Previsão de Preço CryptoBlades - Projeção SKILL
Previsão de Preço CryptoBlades até $0.065341 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.021889 | $0.065341 |
| 2027 | $0.021072 | $0.055358 |
| 2028 | $0.03803 | $0.093147 |
| 2029 | $0.083541 | $0.274813 |
| 2030 | $0.071048 | $0.205421 |
| 2031 | $0.0840012 | $0.187526 |
| 2032 | $0.128221 | $0.347852 |
| 2033 | $0.297958 | $0.926552 |
| 2034 | $0.239544 | $0.5366094 |
| 2035 | $0.283215 | $0.632259 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em CryptoBlades hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.57, com um retorno de 39.55% nos próximos 90 dias.
Previsão de preço de longo prazo de CryptoBlades para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'CryptoBlades'
'name_with_ticker' => 'CryptoBlades <small>SKILL</small>'
'name_lang' => 'CryptoBlades'
'name_lang_with_ticker' => 'CryptoBlades <small>SKILL</small>'
'name_with_lang' => 'CryptoBlades'
'name_with_lang_with_ticker' => 'CryptoBlades <small>SKILL</small>'
'image' => '/uploads/coins/cryptoblades.PNG?1719973428'
'price_for_sd' => 0.06335
'ticker' => 'SKILL'
'marketcap' => '$63.36K'
'low24h' => '$0.06322'
'high24h' => '$0.06447'
'volume24h' => '$36.92'
'current_supply' => '1M'
'max_supply' => '1M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.06335'
'change_24h_pct' => '-0.8769%'
'ath_price' => '$184.46'
'ath_days' => 1627
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '24 de jul. de 2021'
'ath_pct' => '-99.97%'
'fdv' => '$63.36K'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$3.12'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.063899'
'next_week_prediction_price_date' => '13 de janeiro de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.055996'
'next_month_prediction_price_date' => '5 de fevereiro 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' => '$0.021889'
'current_year_max_price_prediction' => '$0.065341'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.071048'
'grand_prediction_max_price' => '$0.205421'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.064557581824218
107 => 0.064798616400347
108 => 0.065341679607898
109 => 0.060701263958294
110 => 0.06278467434952
111 => 0.064008482765212
112 => 0.058479271820587
113 => 0.063899188042605
114 => 0.060620484645827
115 => 0.059507643468488
116 => 0.061005937508098
117 => 0.060422050863724
118 => 0.059920059413864
119 => 0.059639939559535
120 => 0.060740121341546
121 => 0.060688796546413
122 => 0.058888685614961
123 => 0.056540514286791
124 => 0.057328637660621
125 => 0.057042305050213
126 => 0.05600459873245
127 => 0.056703887497483
128 => 0.053624573678221
129 => 0.048326774300985
130 => 0.051826662845571
131 => 0.051691920943751
201 => 0.051623977966794
202 => 0.054254047478236
203 => 0.054001226980738
204 => 0.053542355302154
205 => 0.055996171194221
206 => 0.055100495385136
207 => 0.057860757180976
208 => 0.059678844122257
209 => 0.059217718464997
210 => 0.060927638020848
211 => 0.057346794431369
212 => 0.058536207033285
213 => 0.058781343322085
214 => 0.055965891487009
215 => 0.054042591540812
216 => 0.053914329361626
217 => 0.050579592301979
218 => 0.052360981922185
219 => 0.053928531069055
220 => 0.053177796674432
221 => 0.052940136592647
222 => 0.054154290408306
223 => 0.054248640558307
224 => 0.052097447139505
225 => 0.05254474837071
226 => 0.054410068862477
227 => 0.052497747080237
228 => 0.048782418233334
301 => 0.047860965310862
302 => 0.047738026505258
303 => 0.045238973098161
304 => 0.047922541201241
305 => 0.046751091809093
306 => 0.05045168640277
307 => 0.048337926617548
308 => 0.048246806657925
309 => 0.048109065474564
310 => 0.045958026972479
311 => 0.046428967698808
312 => 0.04799444639942
313 => 0.048553026836179
314 => 0.04849476232031
315 => 0.047986774699743
316 => 0.048219328831121
317 => 0.047470190946722
318 => 0.047205654767784
319 => 0.046370705820647
320 => 0.04514356152889
321 => 0.045314203469172
322 => 0.04288290952743
323 => 0.041558211549434
324 => 0.041191552608363
325 => 0.040701240948631
326 => 0.041246934614999
327 => 0.042876021977169
328 => 0.040910996988228
329 => 0.037542099475164
330 => 0.037744575956021
331 => 0.038199480492701
401 => 0.037351768898093
402 => 0.036549481016839
403 => 0.037247005237916
404 => 0.03581955895024
405 => 0.038371980556861
406 => 0.038302944705481
407 => 0.039254329639736
408 => 0.03984925016351
409 => 0.038478150964018
410 => 0.038133323223192
411 => 0.038329752775913
412 => 0.035083209821665
413 => 0.038989017817464
414 => 0.039022795407204
415 => 0.038733571176882
416 => 0.040813293356352
417 => 0.045202155836649
418 => 0.043550889229977
419 => 0.042911468890076
420 => 0.041695930356511
421 => 0.04331556328095
422 => 0.043191200742563
423 => 0.042628786180883
424 => 0.042288636099139
425 => 0.042915373054323
426 => 0.042210976454601
427 => 0.042084447469766
428 => 0.041317819486564
429 => 0.041044168175911
430 => 0.040841567639877
501 => 0.04061852435682
502 => 0.04111050226032
503 => 0.039995615605906
504 => 0.03865117159437
505 => 0.038539395621897
506 => 0.03884801890934
507 => 0.038711476078948
508 => 0.038538741907357
509 => 0.038208945332437
510 => 0.038111101733647
511 => 0.038429045962748
512 => 0.038070105465393
513 => 0.038599741721741
514 => 0.038455709966125
515 => 0.03765116028754
516 => 0.036648393505582
517 => 0.036639466777848
518 => 0.036423422319542
519 => 0.036148257219387
520 => 0.036071712583449
521 => 0.03718826169357
522 => 0.039499484936018
523 => 0.039045736510641
524 => 0.039373616249985
525 => 0.040986460053053
526 => 0.041499134598143
527 => 0.0411352503494
528 => 0.040637143146318
529 => 0.040659057335317
530 => 0.042361240435553
531 => 0.042467403507575
601 => 0.042735643341068
602 => 0.043080407331674
603 => 0.041193965147802
604 => 0.040570206078101
605 => 0.040274634426042
606 => 0.039364388138322
607 => 0.040346010721009
608 => 0.039774061279347
609 => 0.039851236799602
610 => 0.039800976140792
611 => 0.039828421859113
612 => 0.038371267103003
613 => 0.038902177710331
614 => 0.038019435853843
615 => 0.036837543600431
616 => 0.036833581483172
617 => 0.03712284793781
618 => 0.036950780931594
619 => 0.036487753042115
620 => 0.036553523968385
621 => 0.035977301446835
622 => 0.036623487815347
623 => 0.03664201812823
624 => 0.036393201178343
625 => 0.037388740435572
626 => 0.037796613681541
627 => 0.03763283703495
628 => 0.037785122675421
629 => 0.039064591806267
630 => 0.039273201101746
701 => 0.039365851570842
702 => 0.039241712216089
703 => 0.037808509022378
704 => 0.03787207767847
705 => 0.037405653058536
706 => 0.037011573405307
707 => 0.03702733452476
708 => 0.037229942693289
709 => 0.038114744448066
710 => 0.03997675757908
711 => 0.040047419616289
712 => 0.040133064066742
713 => 0.039784705045296
714 => 0.039679636631081
715 => 0.039818248989889
716 => 0.040517523221899
717 => 0.04231624639773
718 => 0.04168045749471
719 => 0.041163551219911
720 => 0.041617017379841
721 => 0.041547209818905
722 => 0.040957963752759
723 => 0.040941425578227
724 => 0.03981047398393
725 => 0.03939238693004
726 => 0.039043002094536
727 => 0.038661482975087
728 => 0.038435305652442
729 => 0.03878281681578
730 => 0.038862296730467
731 => 0.038102457498372
801 => 0.037998894218739
802 => 0.038619395337937
803 => 0.038346335929992
804 => 0.038627184302611
805 => 0.038692343534132
806 => 0.038681851397113
807 => 0.038396746014544
808 => 0.038578463683428
809 => 0.038148647223873
810 => 0.037681286380451
811 => 0.037383139279957
812 => 0.037122966391302
813 => 0.037267325431265
814 => 0.036752711812717
815 => 0.036588076559017
816 => 0.038516901825987
817 => 0.039941745789064
818 => 0.039921027993541
819 => 0.039794913741477
820 => 0.039607533544253
821 => 0.040503815193353
822 => 0.040191568588524
823 => 0.040418754082614
824 => 0.040476582325805
825 => 0.040651611001192
826 => 0.04071416870842
827 => 0.040525075868056
828 => 0.03989045720005
829 => 0.038309047817111
830 => 0.037572897480419
831 => 0.037329955607758
901 => 0.037338786083417
902 => 0.037095202143763
903 => 0.037166948530658
904 => 0.037070251678352
905 => 0.036887131233566
906 => 0.037256018259819
907 => 0.037298529053174
908 => 0.037212426413375
909 => 0.037232706702009
910 => 0.036519813619389
911 => 0.036574013332139
912 => 0.036272222444185
913 => 0.036215640290837
914 => 0.035452739206028
915 => 0.034101149350009
916 => 0.034850061332245
917 => 0.033945480970664
918 => 0.033602902681104
919 => 0.035224615022026
920 => 0.035061840082296
921 => 0.034783240142044
922 => 0.034371132765096
923 => 0.034218278130263
924 => 0.033289581756915
925 => 0.033234709420775
926 => 0.033694996420318
927 => 0.033482589807537
928 => 0.033184290478519
929 => 0.032103880546932
930 => 0.030889142072393
1001 => 0.030925807391366
1002 => 0.031312193099104
1003 => 0.032435661655564
