109
618 => 0.26511650312474
619 => 0.25647361861536
620 => 0.25681701652927
621 => 0.24876888214301
622 => 0.24016829633208
623 => 0.24669506888442
624 => 0.25522795577644
625 => 0.25327050209541
626 => 0.25305024856914
627 => 0.25342065390709
628 => 0.25194479775605
629 => 0.24526955508269
630 => 0.24191729000136
701 => 0.24624256721031
702 => 0.24854125955093
703 => 0.25210633090418
704 => 0.25166686061037
705 => 0.26085010155564
706 => 0.26441843130018
707 => 0.26350549985409
708 => 0.26367350121109
709 => 0.27013379176794
710 => 0.27731896352725
711 => 0.28404882504676
712 => 0.29089472923868
713 => 0.28264172453513
714 => 0.27845135772123
715 => 0.28277474664946
716 => 0.28048069562803
717 => 0.29366299325686
718 => 0.29457570694346
719 => 0.30775705134212
720 => 0.32026771678175
721 => 0.31240999197097
722 => 0.31981947254784
723 => 0.32783342989553
724 => 0.34329365383695
725 => 0.33808719431072
726 => 0.33409912790924
727 => 0.33033042443005
728 => 0.33817249810542
729 => 0.34826120060861
730 => 0.35043421049941
731 => 0.35395531667616
801 => 0.35025330407168
802 => 0.35471197049047
803 => 0.37045302218607
804 => 0.36619965106781
805 => 0.36015918031636
806 => 0.37258522884336
807 => 0.37708216750025
808 => 0.40864403805931
809 => 0.44849220339598
810 => 0.43199480128944
811 => 0.42175433143407
812 => 0.42416108475727
813 => 0.4387122857927
814 => 0.44338566973324
815 => 0.4306818011708
816 => 0.43516902231402
817 => 0.459894051987
818 => 0.47315823713263
819 => 0.45514369208713
820 => 0.40544227677381
821 => 0.35961530201541
822 => 0.37177067933691
823 => 0.37039263677392
824 => 0.39695659664728
825 => 0.36609820957333
826 => 0.36661778567091
827 => 0.39373106010272
828 => 0.38649770332351
829 => 0.37478059171954
830 => 0.35970084989705
831 => 0.3318245524309
901 => 0.30713373837706
902 => 0.35555811069151
903 => 0.35346996370331
904 => 0.35044601741834
905 => 0.35717548265037
906 => 0.3898518556251
907 => 0.38909855946494
908 => 0.38430647362905
909 => 0.38794122850006
910 => 0.37414340161687
911 => 0.37769941577534
912 => 0.35960804278847
913 => 0.36778609894101
914 => 0.37475545206046
915 => 0.37615465288222
916 => 0.37930712377862
917 => 0.35236960512666
918 => 0.36446376015739
919 => 0.37156794316887
920 => 0.33947098587062
921 => 0.37093348952267
922 => 0.3519006828575
923 => 0.34544066241217
924 => 0.35413822889882
925 => 0.35074877878031
926 => 0.34783472860361
927 => 0.34620863853527
928 => 0.35259517144768
929 => 0.35229723205376
930 => 0.34184762463643
1001 => 0.32821653774101
1002 => 0.33279157792829
1003 => 0.33112942293702
1004 => 0.32510555882641
1005 => 0.32916491591284
1006 => 0.31128956169781
1007 => 0.28053594385091
1008 => 0.30085272580936
1009 => 0.30007055180437
1010 => 0.29967614420228
1011 => 0.31494364432945
1012 => 0.31347602647338
1013 => 0.31081228569366
1014 => 0.32505663713806
1015 => 0.31985725724729
1016 => 0.33588052094267
1017 => 0.34643447873216
1018 => 0.34375765365198
1019 => 0.3536837019647
1020 => 0.33289697761392
1021 => 0.33980149362462
1022 => 0.34122450480518
1023 => 0.32488086405232
1024 => 0.31371614690497
1025 => 0.31297158755833
1026 => 0.29361350661761
1027 => 0.30395443720317
1028 => 0.31305402818169
1029 => 0.30869603025976
1030 => 0.30731641830917
1031 => 0.31436455656344
1101 => 0.31491225726902
1102 => 0.3024246231391
1103 => 0.30502119770666
1104 => 0.31584934529795
1105 => 0.30474835616952
1106 => 0.28318094762926
1107 => 0.27783193211852
1108 => 0.27711827484747
1109 => 0.26261132054659
1110 => 0.27818937891226
1111 => 0.27138913896964
1112 => 0.29287101546901
1113 => 0.28060068282218
1114 => 0.28007173330618
1115 => 0.27927214853272
1116 => 0.26678541369121
1117 => 0.2695192150481
1118 => 0.27860678712812
1119 => 0.2818493352251
1120 => 0.28151111089317
1121 => 0.27856225306722
1122 => 0.27991222507934
1123 => 0.27556349486687
1124 => 0.27402786771785
1125 => 0.26918100602802
1126 => 0.26205745832369
1127 => 0.26304803132324
1128 => 0.24893441934331
1129 => 0.24124457447056
1130 => 0.23911612676031
1201 => 0.23626987752822
1202 => 0.23943761818466
1203 => 0.24889443725385
1204 => 0.23748750708032
1205 => 0.21793112540092
1206 => 0.2191064972623
1207 => 0.2217472088638
1208 => 0.21682626026447
1209 => 0.21216899539911
1210 => 0.2162181093437
1211 => 0.20793181261891
1212 => 0.22274856823474
1213 => 0.22234781651881
1214 => 0.22787058675037