1004 => 0.031996703054351
1005 => 0.031678233552702
1006 => 0.031618593788201
1007 => 0.032365110305233
1008 => 0.033421587576879
1009 => 0.033917263075389
1010 => 0.033426063710254
1011 => 0.03286180032764
1012 => 0.032896144425195
1013 => 0.033124620319802
1014 => 0.033148629905849
1015 => 0.032781352450981
1016 => 0.032884738903186
1017 => 0.032727685428431
1018 => 0.031763848543753
1019 => 0.031746415790869
1020 => 0.0315098746754
1021 => 0.031502712304431
1022 => 0.031100296859072
1023 => 0.031043996156499
1024 => 0.030244975864867
1025 => 0.030770893440476
1026 => 0.030418135542669
1027 => 0.029886446183499
1028 => 0.029794782737572
1029 => 0.029792027223701
1030 => 0.030337953312003
1031 => 0.03076451397628
1101 => 0.03042427191733
1102 => 0.030346805395823
1103 => 0.031173945176578
1104 => 0.03106868409993
1105 => 0.030977528686414
1106 => 0.033326991624747
1107 => 0.031467208378177
1108 => 0.030656236729957
1109 => 0.029652505315944
1110 => 0.0299793253256
1111 => 0.030048191103619
1112 => 0.027634397989105
1113 => 0.026655122423165
1114 => 0.026319071952156
1115 => 0.026125670155034
1116 => 0.02621380578257
1117 => 0.025332342915657
1118 => 0.025924700540272
1119 => 0.025161428205727
1120 => 0.025033463114937
1121 => 0.026398288600403
1122 => 0.02658819609351
1123 => 0.02577799172828
1124 => 0.02629827409093
1125 => 0.026109612473767
1126 => 0.025174512319178
1127 => 0.025138798371404
1128 => 0.024669597984191
1129 => 0.023935390233301
1130 => 0.02359983758972
1201 => 0.023425078859541
1202 => 0.023497187717593
1203 => 0.023460727272395
1204 => 0.023222798204681
1205 => 0.023474365088046
1206 => 0.02283171565566
1207 => 0.022575807473505
1208 => 0.022460219684651
1209 => 0.021889831323887
1210 => 0.022797572858718
1211 => 0.022976409376506
1212 => 0.02315559825748
1213 => 0.024715315128911
1214 => 0.024637396081728
1215 => 0.025341746320144
1216 => 0.025314376565096
1217 => 0.025113484467382
1218 => 0.024265953752275
1219 => 0.024603764389535
1220 => 0.02356403575548
1221 => 0.024343071142788
1222 => 0.023987551925316
1223 => 0.024222869737741
1224 => 0.02379974709325
1225 => 0.024033920635017
1226 => 0.023018818149271
1227 => 0.022070929730959
1228 => 0.022452387701075
1229 => 0.022867076139603
1230 => 0.023766226334979
1231 => 0.023230699896441
]
'min_raw' => 0.021889831323887
'max_raw' => 0.065341679607898
'avg_raw' => 0.043615755465892
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.021889'
'max' => '$0.065341'
'avg' => '$0.043615'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.041467168676113
'max_diff' => 0.0019846796078976
'year' => 2026
]
1 => [
'items' => [
101 => 0.023423295454236
102 => 0.02277813257573
103 => 0.021446977275707
104 => 0.021454511470142
105 => 0.021249742228029
106 => 0.021072791706043
107 => 0.023292211549971
108 => 0.023016191608543
109 => 0.022576389956474
110 => 0.023165081944792
111 => 0.023320741450301
112 => 0.023325172857591
113 => 0.023754667335928
114 => 0.023983888616007
115 => 0.024024289860123
116 => 0.024700108701628
117 => 0.024926634263035
118 => 0.02585966099137
119 => 0.023964440791872
120 => 0.023925409979048
121 => 0.023173366048324
122 => 0.022696407898114
123 => 0.023206023780924
124 => 0.023657473883588
125 => 0.023187393861426
126 => 0.023248776388389
127 => 0.022617732365585
128 => 0.022843300910357
129 => 0.023037590928478
130 => 0.022930315400311
131 => 0.02276971874245
201 => 0.023620460123439
202 => 0.023572457960641
203 => 0.024364687893078
204 => 0.024982287778318
205 => 0.026089137181854
206 => 0.0249340821279
207 => 0.024891987330806
208 => 0.025303470724619
209 => 0.024926571267071
210 => 0.025164758714114
211 => 0.026050761501772
212 => 0.02606948134453
213 => 0.025755899859173
214 => 0.025736818397291
215 => 0.025797045151759
216 => 0.026149795133829
217 => 0.026026533451182
218 => 0.026169174990945
219 => 0.026347550420623
220 => 0.027085386827389
221 => 0.027263276687127
222 => 0.026831096553282
223 => 0.026870117580452
224 => 0.026708470346784
225 => 0.026552321144494
226 => 0.026903321747482
227 => 0.027544782248375
228 => 0.027540791755891
301 => 0.027689598123888
302 => 0.027782303258371
303 => 0.027384344956862
304 => 0.027125288735911
305 => 0.027224627375199
306 => 0.027383472022735
307 => 0.027173116196858
308 => 0.02587470259325
309 => 0.026268558337602
310 => 0.02620300148318
311 => 0.026109640550497
312 => 0.02650566554704
313 => 0.026467467970014
314 => 0.025323302239911
315 => 0.025396548017715
316 => 0.025327756558257
317 => 0.025550035837176
318 => 0.024914567456551
319 => 0.025110033250486
320 => 0.025232627564065
321 => 0.025304836556576
322 => 0.025565704951697
323 => 0.025535095056462
324 => 0.025563802197631
325 => 0.025950601160893
326 => 0.027906897583697
327 => 0.028013374481666
328 => 0.027489043293973
329 => 0.027698503261481
330 => 0.027296385927725
331 => 0.027566329987827
401 => 0.027751018857914
402 => 0.026916445367622
403 => 0.026867027341864
404 => 0.026463250326831
405 => 0.02668021722361
406 => 0.026335007290362
407 => 0.02641970973305
408 => 0.026182874319068
409 => 0.026609130910776
410 => 0.027085752013884
411 => 0.027206165326866
412 => 0.0268894097416
413 => 0.026660057822656
414 => 0.02625739140621
415 => 0.026927034630766
416 => 0.027122858716634
417 => 0.026926006050208
418 => 0.026880390986081
419 => 0.026793950521986
420 => 0.026898729739169
421 => 0.027121792216607
422 => 0.027016600071564
423 => 0.027086081336612
424 => 0.02682129040302
425 => 0.027384476697619
426 => 0.028278952071603
427 => 0.028281827956192
428 => 0.028176635244125
429 => 0.028133592652755
430 => 0.028241526758964
501 => 0.028300076583893
502 => 0.028649115691641
503 => 0.029023648560586
504 => 0.030771430038458
505 => 0.030280659993332
506 => 0.031831395696486
507 => 0.033057826299852
508 => 0.03342557921249
509 => 0.033087263836974
510 => 0.031929905212772
511 => 0.031873119677197
512 => 0.033602702085964
513 => 0.033114015835594
514 => 0.0330558881611
515 => 0.032437507912732
516 => 0.032803047227401
517 => 0.032723098417145
518 => 0.032596895308926
519 => 0.033294318857624
520 => 0.034599833481359
521 => 0.034396356784211
522 => 0.034244470868803
523 => 0.033578951000809
524 => 0.033979742610585
525 => 0.033837028395001
526 => 0.034450219233828
527 => 0.034086978564748
528 => 0.033110313556612
529 => 0.033265850678287
530 => 0.033242341555243
531 => 0.033726157641615
601 => 0.033580928061539
602 => 0.033213983148882
603 => 0.034595371374303
604 => 0.034505671706629
605 => 0.034632845327191
606 => 0.034688831087938
607 => 0.03552965775796
608 => 0.035874117541216
609 => 0.035952315942633
610 => 0.03627952609525
611 => 0.035944174655954
612 => 0.037285819514662
613 => 0.038177935058555
614 => 0.039214173170633
615 => 0.040728395566926
616 => 0.041297757195272
617 => 0.04119490711327
618 => 0.042342973252557
619 => 0.044406022584781
620 => 0.04161190836815
621 => 0.044554117422902
622 => 0.043622648005604
623 => 0.041414150773611
624 => 0.041271949588343
625 => 0.042767569555029
626 => 0.046084710693051
627 => 0.04525380446068
628 => 0.046086069757983
629 => 0.045115188080304
630 => 0.045066975621774
701 => 0.046038916201946
702 => 0.048309908345241
703 => 0.047231045104829
704 => 0.045684230101579
705 => 0.046826374228872
706 => 0.045836943285362
707 => 0.043607478445351
708 => 0.045253169082343
709 => 0.044152742619957
710 => 0.04447390556357
711 => 0.046786838311422
712 => 0.04650854012394
713 => 0.04686868374826
714 => 0.046233039677934
715 => 0.045639247884379
716 => 0.044530891406152
717 => 0.044202761694263
718 => 0.044293444941759
719 => 0.044202716756149
720 => 0.043582601492903
721 => 0.043448687660847
722 => 0.043225492073853
723 => 0.043294669719113
724 => 0.042874996717393
725 => 0.043667006380505
726 => 0.043814010353144
727 => 0.044390368937832
728 => 0.044450208398091
729 => 0.046055358852496
730 => 0.045171268955667
731 => 0.04576439278711
801 => 0.045711338208927
802 => 0.041462015605378
803 => 0.042047534768056
804 => 0.042958418839149
805 => 0.042548066799796
806 => 0.04196792502374
807 => 0.041499429434341
808 => 0.040789610710267
809 => 0.041788666933539
810 => 0.043102319629357
811 => 0.044483524798314
812 => 0.046142952308668
813 => 0.045772587406222
814 => 0.044452502955282
815 => 0.044511720979428
816 => 0.044877783503271
817 => 0.044403699274607
818 => 0.044263882580351
819 => 0.044858574836511
820 => 0.044862670155243
821 => 0.044317178955172
822 => 0.04371096531013
823 => 0.043708425252822
824 => 0.043600555390016
825 => 0.045134377889263
826 => 0.045977825176903
827 => 0.046074525049148
828 => 0.045971316505037
829 => 0.046011037377465
830 => 0.04552025398488
831 => 0.046642039283035
901 => 0.047671500405689
902 => 0.047395582833589
903 => 0.046981943169016
904 => 0.046652459252599
905 => 0.04731796689403
906 => 0.047288332886364
907 => 0.047662508960865
908 => 0.04764553417278
909 => 0.047519712832399
910 => 0.047395587327065
911 => 0.047887730925204
912 => 0.047746001472524
913 => 0.047604051874858
914 => 0.047319350225342
915 => 0.047358045907905
916 => 0.046944477664052
917 => 0.046753142070851
918 => 0.04387591382738
919 => 0.04310702442458
920 => 0.043348932682888
921 => 0.043428575162668
922 => 0.043093953509211
923 => 0.043573715003019
924 => 0.043498944682402
925 => 0.043789832260747
926 => 0.043608098330668
927 => 0.043615556754549
928 => 0.044149997493155
929 => 0.044305147913245
930 => 0.04422623715737
1001 => 0.044281503545882
1002 => 0.045555094142674
1003 => 0.045374030286945
1004 => 0.045277843722326
1005 => 0.045304488058076
1006 => 0.045629917761647
1007 => 0.045721020310843
1008 => 0.045335012408234
1009 => 0.04551705596659
1010 => 0.0462921743333
1011 => 0.046563421893749
1012 => 0.047429113900485
1013 => 0.047061352549575
1014 => 0.047736394425509
1015 => 0.049811243013396
1016 => 0.051468775634001
1017 => 0.04994444013566
1018 => 0.052988287707896
1019 => 0.055358359656883
1020 => 0.055267392347919
1021 => 0.054854115482861
1022 => 0.052155851580563
1023 => 0.049672868908819
1024 => 0.051749989346746
1025 => 0.051755284353906
1026 => 0.051576857866181
1027 => 0.050468666274944
1028 => 0.05153829520095
1029 => 0.051623198460775
1030 => 0.051575675212872
1031 => 0.050726027318163
1101 => 0.049428772024122
1102 => 0.049682252603387
1103 => 0.050097458963088
1104 => 0.049311386703054
1105 => 0.049060188986176
1106 => 0.049527213334174
1107 => 0.051032063091811
1108 => 0.050747579962131
1109 => 0.050740150957928
1110 => 0.051957290426321
1111 => 0.051086081242089
1112 => 0.049685449805249
1113 => 0.049331771895388
1114 => 0.048076453581369
1115 => 0.048943506412152
1116 => 0.048974710099948
1117 => 0.048499834125593
1118 => 0.049723983373377
1119 => 0.049712702622551
1120 => 0.050874850142752
1121 => 0.0530964397187
1122 => 0.052439406363309
1123 => 0.051675348056014
1124 => 0.051758422379056
1125 => 0.052669542657923
1126 => 0.052118658538467
1127 => 0.052316760308724
1128 => 0.052669242807168
1129 => 0.052881904250127
1130 => 0.051727823670088
1201 => 0.051458752280825
1202 => 0.050908326649619
1203 => 0.050764730876618
1204 => 0.051213041068228
1205 => 0.051094927171772
1206 => 0.048972087550815
1207 => 0.048750238999057
1208 => 0.048757042777413
1209 => 0.048199194045693
1210 => 0.047348340830785
1211 => 0.049584332277758
1212 => 0.049404750871886
1213 => 0.0492065068983
1214 => 0.0492307906539
1215 => 0.05020135875625
1216 => 0.049638380242023
1217 => 0.051135150892459
1218 => 0.050827459843773
1219 => 0.050511877680714
1220 => 0.050468254612911
1221 => 0.050346782404338
1222 => 0.049930209003323
1223 => 0.049427171589417
1224 => 0.049095022716402
1225 => 0.045287563302799
1226 => 0.045994205622991
1227 => 0.046807133199898
1228 => 0.047087752541844
1229 => 0.046607733739178
1230 => 0.049949163071401
1231 => 0.050559674409213
]
'min_raw' => 0.021072791706043
'max_raw' => 0.055358359656883
'avg_raw' => 0.038215575681463
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.021072'
'max' => '$0.055358'
'avg' => '$0.038215'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00081703961784345
'max_diff' => -0.0099833199510149
'year' => 2027
]
2 => [
'items' => [
101 => 0.048710395744313
102 => 0.048364471211661
103 => 0.049971841826172
104 => 0.049002400852556
105 => 0.049438940063615
106 => 0.048495381063486
107 => 0.050412620105793
108 => 0.050398013956544
109 => 0.049652164666279
110 => 0.050282551379056
111 => 0.050173006174656
112 => 0.049330944162892
113 => 0.050439314973525
114 => 0.050439864711618
115 => 0.0497220009859
116 => 0.048883693314838
117 => 0.048733823703195
118 => 0.048620917082972
119 => 0.049411171956342
120 => 0.050119712004743
121 => 0.051438129372842
122 => 0.051769610824006
123 => 0.05306340499587
124 => 0.05229301356022
125 => 0.052634518105404
126 => 0.053005269597969
127 => 0.05318302149744
128 => 0.052893384315946
129 => 0.054903179211777
130 => 0.055072867479509
131 => 0.055129762487882
201 => 0.054452070956991
202 => 0.0550540196521
203 => 0.054772387792104
204 => 0.05550511565223
205 => 0.055620016736636
206 => 0.055522699605869
207 => 0.055559171023649
208 => 0.053844165632173
209 => 0.05375523355525
210 => 0.052542638376083
211 => 0.053036779874645
212 => 0.052113006027902
213 => 0.052405944230629
214 => 0.052535068599174
215 => 0.05246762135679
216 => 0.05306471789357
217 => 0.052557063858543
218 => 0.051217281394058
219 => 0.049877133906736
220 => 0.049860309446693
221 => 0.049507472268849
222 => 0.049252435614621
223 => 0.049301564722137
224 => 0.049474702105032
225 => 0.04924237255518
226 => 0.049291951844048
227 => 0.050115298384333
228 => 0.050280414661148
229 => 0.049719285037436
301 => 0.047466268627614
302 => 0.04691337274938
303 => 0.047310783342253
304 => 0.04712084667538
305 => 0.038030200898328
306 => 0.040165913280191
307 => 0.038896945504827
308 => 0.039481744238115
309 => 0.038186456737081
310 => 0.038804635824409
311 => 0.038690480719265
312 => 0.042124643028978
313 => 0.042071023308048
314 => 0.042096688230965
315 => 0.040871634590541
316 => 0.042823178303567
317 => 0.043784578911845
318 => 0.043606649246101
319 => 0.043651430309625
320 => 0.042881943271529
321 => 0.042104138547509
322 => 0.041241433405281
323 => 0.042844232925962
324 => 0.042666028979962
325 => 0.043074764716329
326 => 0.044114294775966
327 => 0.044267369526039
328 => 0.044473103542467
329 => 0.044399362542722
330 => 0.046156172325985
331 => 0.045943411069428
401 => 0.04645610448214
402 => 0.045401455234048
403 => 0.044208019501607
404 => 0.04443485261799
405 => 0.044413006764806
406 => 0.044134883980265
407 => 0.043883807166091
408 => 0.043465835010945
409 => 0.044788360758066
410 => 0.044734668627948
411 => 0.045603881804277
412 => 0.045450239932275
413 => 0.044424181908499
414 => 0.044460827771549
415 => 0.04470728881196
416 => 0.045560293286864
417 => 0.045813523091989
418 => 0.045696216956792
419 => 0.045973871877732
420 => 0.04619331900634
421 => 0.046001431058418
422 => 0.048718159745125
423 => 0.047589984584741
424 => 0.04813984930812
425 => 0.048270988804655
426 => 0.047935077741847
427 => 0.048007924823297
428 => 0.048118268302051
429 => 0.048788252297581
430 => 0.050546484163281
501 => 0.051325193087911
502 => 0.053667977308481
503 => 0.051260532151872
504 => 0.051117684319277
505 => 0.051539690502708
506 => 0.052915152849078
507 => 0.054029835890202
508 => 0.05439964056255
509 => 0.05444851635481
510 => 0.055142294504285
511 => 0.055539955201368
512 => 0.055058051588762
513 => 0.05464968873449
514 => 0.053186983678352
515 => 0.053356295771413
516 => 0.054522688193884
517 => 0.056170286190796
518 => 0.0575840966755
519 => 0.057089029520027
520 => 0.060866042453345
521 => 0.061240517857969
522 => 0.061188777465289
523 => 0.062041888166436
524 => 0.060348637157634
525 => 0.059624739546178
526 => 0.054737981418699
527 => 0.056110961124247
528 => 0.058106667758531
529 => 0.057842528501968
530 => 0.056393192998759
531 => 0.057582997224556
601 => 0.057189610738889
602 => 0.056879330496024
603 => 0.058300784439375
604 => 0.056737837438551
605 => 0.058091076166606
606 => 0.056355533500413
607 => 0.057091290945091
608 => 0.056673639434909
609 => 0.056943911147441
610 => 0.055363908238536
611 => 0.056216439455779
612 => 0.055328440137036
613 => 0.055328019109738
614 => 0.05530841647556
615 => 0.056353143736068
616 => 0.056387212254527
617 => 0.055615157230515
618 => 0.055503892039789
619 => 0.055915297766351
620 => 0.055433649407878
621 => 0.055659009643349
622 => 0.055440475339832
623 => 0.055391278665074
624 => 0.054999271190476
625 => 0.054830383591949
626 => 0.054896608771028
627 => 0.05467054809341
628 => 0.054534338358172
629 => 0.055281320930872
630 => 0.054882238275469
701 => 0.05522015579028
702 => 0.054835056133563
703 => 0.053500132943447
704 => 0.052732404500255
705 => 0.050210858341571
706 => 0.050925965704205
707 => 0.051400082625464
708 => 0.051243386985816
709 => 0.051580029852943
710 => 0.051600696990884
711 => 0.051491250963114
712 => 0.05136452648386
713 => 0.051302844015662
714 => 0.051762574598108
715 => 0.052029463675038
716 => 0.051447666601379
717 => 0.051311359687226
718 => 0.051899588650592
719 => 0.052258407978437
720 => 0.054907728292077
721 => 0.054711458086051
722 => 0.055204057787094
723 => 0.055148598620315
724 => 0.055664921584295
725 => 0.056508891416037
726 => 0.05479286477043
727 => 0.05509070766037
728 => 0.055017683461953
729 => 0.055814942512293
730 => 0.055817431468025
731 => 0.055339434841303
801 => 0.055598564567258
802 => 0.055453925463082
803 => 0.055715307873476
804 => 0.054708836777789
805 => 0.055934609930495
806 => 0.056629544321002
807 => 0.056639193485688