1215 => 0.23132408831482
1216 => 0.22336488529317
1217 => 0.2213631672572
1218 => 0.2225034368235
1219 => 0.2036573208744
1220 => 0.22633045700754
1221 => 0.22652653523034
1222 => 0.22484759444417
1223 => 0.23692033948053
1224 => 0.26239759709085
1225 => 0.25281202795753
1226 => 0.24910020586375
1227 => 0.24204402935015
1228 => 0.25144596560022
1229 => 0.25072404358927
1230 => 0.24745923847495
1231 => 0.245484674155
]
'min_raw' => 0.18440348884879
'max_raw' => 0.47315823713263
'avg_raw' => 0.32878086299071
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.1844034'
'max' => '$0.473158'
'avg' => '$0.32878'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.11339630326062
'max_diff' => 0.27502616994719
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0057882148018167
]
1 => [
'year' => 2028
'avg' => 0.0099342569306806
]
2 => [
'year' => 2029
'avg' => 0.027138599459012
]
3 => [
'year' => 2030
'avg' => 0.020937389066613
]
4 => [
'year' => 2031
'avg' => 0.020563110805475
]
5 => [
'year' => 2032
'avg' => 0.036053604691135
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0057882148018167
'min' => '$0.005788'
'max_raw' => 0.036053604691135
'max' => '$0.036053'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.036053604691135
]
1 => [
'year' => 2033
'avg' => 0.092733578614049
]
2 => [
'year' => 2034
'avg' => 0.058778998692835
]
3 => [
'year' => 2035
'avg' => 0.06932996375121
]
4 => [
'year' => 2036
'avg' => 0.13456962638681
]
5 => [
'year' => 2037
'avg' => 0.32878086299071
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.036053604691135
'min' => '$0.036053'
'max_raw' => 0.32878086299071
'max' => '$0.32878'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.32878086299071
]
]
]
]
'prediction_2025_max_price' => '$0.009896'
'last_price' => 0.00959619
'sma_50day_nextmonth' => '$0.00882'
'sma_200day_nextmonth' => '$0.016418'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 feb. 2026'
'sma_50day_date_nextmonth' => '4 feb. 2026'
'daily_sma3' => '$0.009498'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.009425'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.00904'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.0088031'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.0094055'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.012552'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.019872'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.009487'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.009364'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.009158'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.009094'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.010044'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.013636'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.024495'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.014441'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.009353'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.00938'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.01051'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.016847'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.026749'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.013374'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.006687'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '56.59'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 105.02
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.009122'
'vwma_10_action' => 'BUY'
'hma_9' => '0.009718'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 163.2
'cci_20_action' => 'SELL'
'adx_14' => 16.29
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000325'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 71.82
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.0019055'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 12
'buy_signals' => 20
'sell_pct' => 37.5
'buy_pct' => 62.5
'overall_action' => 'bullish'
'overall_action_label' => 'Alcista'
'overall_action_dir' => 1
'last_updated' => 1767712425
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de JACK para 2026
La previsión del precio de JACK para 2026 sugiere que el precio medio podría oscilar entre $0.003315 en el extremo inferior y $0.009896 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, JACK podría potencialmente ganar 3.13% para 2026 si JACK alcanza el objetivo de precio previsto.