808 => 0.056968586871448
809 => 0.057303269628558
810 => 0.057945664036107
811 => 0.057285353597192
812 => 0.056097519397509
813 => 0.056183277190045
814 => 0.055486850433383
815 => 0.055498557492982
816 => 0.055436064291343
817 => 0.055623611093732
818 => 0.054749992754242
819 => 0.054955029232357
820 => 0.054667976962304
821 => 0.055090083664795
822 => 0.054635966629652
823 => 0.055017648247474
824 => 0.05518236938078
825 => 0.055790193908871
826 => 0.054546190452646
827 => 0.052009583193773
828 => 0.052542808792978
829 => 0.051754126247786
830 => 0.05182712182007
831 => 0.051974584493242
901 => 0.051496609722707
902 => 0.051587792246209
903 => 0.051584534564828
904 => 0.051556461626628
905 => 0.05143212192855
906 => 0.051251804766478
907 => 0.051970132841478
908 => 0.052092190778962
909 => 0.052363510454209
910 => 0.053170773769851
911 => 0.053090109128038
912 => 0.053221676505578
913 => 0.052934465659128
914 => 0.051840444707496
915 => 0.051899855308663
916 => 0.051159004160119
917 => 0.05234456522468
918 => 0.052063808715951
919 => 0.051882803168343
920 => 0.051833414127674
921 => 0.052642678492933
922 => 0.052884823074683
923 => 0.052733934821055
924 => 0.05242445861075
925 => 0.053018744422964
926 => 0.053177750235407
927 => 0.053213345772904
928 => 0.054266306289146
929 => 0.05327219456883
930 => 0.053511487140531
1001 => 0.055378379475863
1002 => 0.053685365741249
1003 => 0.054582192875186
1004 => 0.054538297853842
1005 => 0.054997084268589
1006 => 0.054500663976861
1007 => 0.054506817701332
1008 => 0.054914188956743
1009 => 0.054342109498311
1010 => 0.054200454579231
1011 => 0.054004759323075
1012 => 0.054432052755525
1013 => 0.054688195843459
1014 => 0.056752521015837
1015 => 0.058086169221858
1016 => 0.058028272035988
1017 => 0.058557343935852
1018 => 0.05831899219922
1019 => 0.057549291567624
1020 => 0.058863076690766
1021 => 0.058447340106699
1022 => 0.05848161292557
1023 => 0.05848033728954
1024 => 0.058756765773621
1025 => 0.058560890858351
1026 => 0.058174801294206
1027 => 0.058431105564931
1028 => 0.05919223761853
1029 => 0.061554814867285
1030 => 0.062876944395673
1031 => 0.061475221009561
1101 => 0.062442111031477
1102 => 0.061862321556469
1103 => 0.061756956561617
1104 => 0.062364234947992
1105 => 0.062972576294791
1106 => 0.062933827580932
1107 => 0.062492203001829
1108 => 0.062242740482903
1109 => 0.064131754252288
1110 => 0.065523547419061
1111 => 0.065428636455786
1112 => 0.06584754258098
1113 => 0.067077463920826
1114 => 0.067189912514265
1115 => 0.067175746576093
1116 => 0.066897031004456
1117 => 0.068108048289003
1118 => 0.069118300213593
1119 => 0.066832516402489
1120 => 0.06770291295465
1121 => 0.068093662009341
1122 => 0.068667397551647
1123 => 0.06963538558076
1124 => 0.07068687732652
1125 => 0.070835569788391
1126 => 0.070730065371104
1127 => 0.07003657829916
1128 => 0.071187133114276
1129 => 0.071861101141141
1130 => 0.072262433677654
1201 => 0.073280146214887
1202 => 0.068096075142476
1203 => 0.064426531972373
1204 => 0.063853479817516
1205 => 0.065018803908581
1206 => 0.06532609057811
1207 => 0.065202223706928
1208 => 0.061071819248708
1209 => 0.06383173409285
1210 => 0.066801170404916
1211 => 0.066915238547073
1212 => 0.068401800452878
1213 => 0.06888588594564
1214 => 0.070082763127936
1215 => 0.070007898134309
1216 => 0.070299318681723
1217 => 0.070232326144573
1218 => 0.072449289092552
1219 => 0.074894928446356
1220 => 0.074810243732191
1221 => 0.07445865413959
1222 => 0.074980824639536
1223 => 0.077504986543303
1224 => 0.077272602164075
1225 => 0.077498343794041
1226 => 0.080474472934113
1227 => 0.084343864165641
1228 => 0.082546143458068
1229 => 0.086446680113302
1230 => 0.088901861179208
1231 => 0.093147842962232
]
'min_raw' => 0.038030200898328
'max_raw' => 0.093147842962232
'avg_raw' => 0.06558902193028
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.03803'
'max' => '$0.093147'
'avg' => '$0.065589'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.016957409192284
'max_diff' => 0.037789483305349
'year' => 2028
]
3 => [
'items' => [
101 => 0.092616225131096
102 => 0.094269154680774
103 => 0.091664518261374
104 => 0.085683746558561
105 => 0.084737266543116
106 => 0.086632143502728
107 => 0.091290513608542
108 => 0.086485434850364
109 => 0.087457496024995
110 => 0.087177542341307
111 => 0.08716262479923
112 => 0.087731966706287
113 => 0.086906106575224
114 => 0.083541403831871
115 => 0.085083427270832
116 => 0.084487977967001
117 => 0.085148673363288
118 => 0.088714173925535
119 => 0.087137781136048
120 => 0.085477179388075
121 => 0.087559942497062
122 => 0.090212015649855
123 => 0.090046053678187
124 => 0.089724018086428
125 => 0.091539315855937
126 => 0.094537655938824
127 => 0.095348095214922
128 => 0.095946344919836
129 => 0.096028833446632
130 => 0.096878516538965
131 => 0.09230955640378
201 => 0.099560613477537
202 => 0.10081267072777
203 => 0.10057733585718
204 => 0.10196894479618
205 => 0.10155949814462
206 => 0.10096627418671
207 => 0.10317227035874
208 => 0.10064327376222
209 => 0.097053681485267
210 => 0.095084360168048
211 => 0.097677721339182
212 => 0.099261396510561
213 => 0.10030810505818
214 => 0.10062483843226
215 => 0.092664231772913
216 => 0.088373906299013
217 => 0.091123955739101
218 => 0.094479205854283
219 => 0.092290917819979
220 => 0.092376694567947
221 => 0.089256770903009
222 => 0.09475524987
223 => 0.093954167733997
224 => 0.098110183272672
225 => 0.097118316810259
226 => 0.10050738614645
227 => 0.099614930610152
228 => 0.10331946364483
301 => 0.10479730216859
302 => 0.10727882305718
303 => 0.10910423992443
304 => 0.11017615962354
305 => 0.11011180558548
306 => 0.11435928546164
307 => 0.11185469497431
308 => 0.10870833903557
309 => 0.10865143138327
310 => 0.11028097370815
311 => 0.11369604737799
312 => 0.11458152629328
313 => 0.11507638820767
314 => 0.11431848995952
315 => 0.11159993649114
316 => 0.11042607888688
317 => 0.11142623957564
318 => 0.11020312899807
319 => 0.11231456099917
320 => 0.11521400811422
321 => 0.11461528375062
322 => 0.11661672953237
323 => 0.11868801535824
324 => 0.1216500471165
325 => 0.12242443190183
326 => 0.12370446050476
327 => 0.12502203040467
328 => 0.12544519834702
329 => 0.12625315725026
330 => 0.12624889890802
331 => 0.12868373744484
401 => 0.13136943975162
402 => 0.13238323019828
403 => 0.13471438542964
404 => 0.13072236378936
405 => 0.13375035806055
406 => 0.13648168468879
407 => 0.13322528448323
408 => 0.13771347352265
409 => 0.1378877397326
410 => 0.14051895260441
411 => 0.13785171427944
412 => 0.1362679166762
413 => 0.14084028101263
414 => 0.14305270408691
415 => 0.14238630425164
416 => 0.13731496860103
417 => 0.13436323373257
418 => 0.12663797423465
419 => 0.13578887781631
420 => 0.14024601601542
421 => 0.13730342568986
422 => 0.13878749708982
423 => 0.14688410943618
424 => 0.14996677520085
425 => 0.14932560227126
426 => 0.14943394994175
427 => 0.15109730043402
428 => 0.15847351254061
429 => 0.15405351526709
430 => 0.15743243756856
501 => 0.15922460577365
502 => 0.16088927148115
503 => 0.15680137862652
504 => 0.15148309008571
505 => 0.14979856485827
506 => 0.13701084307411
507 => 0.13634518662098
508 => 0.13597153348238
509 => 0.13361570329783
510 => 0.13176466608897
511 => 0.13029265257587
512 => 0.12642964953707
513 => 0.12773329966302
514 => 0.12157647909056
515 => 0.1255153947085
516 => 0.11568896041322
517 => 0.1238727068884
518 => 0.11941866575126
519 => 0.1224094345838
520 => 0.12239900007309
521 => 0.11689204642826
522 => 0.11371575049311
523 => 0.11573980988627
524 => 0.11790976222578
525 => 0.11826182969227
526 => 0.12107522954199
527 => 0.12186038896622
528 => 0.11948131925521
529 => 0.11548532940379
530 => 0.11641350670745
531 => 0.11369694100968
601 => 0.10893626411551
602 => 0.11235546537435
603 => 0.11352293101578
604 => 0.11403855035208
605 => 0.10935697139411
606 => 0.10788591764349
607 => 0.10710274097
608 => 0.11488099634907
609 => 0.11530710673715
610 => 0.11312706574578
611 => 0.12298105774676
612 => 0.12075079587099
613 => 0.12324254481366
614 => 0.11632928434584
615 => 0.11659338020565
616 => 0.11332053191027
617 => 0.11515310826388
618 => 0.11385790236384
619 => 0.11500505420438
620 => 0.11569265228772
621 => 0.11896496354089
622 => 0.12391007142653
623 => 0.11847618936163
624 => 0.11610856913134
625 => 0.11757742740621
626 => 0.12148919055608
627 => 0.12741571196761
628 => 0.12390709200963
629 => 0.12546415796675
630 => 0.12580430760934
701 => 0.12321718114849
702 => 0.12751110301046
703 => 0.12981225062005
704 => 0.13217275191208
705 => 0.13422230904421
706 => 0.13122991578751
707 => 0.13443220551491
708 => 0.13185172527486
709 => 0.12953676773439
710 => 0.12954027856941
711 => 0.12808807188814
712 => 0.12527423845336
713 => 0.12475532439604
714 => 0.12745478085385
715 => 0.12961948929354
716 => 0.12979778504889
717 => 0.13099627886784
718 => 0.13170553516442
719 => 0.13865721105813
720 => 0.14145323260986
721 => 0.14487215483734
722 => 0.14620401772484
723 => 0.15021244751694
724 => 0.14697531491107
725 => 0.14627494090927
726 => 0.13655180138101
727 => 0.13814396493407
728 => 0.14069317240343
729 => 0.13659383687325
730 => 0.13919392173018
731 => 0.13970723355826
801 => 0.13645454302057
802 => 0.13819194557721
803 => 0.13357791949072
804 => 0.12401064458653
805 => 0.12752175412238
806 => 0.13010711256746
807 => 0.12641748729394
808 => 0.1330309977885
809 => 0.12916752148815
810 => 0.1279429849805
811 => 0.12316563148539
812 => 0.12542035843788
813 => 0.12846990892571
814 => 0.12658564127253
815 => 0.13049577957709
816 => 0.13603357821214
817 => 0.13998014330109
818 => 0.14028311156393
819 => 0.13774573461106
820 => 0.14181189737136
821 => 0.14184151492794
822 => 0.13725486672356
823 => 0.13444557023694
824 => 0.13380729216437
825 => 0.13540183593144
826 => 0.13733790643367
827 => 0.14039055000244
828 => 0.14223519857787
829 => 0.1470450637366
830 => 0.14834647533892
831 => 0.14977633212651
901 => 0.15168706174624
902 => 0.15398138255575
903 => 0.14896153924031
904 => 0.14916098697339
905 => 0.14448657838251
906 => 0.13949130242515
907 => 0.14328209420685
908 => 0.14823805019351
909 => 0.14710114841433
910 => 0.14697322373937
911 => 0.1471883575593
912 => 0.14633117074554
913 => 0.1424541465557
914 => 0.14050712927902
915 => 0.14301927830302
916 => 0.14435437370639
917 => 0.14642499024445
918 => 0.14616974305072
919 => 0.1515034288848
920 => 0.15357593791763
921 => 0.15304570141937
922 => 0.15314327769591
923 => 0.15689545630392
924 => 0.16106865061041
925 => 0.16497739777994
926 => 0.16895354328537
927 => 0.16416014468697
928 => 0.16172635249442
929 => 0.16423740479275
930 => 0.16290500509764
1001 => 0.17056136896116
1002 => 0.17109147898329
1003 => 0.17874728920457
1004 => 0.18601356474147
1005 => 0.18144974726559
1006 => 0.1857532215865
1007 => 0.19040777993196
1008 => 0.19938717815525
1009 => 0.19636323273268
1010 => 0.19404693793027
1011 => 0.19185805053424
1012 => 0.19641277772929
1013 => 0.20227236150217
1014 => 0.20353445972446
1015 => 0.20557954100319
1016 => 0.20342938809924
1017 => 0.20601901044047
1018 => 0.21516151524271
1019 => 0.21269112974202
1020 => 0.20918278519676
1021 => 0.21639991468263
1022 => 0.21901176578769
1023 => 0.23734310468003
1024 => 0.26048717726144
1025 => 0.25090537924056
1026 => 0.24495764800631
1027 => 0.24635550592843
1028 => 0.25480693775886
1029 => 0.25752126942776
1030 => 0.25014278026546
1031 => 0.25274898737563
1101 => 0.26710944478928
1102 => 0.27481336945307
1103 => 0.26435040498452
1104 => 0.23548350098299
1105 => 0.20886689715609
1106 => 0.21592681905227
1107 => 0.21512644300413
1108 => 0.23055496299155
1109 => 0.21263221186484
1110 => 0.21293398502836
1111 => 0.22868155047003
1112 => 0.22448036999181
1113 => 0.21767499566364
1114 => 0.20891658391996
1115 => 0.19272584975675
1116 => 0.17838526499636
1117 => 0.20651045415091
1118 => 0.20529764485222
1119 => 0.20354131725946
1120 => 0.20744983426266
1121 => 0.22642848337824
1122 => 0.22599096408824
1123 => 0.22320768958952
1124 => 0.22531877876614
1125 => 0.21730491152401
1126 => 0.21937026758467
1127 => 0.20886268095005
1128 => 0.21361254894448
1129 => 0.21766039438678
1130 => 0.2184730592887
1201 => 0.22030403480841
1202 => 0.2046585494623
1203 => 0.21168291305539
1204 => 0.21580906857247
1205 => 0.19716694783548
1206 => 0.21544057378448
1207 => 0.20438619637049
1208 => 0.200634174645
1209 => 0.20568577760709
1210 => 0.20371716301992
1211 => 0.2020246637988
1212 => 0.20108022015258
1213 => 0.20478955984287
1214 => 0.2046165147127
1215 => 0.19854731502758
1216 => 0.19063029145056
1217 => 0.19328750443045
1218 => 0.19232211404335
1219 => 0.18882341474267
1220 => 0.19118111563677
1221 => 0.1807989941043
1222 => 0.16293709362341
1223 => 0.17473721220589
1224 => 0.17428292047652
1225 => 0.17405384598609
1226 => 0.1829213089695
1227 => 0.18206890701083
1228 => 0.18052178910908
1229 => 0.18879500070914
1230 => 0.18577516718472
1231 => 0.19508158254472
]
'min_raw' => 0.083541403831871
'max_raw' => 0.27481336945307
'avg_raw' => 0.17917738664247
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.083541'
'max' => '$0.274813'
'avg' => '$0.179177'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.045511202933543
'max_diff' => 0.18166552649084
'year' => 2029
]
4 => [
'items' => [
101 => 0.20121138960203
102 => 0.19965667225381
103 => 0.20542178541913
104 => 0.19334872125069
105 => 0.19735890888018
106 => 0.19818540299274
107 => 0.18869291056221
108 => 0.1822083705131
109 => 0.18177592562099
110 => 0.17053262680049
111 => 0.17653870627766
112 => 0.18182380766912
113 => 0.17929265424305
114 => 0.17849136668441
115 => 0.18258497104342
116 => 0.18290307916147
117 => 0.17565018035845
118 => 0.17715828768903
119 => 0.18344734595954
120 => 0.17699981955667
121 => 0.16447332895336
122 => 0.16136658609146
123 => 0.16095208932505
124 => 0.15252635628469
125 => 0.16157419350496
126 => 0.15762457009135
127 => 0.1701013831312
128 => 0.16297469443733
129 => 0.16266747713167
130 => 0.16220307311518
131 => 0.15495069662469
201 => 0.15653850616354
202 => 0.16181662690089
203 => 0.16369991984226
204 => 0.16350347695911
205 => 0.1617907612298
206 => 0.16257483372016
207 => 0.16004906303977
208 => 0.15915716084315
209 => 0.15634207217361
210 => 0.15220466951747
211 => 0.15278000073297
212 => 0.14458272346086
213 => 0.14011641174059
214 => 0.13888019552146
215 => 0.13722707552821
216 => 0.13906691982348
217 => 0.14455950160429
218 => 0.13793428266041
219 => 0.1265758094862
220 => 0.12725847307786
221 => 0.1287922154837
222 => 0.12593409665715
223 => 0.12322912705155
224 => 0.1255808786625
225 => 0.12076814384248
226 => 0.12937381149359
227 => 0.12914105230073
228 => 0.13234871303014
301 => 0.13435452911207
302 => 0.1297317724339
303 => 0.1285691616306
304 => 0.12923143758187
305 => 0.11828549134523
306 => 0.13145419569788
307 => 0.13156807919996
308 => 0.13059293951444
309 => 0.13760486804409
310 => 0.152402224317
311 => 0.14683486366485
312 => 0.14467901334598
313 => 0.14058074031387
314 => 0.14604144579778
315 => 0.14562214881689
316 => 0.14372592885565
317 => 0.14257908910653
318 => 0.14469217650831
319 => 0.14231725419295
320 => 0.14189065288661
321 => 0.13930591311699
322 => 0.1383832786174
323 => 0.13770019676504
324 => 0.13694819076383
325 => 0.13860692861428
326 => 0.13484801042002
327 => 0.13031512356904
328 => 0.1299382630739
329 => 0.13097880803491
330 => 0.13051844434912
331 => 0.12993605902969
401 => 0.12882412685168
402 => 0.12849424032714
403 => 0.12956621149371
404 => 0.12835601854646
405 => 0.13014172416276
406 => 0.12965611104272
407 => 0.12694351562951
408 => 0.12356261741319
409 => 0.12353252032739
410 => 0.12280411135247
411 => 0.12187637300589
412 => 0.12161829742165
413 => 0.12538282070139
414 => 0.13317527122776
415 => 0.13164542673189
416 => 0.13275089616492
417 => 0.13818871165213
418 => 0.13991722967469
419 => 0.13869036852447
420 => 0.13701096531254
421 => 0.13708485053075
422 => 0.14282387969583
423 => 0.14318181590522
424 => 0.14408620523175
425 => 0.14524860109673
426 => 0.13888832956662
427 => 0.13678528231365
428 => 0.13578874185258
429 => 0.13271978294217
430 => 0.1360293920144
501 => 0.1341010245396
502 => 0.13436122719436
503 => 0.1341917698741
504 => 0.13428430502961
505 => 0.12937140603409
506 => 0.13116140821369
507 => 0.12818518241348
508 => 0.12420035016401
509 => 0.12418699160905
510 => 0.1251622736568
511 => 0.12458213773201
512 => 0.12302100687506
513 => 0.12324275814496
514 => 0.12129998368298
515 => 0.12347864613971
516 => 0.12354112238334
517 => 0.12270221866495
518 => 0.12605874877703
519 => 0.12743392190261
520 => 0.12688173750411
521 => 0.1273951791732
522 => 0.13170899867753
523 => 0.13241233948188
524 => 0.13272471700708
525 => 0.1323061725054
526 => 0.12747402787475
527 => 0.12768835403699
528 => 0.12611577086615
529 => 0.12478710380153
530 => 0.12484024351617
531 => 0.12552335110202
601 => 0.12850652199313
602 => 0.13478442926595
603 => 0.13502267125787
604 => 0.13531142750207
605 => 0.13413691073962
606 => 0.13378266524545
607 => 0.13425000649078
608 => 0.13660765838577
609 => 0.14267217915593
610 => 0.14052857248003
611 => 0.1387857868853
612 => 0.1403146797035
613 => 0.140079318638
614 => 0.13809263438614
615 => 0.13803687477604
616 => 0.13422379251535
617 => 0.13281418282326
618 => 0.13163620745708
619 => 0.13034988910905
620 => 0.12958731647455
621 => 0.1307589746242
622 => 0.13102694670568
623 => 0.12846509568439
624 => 0.12811592485655
625 => 0.13020798770193
626 => 0.12928734884365
627 => 0.13023424874014
628 => 0.13045393763848
629 => 0.13041856266599
630 => 0.12945730996323
701 => 0.130069983771
702 => 0.12862082756878