Predicción de precio de JACK 2027-2032
La predicción del precio de JACK para 2027-2032 está actualmente dentro de un rango de precios de $0.005788 en el extremo inferior y $0.036053 en el extremo superior. Considerando la volatilidad de precios en el mercado, si JACK alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de JACK | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.003191 | $0.005788 | $0.008384 |
| 2028 | $0.00576 | $0.009934 | $0.0141083 |
| 2029 | $0.012653 | $0.027138 | $0.041623 |
| 2030 | $0.010761 | $0.020937 | $0.031113 |
| 2031 | $0.012723 | $0.020563 | $0.0284032 |
| 2032 | $0.01942 | $0.036053 | $0.052686 |
Predicción de precio de JACK 2032-2037
La predicción de precio de JACK para 2032-2037 se estima actualmente entre $0.036053 en el extremo inferior y $0.32878 en el extremo superior. Comparado con el precio actual, JACK podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de JACK | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.01942 | $0.036053 | $0.052686 |
| 2033 | $0.045129 | $0.092733 | $0.140337 |
| 2034 | $0.036281 | $0.058778 | $0.081276 |
| 2035 | $0.042896 | $0.069329 | $0.095763 |
| 2036 | $0.0710071 | $0.134569 | $0.198132 |
| 2037 | $0.1844034 | $0.32878 | $0.473158 |
JACK Histograma de precios potenciales
Pronóstico de precio de JACK basado en análisis técnico
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para JACK es Alcista, con 20 indicadores técnicos mostrando señales alcistas y 12 indicando señales bajistas. La predicción de precio de JACK se actualizó por última vez el 6 de enero de 2026.
Promedios Móviles Simples de 50 y 200 días y el Índice de Fuerza Relativa de 14 días - RSI (14) de JACK
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de JACK aumentar durante el próximo mes, alcanzando $0.016418 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para JACK alcance $0.00882 para el 4 feb. 2026.
El oscilador de momento del Índice de Fuerza Relativa (RSI) es una herramienta comúnmente utilizada para identificar si una criptomoneda está sobrevendida (por debajo de 30) o sobrecomprada (por encima de 70). Actualmente, el RSI se encuentra en 56.59, lo que sugiere que el mercado de JACK está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de JACK para Sáb, 19 de Oct de 2024
Los promedios móviles (MA) son indicadores ampliamente utilizados en los mercados financieros, diseñados para suavizar los movimientos de precios durante un período establecido. Como indicadores rezagados, se basan en datos históricos de precios. La tabla a continuación resalta dos tipos: el promedio móvil simple (SMA) y el promedio móvil exponencial (EMA).