703 => 0.12704508785509
704 => 0.12603986408981
705 => 0.12516267303102
706 => 0.12564938961308
707 => 0.12391433386897
708 => 0.12335925461666
709 => 0.12986242367053
710 => 0.13466638457147
711 => 0.13459653307739
712 => 0.13417133007154
713 => 0.13353956465413
714 => 0.13656144081046
715 => 0.13550867958192
716 => 0.13627465133683
717 => 0.13646962329618
718 => 0.13705974469536
719 => 0.13727066237292
720 => 0.13663312265959
721 => 0.13449346151275
722 => 0.12916162936769
723 => 0.12667964711116
724 => 0.12586055162583
725 => 0.12589032419103
726 => 0.12506906393201
727 => 0.12531096188459
728 => 0.12498494169588
729 => 0.12436753833123
730 => 0.12561126669511
731 => 0.12575459480292
801 => 0.12546429374134
802 => 0.12553267015039
803 => 0.12312910134973
804 => 0.12331183946537
805 => 0.12229433041627
806 => 0.12210355973582
807 => 0.11953138546433
808 => 0.11497440589977
809 => 0.11749941493525
810 => 0.11444955909039
811 => 0.11329453246909
812 => 0.11876224885085
813 => 0.11821344177696
814 => 0.11727412262718
815 => 0.11588467383338
816 => 0.11536931376007
817 => 0.11223814909781
818 => 0.11205314318546
819 => 0.11360503294063
820 => 0.11288888921588
821 => 0.1118831522015
822 => 0.10824047468534
823 => 0.1041448991081
824 => 0.10426851879091
825 => 0.10557124518114
826 => 0.10935909785731
827 => 0.10787911828621
828 => 0.10680537612657
829 => 0.10660429649664
830 => 0.10912122905394
831 => 0.11268321593618
901 => 0.11435442048636
902 => 0.11269830753237
903 => 0.11079585414227
904 => 0.11091164766501
905 => 0.11168197009535
906 => 0.111762920091
907 => 0.11052461850942
908 => 0.11087319315124
909 => 0.11034367639598
910 => 0.10709403304635
911 => 0.10703525730289
912 => 0.10623774241731
913 => 0.10621359398353
914 => 0.10485682221375
915 => 0.10466700046423
916 => 0.10197304776518
917 => 0.10374621558974
918 => 0.10255686770851
919 => 0.10076423991271
920 => 0.10045519020503
921 => 0.10044589979762
922 => 0.10228652771968
923 => 0.1037247067808
924 => 0.10257755692411
925 => 0.10231637313831
926 => 0.10510513265818
927 => 0.10475023758917
928 => 0.10444290074823
929 => 0.11236427907909
930 => 0.10609389001736
1001 => 0.10335964248515
1002 => 0.099975491944514
1003 => 0.10107738842491
1004 => 0.10130957420356
1005 => 0.093171302192322
1006 => 0.089869606250921
1007 => 0.088736588625618
1008 => 0.088084520963739
1009 => 0.088381676385408
1010 => 0.085409762787838
1011 => 0.087406937876319
1012 => 0.084833511910427
1013 => 0.084402068672592
1014 => 0.089003673085911
1015 => 0.089643959457841
1016 => 0.086912298873803
1017 => 0.088666467184433
1018 => 0.088030381370235
1019 => 0.084877625912431
1020 => 0.084757213844043
1021 => 0.08317527198003
1022 => 0.080699839287155
1023 => 0.079568500121784
1024 => 0.078979288861722
1025 => 0.079222408911122
1026 => 0.079099479974549
1027 => 0.078297285511074
1028 => 0.079145460822181
1029 => 0.07697872339254
1030 => 0.076115911089467
1031 => 0.075726198789262
1101 => 0.073803094607702
1102 => 0.076863608568875
1103 => 0.077466568374565
1104 => 0.078070716197336
1105 => 0.083329410525321
1106 => 0.08306670101761
1107 => 0.085441467022591
1108 => 0.085349187982552
1109 => 0.084671866249273
1110 => 0.081814357270585
1111 => 0.08295330941929
1112 => 0.079447791738038
1113 => 0.082074363936864
1114 => 0.080875706073597
1115 => 0.081669096507552
1116 => 0.08024250897017
1117 => 0.081032041415713
1118 => 0.077609552512828
1119 => 0.074413680531033
1120 => 0.075699792709826
1121 => 0.077097943732943
1122 => 0.080129491393315
1123 => 0.078323926616522
1124 => 0.07897327598622
1125 => 0.076798064297505
1126 => 0.072309981265183
1127 => 0.072335383327742
1128 => 0.071644989531423
1129 => 0.071048388492259
1130 => 0.078531317451007
1201 => 0.077600696947386
1202 => 0.076117874971465
1203 => 0.078102691111238
1204 => 0.078627508001862
1205 => 0.078642448800932
1206 => 0.080090519420991
1207 => 0.080863354970497
1208 => 0.080999570585759
1209 => 0.083278140994058
1210 => 0.08404188773985
1211 => 0.087187652496279
1212 => 0.080797785273623
1213 => 0.080666190163142
1214 => 0.078130621544674
1215 => 0.076522523841088
1216 => 0.078240729370226
1217 => 0.079762824910598
1218 => 0.078177917295939
1219 => 0.078384872771187
1220 => 0.076257263790216
1221 => 0.077017783887606
1222 => 0.077672846248599
1223 => 0.077311159315644
1224 => 0.076769696471166
1225 => 0.079638030434037
1226 => 0.07947618779076
1227 => 0.082147246319698
1228 => 0.084229527452233
1229 => 0.087961347494011
1230 => 0.084066998736237
1231 => 0.083925073188869
]
'min_raw' => 0.071048388492259
'max_raw' => 0.20542178541913
'avg_raw' => 0.1382350869557
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.071048'
'max' => '$0.205421'
'avg' => '$0.138235'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.012493015339612
'max_diff' => -0.069391584033935
'year' => 2030
]
5 => [
'items' => [
101 => 0.085312418179962
102 => 0.08404167534456
103 => 0.084844740951982
104 => 0.087831961209309
105 => 0.087895076466146
106 => 0.086837814594707
107 => 0.086773480113745
108 => 0.086976538821333
109 => 0.088165860014097
110 => 0.087750274645196
111 => 0.088231200555422
112 => 0.088832605770358
113 => 0.091320272729862
114 => 0.091920040811842
115 => 0.090462915316729
116 => 0.090594477434195
117 => 0.090049472500034
118 => 0.089523004562525
119 => 0.090706427601576
120 => 0.09286915646568
121 => 0.092855702241662
122 => 0.093357413300692
123 => 0.093669975134069
124 => 0.092328230935969
125 => 0.091454804800307
126 => 0.091789731958269
127 => 0.092325287777614
128 => 0.091616058424096
129 => 0.087238366307188
130 => 0.088566278447402
131 => 0.088345248935684
201 => 0.088030476032891
202 => 0.089365701958318
203 => 0.089236916160505
204 => 0.085379281518361
205 => 0.085626234772086
206 => 0.085394299563655
207 => 0.086143729671576
208 => 0.084001203659312
209 => 0.084660230230552
210 => 0.085073565518043
211 => 0.085317023177766
212 => 0.086196559185167
213 => 0.086093355786265
214 => 0.086190143916987
215 => 0.087494263627066
216 => 0.094090053600804
217 => 0.094449047896284
218 => 0.092681228689345
219 => 0.093387437593825
220 => 0.092031670928133
221 => 0.092941806173659
222 => 0.09356449759372
223 => 0.09075067480314
224 => 0.090584058479041
225 => 0.089222696082046
226 => 0.089954215122684
227 => 0.088790315730949
228 => 0.089075895930208
301 => 0.088277388796645
302 => 0.089714542655875
303 => 0.091321503981625
304 => 0.091727485873335
305 => 0.090659522302439
306 => 0.089886246294882
307 => 0.088528628358562
308 => 0.09078637724315
309 => 0.091446611820654
310 => 0.090782909311985
311 => 0.09062911493854
312 => 0.090337674878762
313 => 0.090690945324948
314 => 0.091443016041352
315 => 0.091088353380061
316 => 0.091322614316196
317 => 0.090429853196479
318 => 0.092328675109128
319 => 0.095344461282793
320 => 0.095354157528473
321 => 0.094999492955418
322 => 0.094854371853478
323 => 0.095218279228279
324 => 0.095415684050846
325 => 0.09659249377175
326 => 0.097855257488447
327 => 0.1037480247673
328 => 0.10209335929569
329 => 0.10732177298778
330 => 0.11145676939368
331 => 0.11269667401433
401 => 0.11155602010535
402 => 0.10765390469965
403 => 0.10746244830182
404 => 0.11329385614857
405 => 0.11164621633646
406 => 0.11145023482356
407 => 0.10936532264226
408 => 0.1105977639628
409 => 0.11032821096718
410 => 0.1099027083766
411 => 0.11225412056359
412 => 0.11665575426563
413 => 0.11596971837491
414 => 0.11545762440677
415 => 0.11321377770672
416 => 0.11456507460146
417 => 0.11408390365963
418 => 0.11615131938435
419 => 0.11492662810789
420 => 0.11163373384439
421 => 0.11215813810937
422 => 0.11207887545967
423 => 0.11371009517384
424 => 0.11322044350501
425 => 0.11198326311271
426 => 0.11664070996016
427 => 0.11633828126797
428 => 0.11676705600867
429 => 0.11695581590983
430 => 0.11979072173245
501 => 0.12095209194111
502 => 0.12121574331113
503 => 0.12231895518576
504 => 0.12118829439468
505 => 0.12571174370647
506 => 0.12871957354822
507 => 0.13221332269093
508 => 0.13731862921966
509 => 0.13923827170119
510 => 0.13889150546896
511 => 0.14276229061298
512 => 0.14971800547408
513 => 0.14029745431388
514 => 0.15021731756046
515 => 0.14707680338692
516 => 0.1396307007769
517 => 0.1391512595526
518 => 0.14419384669113
519 => 0.15537781963337
520 => 0.15257636125891
521 => 0.15538240181568
522 => 0.15210900645459
523 => 0.15194645478457
524 => 0.15522342030935
525 => 0.16288022887607
526 => 0.1592427661372
527 => 0.15402757135856
528 => 0.15787839002569
529 => 0.15454245451978
530 => 0.14702565815542
531 => 0.15257421903649
601 => 0.14886405438923
602 => 0.1499468776765
603 => 0.1577450919197
604 => 0.15680679015044
605 => 0.15802103952426
606 => 0.1558779211619
607 => 0.15387591067272
608 => 0.1501390094234
609 => 0.14903269719048
610 => 0.14933844209071
611 => 0.14903254567849
612 => 0.14694178377339
613 => 0.14649028393905
614 => 0.14573776443448
615 => 0.1459710016953
616 => 0.14455604486937
617 => 0.1472263607449
618 => 0.14772199490214
619 => 0.14966522811049
620 => 0.14986698102861
621 => 0.15527885785366
622 => 0.15229808704132
623 => 0.15429784544961
624 => 0.15411896823512
625 => 0.13979208039902
626 => 0.14176619913563
627 => 0.14483730837721
628 => 0.14345377782667
629 => 0.14149778932449
630 => 0.13991822373552
701 => 0.13752502034934
702 => 0.14089340815798
703 => 0.14532247993824
704 => 0.14997930959804
705 => 0.15557418530672
706 => 0.15432547418008
707 => 0.14987471728838
708 => 0.15007437499126
709 => 0.15130858034806
710 => 0.14971017227162
711 => 0.14923877052525
712 => 0.15124381698698
713 => 0.15125762464001
714 => 0.14941846297399
715 => 0.14737457134524
716 => 0.14736600736469
717 => 0.14700231659101
718 => 0.15217370623529
719 => 0.15501744765317
720 => 0.15534347802382
721 => 0.15499550321155
722 => 0.15512942490617
723 => 0.15347471443267
724 => 0.15725689188594
725 => 0.16072779193565
726 => 0.15979751657737
727 => 0.15840290156886
728 => 0.15729202354083
729 => 0.15953582901817
730 => 0.15943591589234
731 => 0.16069747665167
801 => 0.1606402449685
802 => 0.16021602953484
803 => 0.15979753172744
804 => 0.16145682822893
805 => 0.16097897748399
806 => 0.16050038450485
807 => 0.15954049301627
808 => 0.15967095821168
809 => 0.15827658400312
810 => 0.15763148269201
811 => 0.14793070678749
812 => 0.14533834248381
813 => 0.14615395306619
814 => 0.14642247324723
815 => 0.14529427298006
816 => 0.14691182235231
817 => 0.14665972899605
818 => 0.14764047677557
819 => 0.14702774814204
820 => 0.14705289473889
821 => 0.14885479900256
822 => 0.14937789947615
823 => 0.14911184635335
824 => 0.14929818084079
825 => 0.15359218045713
826 => 0.15298171102607
827 => 0.15265741130792
828 => 0.15274724454615
829 => 0.15384445351251
830 => 0.15415161211771
831 => 0.15285015952385
901 => 0.15346393209072
902 => 0.15607729778112
903 => 0.15699182786907
904 => 0.15991056891047
905 => 0.1586706358396
906 => 0.16094658665423
907 => 0.16794208352959
908 => 0.1735305704852
909 => 0.16839116692683
910 => 0.17865371153128
911 => 0.18664457458043
912 => 0.18633787194712
913 => 0.18494448014251
914 => 0.17584709500914
915 => 0.16747554557504
916 => 0.17447870215143
917 => 0.17449655463776
918 => 0.17389497727705
919 => 0.17015863195573
920 => 0.17376496055887
921 => 0.17405121782712
922 => 0.17389098987885
923 => 0.17102634268132
924 => 0.16665255588599
925 => 0.16750718335643
926 => 0.16890708058694
927 => 0.16625678308042
928 => 0.1654098524399
929 => 0.16698445763578
930 => 0.17205816365891
1001 => 0.17109900892521
1002 => 0.17107396151887
1003 => 0.17517763221452
1004 => 0.172240289624
1005 => 0.16751796294573
1006 => 0.16632551317963
1007 => 0.16209311984039
1008 => 0.16501644899507
1009 => 0.16512165440704
1010 => 0.16352057690472
1011 => 0.167647881561
1012 => 0.16760984772199
1013 => 0.1715281092249
1014 => 0.17901835358664
1015 => 0.17680311975633
1016 => 0.17422704382844
1017 => 0.17450713470864
1018 => 0.17757904034123
1019 => 0.17572169607098
1020 => 0.17638961002042
1021 => 0.17757802937347
1022 => 0.17829503227595
1023 => 0.17440396902502
1024 => 0.17349677605016
1025 => 0.17164097760505
1026 => 0.17115683443084
1027 => 0.17266834354188
1028 => 0.17227011429352
1029 => 0.16511281229954
1030 => 0.16436483441832
1031 => 0.16438777383207
1101 => 0.16250694788532
1102 => 0.15963823686658
1103 => 0.16717703814199
1104 => 0.16657156689412
1105 => 0.16590317349622
1106 => 0.16598504787366
1107 => 0.16925738599364
1108 => 0.16735926462702
1109 => 0.17240573137615
1110 => 0.17136832952321
1111 => 0.17030432222721
1112 => 0.17015724400845
1113 => 0.16974769197632
1114 => 0.16834318567057
1115 => 0.16664715990864
1116 => 0.16552729679337
1117 => 0.15269018155209
1118 => 0.1550726754708
1119 => 0.15781351755314
1120 => 0.15875964525672
1121 => 0.1571412283497
1122 => 0.16840709063443
1123 => 0.1704654722344
1124 => 0.16423050010318
1125 => 0.16306419138966
1126 => 0.16848355363952
1127 => 0.16521501571276
1128 => 0.16668683814105
1129 => 0.16350556309493
1130 => 0.16996966838342
1201 => 0.16992042273146
1202 => 0.1674057397758
1203 => 0.16953113259012
1204 => 0.16916179328528
1205 => 0.16632272242173
1206 => 0.17005967199375
1207 => 0.17006152547412
1208 => 0.16764119780321
1209 => 0.16481478496145
1210 => 0.16430948910224
1211 => 0.16392881654927
1212 => 0.16659321602867
1213 => 0.16898210827054
1214 => 0.17342724447605
1215 => 0.17454485733194
1216 => 0.1789069747122
1217 => 0.1763095461999
1218 => 0.17746095261707
1219 => 0.1787109671593
1220 => 0.1793102700986
1221 => 0.17833373811937
1222 => 0.18510990193007
1223 => 0.18568201777198
1224 => 0.185873843265
1225 => 0.18358895895369
1226 => 0.18561847100596
1227 => 0.18466892952708
1228 => 0.18713937266492
1229 => 0.18752676969313
1230 => 0.18719865819228
1231 => 0.18732162412368
]
'min_raw' => 0.084001203659312
'max_raw' => 0.18752676969313
'avg_raw' => 0.13576398667622
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.0840012'
'max' => '$0.187526'
'avg' => '$0.135763'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.012952815167054
'max_diff' => -0.017895015726002
'year' => 2031
]
6 => [
'items' => [
101 => 0.18153936370847
102 => 0.18123952300208
103 => 0.17715117369483
104 => 0.17881720625709
105 => 0.17570263823696
106 => 0.17669029983975
107 => 0.17712565166347
108 => 0.17689824857676
109 => 0.17891140123846
110 => 0.1771998102161
111 => 0.17268264009646
112 => 0.16816423927685
113 => 0.16810751443516
114 => 0.16691789925576
115 => 0.16605802536994
116 => 0.16622366758601
117 => 0.16680741236051
118 => 0.16602409706245
119 => 0.16619125709639
120 => 0.16896722744118
121 => 0.16952392849651
122 => 0.16763204079335
123 => 0.16003583866705
124 => 0.15817171161162
125 => 0.15951160917182
126 => 0.1588712244385
127 => 0.12822147751255
128 => 0.13542218091868
129 => 0.13114376746754
130 => 0.13311545722616
131 => 0.12874830498234
201 => 0.13083253893515
202 => 0.1304476570281
203 => 0.14202617502086
204 => 0.14184539238813
205 => 0.14193192346761
206 => 0.13780156958841
207 => 0.14438133546931
208 => 0.14762276474297
209 => 0.14702286245226
210 => 0.14717384493444
211 => 0.14457946566163
212 => 0.14195704273001
213 => 0.13904837211084
214 => 0.1444523225987
215 => 0.14385149555296
216 => 0.14522957662514
217 => 0.14873442479888
218 => 0.14925052700608
219 => 0.14994417360636
220 => 0.14969555067729
221 => 0.1556187575181
222 => 0.1549014180871
223 => 0.15662999972317
224 => 0.15307417614997
225 => 0.14905042425502
226 => 0.14981520794389
227 => 0.14974155312465
228 => 0.14880384273866
229 => 0.14795731973005
301 => 0.14654809742709
302 => 0.15100708531931
303 => 0.15082605855395
304 => 0.15375667146447
305 => 0.15323865716608
306 => 0.14977923090184
307 => 0.14990278498764
308 => 0.15073374559275
309 => 0.15360970973476
310 => 0.15446349170268
311 => 0.15406798587781
312 => 0.15500411882901
313 => 0.15574400014442
314 => 0.15509703653081
315 => 0.16425667697398
316 => 0.16045295565407
317 => 0.16230686295927
318 => 0.16274900892771
319 => 0.16161646132689
320 => 0.16186207034802
321 => 0.16223410109058
322 => 0.16449299890829
323 => 0.17042100039933
324 => 0.17304647190644
325 => 0.18094533247406
326 => 0.1728284630461
327 => 0.17234684160519
328 => 0.17376966491616
329 => 0.17840713224866
330 => 0.18216536394649
331 => 0.18341218621825
401 => 0.18357697436426
402 => 0.18591609583326
403 => 0.18725683663725
404 => 0.18563206496192
405 => 0.18425524108776
406 => 0.17932362886818
407 => 0.17989447641093
408 => 0.18382704989821
409 => 0.18938204157641
410 => 0.19414880233469
411 => 0.19247964885553
412 => 0.20521411166283
413 => 0.20647668163456
414 => 0.20630223528824
415 => 0.20917855757944
416 => 0.20346964358426
417 => 0.20102897224632
418 => 0.18455292603697
419 => 0.1891820229726
420 => 0.19591068722588
421 => 0.19502012328076
422 => 0.19013358744232
423 => 0.19414509545907
424 => 0.19281876545728
425 => 0.19177263395538
426 => 0.19656516516814
427 => 0.19129558023338
428 => 0.19585811908513
429 => 0.19000661581434
430 => 0.19248727340802
501 => 0.19107913218194
502 => 0.19199037213051
503 => 0.18666328201086
504 => 0.18953765053162
505 => 0.18654369883035
506 => 0.18654227930742
507 => 0.18647618765767
508 => 0.18999855855701
509 => 0.19011342294558
510 => 0.18751038552896
511 => 0.18713524717014
512 => 0.18852233030068
513 => 0.18689841923247
514 => 0.18765823700051
515 => 0.18692143333862
516 => 0.18675556331487
517 => 0.18543388274518
518 => 0.18486446641539
519 => 0.18508774923035
520 => 0.18432556987271
521 => 0.18386632924049
522 => 0.18638483313701
523 => 0.18503929810126
524 => 0.18617861059509
525 => 0.18488022021567
526 => 0.18037943347883