Promedio Móvil Simple Diario (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 3 | $0.009498 | BUY |
| SMA 5 | $0.009425 | BUY |
| SMA 10 | $0.00904 | BUY |
| SMA 21 | $0.0088031 | BUY |
| SMA 50 | $0.0094055 | BUY |
| SMA 100 | $0.012552 | SELL |
| SMA 200 | $0.019872 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.009487 | BUY |
| EMA 5 | $0.009364 | BUY |
| EMA 10 | $0.009158 | BUY |
| EMA 21 | $0.009094 | BUY |
| EMA 50 | $0.010044 | SELL |
| EMA 100 | $0.013636 | SELL |
| EMA 200 | $0.024495 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.014441 | SELL |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.016847 | SELL |
| EMA 50 | $0.026749 | SELL |
| EMA 100 | $0.013374 | SELL |
| EMA 200 | $0.006687 | BUY |
Osciladores de JACK
Un oscilador es una herramienta de análisis técnico que establece límites altos y bajos entre dos extremos, creando un indicador de tendencia que fluctúa dentro de estos límites. Los traders utilizan este indicador para identificar condiciones de sobrecompra o sobreventa a corto plazo.
| Período | Valor | Acción |
|---|---|---|
| RSI (14) | 56.59 | NEUTRAL |
| Stoch RSI (14) | 105.02 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Materias Primas (20) | 163.2 | SELL |
| Índice Direccional Medio (14) | 16.29 | NEUTRAL |
| Oscilador Asombroso (5, 34) | 0.000325 | BUY |
| Momentum (10) | 0 | SELL |
| MACD (12, 26) | 0 | BUY |
| Rango Percentil de Williams (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 71.82 | SELL |
| VWMA (10) | 0.009122 | BUY |
| Promedio Móvil de Hull (9) | 0.009718 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.0019055 | SELL |
Predicción de precios de JACK basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de JACK
M0: El total de toda la moneda física, además de cuentas en el banco central que pueden cambiarse por moneda física.
M1: Medir M0 más la cantidad en cuentas a la vista, incluyendo cuentas "de cheques" o "corrientes".
M2: Medir M1 más la mayoría de cuentas de ahorro, cuentas del mercado monetario, y cuentas de certificados de depósito (CD) inferiores a 100 000 $.
Predicciones de precios de JACK por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.013484 | $0.018947 | $0.026624 | $0.037411 | $0.05257 | $0.073869 |
| Amazon.com acción | $0.020023 | $0.041779 | $0.087174 | $0.181895 | $0.379535 | $0.791923 |
| Apple acción | $0.013611 | $0.0193068 | $0.027385 | $0.038843 | $0.055097 | $0.078151 |
| Netflix acción | $0.015141 | $0.02389 | $0.037695 | $0.059477 | $0.093846 | $0.148075 |
| Google acción | $0.012427 | $0.016092 | $0.02084 | $0.026988 | $0.034949 | $0.045259 |
| Tesla acción | $0.021753 | $0.049314 | $0.111791 | $0.253423 | $0.574492 | $1.30 |
| Kodak acción | $0.007196 | $0.005396 | $0.004046 | $0.003034 | $0.002275 | $0.0017064 |
| Nokia acción | $0.006357 | $0.004211 | $0.002789 | $0.001848 | $0.001224 | $0.000811 |
Este cálculo muestra cuánto puede costar la criptomoneda si asumimos que su capitalización se comportará como la capitalización de algunas empresas de Internet o nichos tecnológicos. Si extrapola los datos, puede obtener una imagen potencial del precio futuro en 2024, 2025, 2026, 2027, 2028, 2029 y 2030.
Resumen de pronósticos y predicciones de JACK
Podría preguntarse cosas como: "¿Debo invertir en JACK ahora?", "¿Debería comprar JACK hoy?", "¿Será JACK una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de JACK regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como JACK, con métodos de análisis técnico.
Si está tratando de encontrar criptomonedas que ofrezcan un buen rendimiento, debería explorar el máximo de fuentes de información disponibles acerca de JACK a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de JACK es de $0.009596 USD hoy, pero dicho precio puede subir y bajar, y su inversión puede perderse porque estos son activos de criptomonedas conllevan un alto riesgo
Predicción de precios de JACK basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si JACK ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.009845 | $0.0101015 | $0.010364 | $0.010633 |
| Si JACK ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.010095 | $0.010619 | $0.011171 | $0.011752 |
| Si JACK ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.010843 | $0.012252 | $0.013845 | $0.015644 |
| Si JACK ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.01209 | $0.015233 | $0.019192 | $0.024181 |
| Si JACK ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.014584 | $0.022167 | $0.03369 | $0.0512056 |
| Si JACK ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.022067 | $0.050748 | $0.1167051 | $0.268382 |
| Si JACK ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.034539 | $0.124319 | $0.447466 | $1.61 |
Cuadro de preguntas
¿Es JACK una buena inversión?
La decisión de adquirir JACK depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de JACK ha experimentado un aumento de 2.4348% durante las últimas 24 horas, y JACK ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en JACK dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede JACK subir?
Parece que el valor medio de JACK podría potencialmente aumentar hasta $0.009896 para el final de este año. Mirando las perspectivas de JACK en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.031113. Sin embargo, dada la imprevisibilidad del mercado, es vital realizar una investigación exhaustiva antes de invertir cualquier fondo en un proyecto, red o activo en particular.
¿Cuál será el precio de JACK la próxima semana?
Basado en nuestro nuevo pronóstico experimental de JACK, el precio de JACK aumentará en un 0.86% durante la próxima semana y alcanzará $0.009678 para el 13 de enero de 2026.
¿Cuál será el precio de JACK el próximo mes?
Basado en nuestro nuevo pronóstico experimental de JACK, el precio de JACK disminuirá en un -11.62% durante el próximo mes y alcanzará $0.008481 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de JACK este año en 2026?
Según nuestra predicción más reciente sobre el valor de JACK en 2026, se anticipa que JACK fluctúe dentro del rango de $0.003315 y $0.009896. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de JACK no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará JACK en 5 años?
El futuro de JACK parece estar en una tendencia alcista, con un precio máximo de $0.031113 proyectada después de un período de cinco años. Basado en el pronóstico de JACK para 2030, el valor de JACK podría potencialmente alcanzar su punto más alto de aproximadamente $0.031113, mientras que su punto más bajo se anticipa que esté alrededor de $0.010761.
¿Cuánto será JACK en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de JACK, se espera que el valor de JACK en 2026 crezca en un 3.13% hasta $0.009896 si ocurre lo mejor. El precio estará entre $0.009896 y $0.003315 durante 2026.
¿Cuánto será JACK en 2027?
Según nuestra última simulación experimental para la predicción de precios de JACK, el valor de JACK podría disminuir en un -12.62% hasta $0.008384 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.008384 y $0.003191 a lo largo del año.
¿Cuánto será JACK en 2028?
Nuestro nuevo modelo experimental de predicción de precios de JACK sugiere que el valor de JACK en 2028 podría aumentar en un 47.02% , alcanzando $0.0141083 en el mejor escenario. Se espera que el precio oscile entre $0.0141083 y $0.00576 durante el año.
¿Cuánto será JACK en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de JACK podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.041623 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.041623 y $0.012653.
¿Cuánto será JACK en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de JACK, se espera que el valor de JACK en 2030 aumente en un 224.23% , alcanzando $0.031113 en el mejor escenario. Se pronostica que el precio oscile entre $0.031113 y $0.010761 durante el transcurso de 2030.
¿Cuánto será JACK en 2031?
Nuestra simulación experimental indica que el precio de JACK podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.0284032 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.0284032 y $0.012723 durante el año.
¿Cuánto será JACK en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de JACK, JACK podría experimentar un 449.04% aumento en valor, alcanzando $0.052686 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.052686 y $0.01942 a lo largo del año.
¿Cuánto será JACK en 2033?
Según nuestra predicción experimental de precios de JACK, se anticipa que el valor de JACK aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $0.140337. A lo largo del año, el precio de JACK podría oscilar entre $0.140337 y $0.045129.
¿Cuánto será JACK en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de JACK sugieren que JACK podría aumentar en un 746.96% en 2034, alcanzando potencialmente $0.081276 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $0.081276 y $0.036281.
¿Cuánto será JACK en 2035?
Basado en nuestra predicción experimental para el precio de JACK, JACK podría crecer en un 897.93% , con el valor potencialmente alcanzando $0.095763 en 2035. El rango de precios esperado para el año está entre $0.095763 y $0.042896.
¿Cuánto será JACK en 2036?
Nuestra reciente simulación de predicción de precios de JACK sugiere que el valor de JACK podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $0.198132 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $0.198132 y $0.0710071.
¿Cuánto será JACK en 2037?
Según la simulación experimental, el valor de JACK podría aumentar en un 4830.69% en 2037, con un máximo de $0.473158 bajo condiciones favorables. Se espera que el precio caiga entre $0.473158 y $0.1844034 durante el transcurso del año.
Predicciones relacionadas
¿Cómo leer y predecir los movimientos de precio de JACK?
Los traders de JACK utilizan indicadores y patrones de gráficos para predecir la dirección del mercado. También identifican niveles clave de soporte y resistencia para estimar cuándo una tendencia bajista podría desacelerar o una tendencia alcista podría estancarse.
Indicadores de predicción de precio de JACK
Las medias móviles son herramientas populares para la predicción de precios de JACK. Una media móvil simple (SMA) calcula el precio de cierre promedio de JACK durante un período específico, como una SMA de 12 días. Una media móvil exponencial (EMA) da más peso a los precios recientes, reaccionando más rápido a los cambios de precio.
Las medias móviles comúnmente utilizadas en el mercado de criptomonedas incluyen las de 50 días, 100 días y 200 días, que ayudan a identificar niveles clave de resistencia y soporte. Un movimiento de precio de JACK por encima de estas medias se considera alcista, mientras que una caída por debajo indica debilidad.
Los traders también utilizan RSI y niveles de retroceso de Fibonacci para evaluar la dirección futura de JACK.
¿Cómo leer gráficos de JACK y predecir movimientos de precio?
La mayoría de los traders prefieren gráficos de velas sobre gráficos lineales simples porque proporcionan información más detallada. Las velas pueden representar la acción del precio de JACK en diferentes marcos de tiempo, como 5 minutos para tendencias a corto plazo y semanal para tendencias a largo plazo. Las opciones populares incluyen gráficos de 1 hora, 4 horas y 1 día.
Por ejemplo, un gráfico de velas de 1 hora muestra los precios de apertura, cierre, máximo y mínimo de JACK dentro de cada hora. El color de la vela es crucial: el verde indica que el precio cerró más alto de lo que abrió, mientras que el rojo significa lo contrario. Algunos gráficos usan velas huecas y llenas para transmitir la misma información.
¿Qué afecta el precio de JACK?
La acción del precio de JACK está impulsada por la oferta y la demanda, influenciada por factores como reducciones a la mitad de recompensas de bloque, hard forks y actualizaciones de protocolo. Los eventos del mundo real, como regulaciones, adopción por empresas y gobiernos y hacks de exchanges de criptomonedas, también impactan el precio de JACK. La capitalización de mercado de JACK puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de JACK, grandes poseedores de JACK, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de JACK.
Patrones de predicción de precios alcistas y bajistas
Los traders a menudo identifican patrones de velas para obtener una ventaja en las predicciones de precios de criptomonedas. Ciertas formaciones indican tendencias alcistas, mientras que otras sugieren movimientos bajistas.
Patrones de velas alcistas comúnmente seguidos:
- Martillo
- Envolvente Alcista
- Línea Penetrante
- Estrella de la Mañana
- Tres Soldados Blancos
Patrones de velas bajistas comunes:
- Harami Bajista
- Cubierta de Nube Oscura
- Estrella de la Tarde
- Estrella Fugaz
- Hombre Colgado