527 => 0.17779098343152
528 => 0.16928941450879
529 => 0.17170044890911
530 => 0.17329896721092
531 => 0.17277065692171
601 => 0.17390567185188
602 => 0.17397535255038
603 => 0.17360634762648
604 => 0.17317908719705
605 => 0.17297112044899
606 => 0.17452113420507
607 => 0.17542096936154
608 => 0.17345939990792
609 => 0.17299983163022
610 => 0.17498308664904
611 => 0.17619287106483
612 => 0.18512523947191
613 => 0.18446350076914
614 => 0.18612433505342
615 => 0.18593735060059
616 => 0.18767816952217
617 => 0.19052367273398
618 => 0.18473796908916
619 => 0.18574216718732
620 => 0.18549596100397
621 => 0.18818397555504
622 => 0.18819236724306
623 => 0.18658076824341
624 => 0.18745444220633
625 => 0.18696678136822
626 => 0.187848050414
627 => 0.18445466284532
628 => 0.18858744261042
629 => 0.19093046242678
630 => 0.19096299525921
701 => 0.19207356805681
702 => 0.19320197433921
703 => 0.1953678519348
704 => 0.1931415691886
705 => 0.18913670325243
706 => 0.18942584163739
707 => 0.18707779020434
708 => 0.18711726137314
709 => 0.18690656118067
710 => 0.18753888831903
711 => 0.18459342309335
712 => 0.18528471789451
713 => 0.18431690112467
714 => 0.18574006334267
715 => 0.18420897605325
716 => 0.18549584227589
717 => 0.1860512110773
718 => 0.18810053391071
719 => 0.1839062894045
720 => 0.17535394093094
721 => 0.17715174826729
722 => 0.17449265000212
723 => 0.17473875967046
724 => 0.17523594036857
725 => 0.17362441505858
726 => 0.17393184330273
727 => 0.17392085980251
728 => 0.17382620993138
729 => 0.17340698995819
730 => 0.17279903805692
731 => 0.17522093131385
801 => 0.17563245817189
802 => 0.17654723139992
803 => 0.17926897602993
804 => 0.17899700955823
805 => 0.17944059815735
806 => 0.17847224673612
807 => 0.17478367871559
808 => 0.17498398570534
809 => 0.17248615433345
810 => 0.17648335623585
811 => 0.17553676606487
812 => 0.17492649322371
813 => 0.17475997462486
814 => 0.17748846593337
815 => 0.17830487329673
816 => 0.17779614301494
817 => 0.17675272236496
818 => 0.17875639847255
819 => 0.17929249767063
820 => 0.17941251051051
821 => 0.18296264040637
822 => 0.17961092333466
823 => 0.18041771494702
824 => 0.18671207279786
825 => 0.18100395878916
826 => 0.1840276740857
827 => 0.18387967895659
828 => 0.18542650938535
829 => 0.18375279371283
830 => 0.18377354142452
831 => 0.1851470220539
901 => 0.18321821621848
902 => 0.18274061676877
903 => 0.18208081654964
904 => 0.18352146618982
905 => 0.18438507049412
906 => 0.19134508693938
907 => 0.19584157497832
908 => 0.19564637057391
909 => 0.19743017342292
910 => 0.19662655390168
911 => 0.19403145448347
912 => 0.19846097275169
913 => 0.19705928783271
914 => 0.19717484103439
915 => 0.19717054013845
916 => 0.19810253807215
917 => 0.19744213211976
918 => 0.19614040419834
919 => 0.19700455194168
920 => 0.19957076180093
921 => 0.20753635594498
922 => 0.21199400795808
923 => 0.2072679996966
924 => 0.2105279369116
925 => 0.208573136217
926 => 0.20821789078051
927 => 0.21026537225899
928 => 0.21231643758276
929 => 0.21218579358864
930 => 0.21069682548695
1001 => 0.20985574518747
1002 => 0.21622468699768
1003 => 0.22091721483135
1004 => 0.2205972158922
1005 => 0.22200958714038
1006 => 0.22615635280804
1007 => 0.22653548109173
1008 => 0.22648771964215
1009 => 0.22554801063308
1010 => 0.22963103995845
1011 => 0.23303717485575
1012 => 0.22533049514828
1013 => 0.22826509789304
1014 => 0.22958253561216
1015 => 0.23151692504998
1016 => 0.2347805642729
1017 => 0.23832574210654
1018 => 0.23882706912311
1019 => 0.23847135361414
1020 => 0.23613321353336
1021 => 0.2400123894217
1022 => 0.24228471967922
1023 => 0.24363784034622
1024 => 0.24706912921992
1025 => 0.229590671659
1026 => 0.21721855066168
1027 => 0.21528646531235
1028 => 0.21921543684571
1029 => 0.22025147530609
1030 => 0.21983384950179
1031 => 0.20590790249528
1101 => 0.2152131480834
1102 => 0.22522480992896
1103 => 0.22560939863422
1104 => 0.23062144588808
1105 => 0.2322535739247
1106 => 0.2362889289081
1107 => 0.23603651635518
1108 => 0.23701906107712
1109 => 0.23679319106085
1110 => 0.24426783642337
1111 => 0.25251348025381
1112 => 0.2522279598275
1113 => 0.25104255096885
1114 => 0.2528030852662
1115 => 0.26131347335611
1116 => 0.26052997319698
1117 => 0.26129107686319
1118 => 0.27132530404564
1119 => 0.284371226735
1120 => 0.27831008585657
1121 => 0.29146101751646
1122 => 0.29973883189543
1123 => 0.31405445592188
1124 => 0.31226206928784
1125 => 0.31783503666843
1126 => 0.30905332313051
1127 => 0.28888873377034
1128 => 0.28569761031714
1129 => 0.29208632028255
1130 => 0.30779234033132
1201 => 0.29159168181824
1202 => 0.29486905393565
1203 => 0.29392517054536
1204 => 0.29387487501073
1205 => 0.29579445100056
1206 => 0.29301000590897
1207 => 0.28166567569371
1208 => 0.2868647153788
1209 => 0.284857116478
1210 => 0.28708469713485
1211 => 0.29910603121577
1212 => 0.29379111286579
1213 => 0.28819227813298
1214 => 0.29521445936881
1215 => 0.30415610916528
1216 => 0.30359655679071
1217 => 0.30251079130929
1218 => 0.30863119447923
1219 => 0.3187403074061
1220 => 0.32147276000853
1221 => 0.32348980065711
1222 => 0.32376791648437
1223 => 0.32663268235315
1224 => 0.31122811426276
1225 => 0.33567555943957
1226 => 0.33989695787456
1227 => 0.33910350992783
1228 => 0.34379541662472
1229 => 0.34241493865231
1230 => 0.34041484266064
1231 => 0.34785251277239
]
'min_raw' => 0.12822147751255
'max_raw' => 0.34785251277239
'avg_raw' => 0.23803699514247
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.128221'
'max' => '$0.347852'
'avg' => '$0.238036'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.044220273853236
'max_diff' => 0.16032574307926
'year' => 2032
]
7 => [
'items' => [
101 => 0.3393258241783
102 => 0.32722326319923
103 => 0.3205835588846
104 => 0.32932725713578
105 => 0.33466672854475
106 => 0.33819577949192
107 => 0.33926366817622
108 => 0.31242392703244
109 => 0.29795879515622
110 => 0.3072307788458
111 => 0.31854323886522
112 => 0.31116527297617
113 => 0.31145447527069
114 => 0.30093543480824
115 => 0.31947394053699
116 => 0.31677303618568
117 => 0.33078533273807
118 => 0.32744118571014
119 => 0.33886766959439
120 => 0.33585869344449
121 => 0.34834878521312
122 => 0.35333142097537
123 => 0.36169804190551
124 => 0.36785256232
125 => 0.3714666144246
126 => 0.37124964029221
127 => 0.38557031524425
128 => 0.37712591355131
129 => 0.3665177548323
130 => 0.36632588670938
131 => 0.37182000242873
201 => 0.38333416173944
202 => 0.3863196157245
203 => 0.38798807721903
204 => 0.3854327703606
205 => 0.37626697753863
206 => 0.37230923466973
207 => 0.37568134626088
208 => 0.37155754355375
209 => 0.37867638396094
210 => 0.38845207234226
211 => 0.38643343134878
212 => 0.39318144553842
213 => 0.40016493031291
214 => 0.41015162718834
215 => 0.4127625195579
216 => 0.41707822536143
217 => 0.42152050426876
218 => 0.42294724453102
219 => 0.42567133438319
220 => 0.42565697708502
221 => 0.4338662052069
222 => 0.44292123804398
223 => 0.44633930331548
224 => 0.45419895593408
225 => 0.4407395762598
226 => 0.45094867035296
227 => 0.46015752877518
228 => 0.44917834812753
301 => 0.46431059082931
302 => 0.46489814152302
303 => 0.47376945942574
304 => 0.46477667919247
305 => 0.45943679499592
306 => 0.4748528405885
307 => 0.48231217944986
308 => 0.4800653658787
309 => 0.46296700366334
310 => 0.45301502347075
311 => 0.42696877171313
312 => 0.45782168203438
313 => 0.47284923466012
314 => 0.46292808593243
315 => 0.46793173627192
316 => 0.49523003008511
317 => 0.50562345293554
318 => 0.50346169363816
319 => 0.50382699537383
320 => 0.50943509768995
321 => 0.53430451179799
322 => 0.51940218239595
323 => 0.53079445484418
324 => 0.53683687507283
325 => 0.54244941172893
326 => 0.52866679556196
327 => 0.51073581443557
328 => 0.50505632002147
329 => 0.46194162321594
330 => 0.45969731600957
331 => 0.45843751836517
401 => 0.45049467241913
402 => 0.44425377123416
403 => 0.43929077490206
404 => 0.42626639045048
405 => 0.43066173786807
406 => 0.40990358745254
407 => 0.42318391646472
408 => 0.39005340717847
409 => 0.41764547979046
410 => 0.40262836912535
411 => 0.41271195505307
412 => 0.4126767743717
413 => 0.39410969567493
414 => 0.38340059216768
415 => 0.39022484972705
416 => 0.39754099554092
417 => 0.39872801558475
418 => 0.40821358960339
419 => 0.41086080942026
420 => 0.40283960978827
421 => 0.3893668510131
422 => 0.39249626559566
423 => 0.38333717468105
424 => 0.36728622015254
425 => 0.3788142959177
426 => 0.38275048783763
427 => 0.38448893442938
428 => 0.36870466411517
429 => 0.36374490368927
430 => 0.36110436885494
501 => 0.38732929992592
502 => 0.38876596084942
503 => 0.38141580044139
504 => 0.41463922245647
505 => 0.40711973883038
506 => 0.41552084435894
507 => 0.39221230402327
508 => 0.3931027216532
509 => 0.38206808512236
510 => 0.38824674424495
511 => 0.38387986712459
512 => 0.38774756964655
513 => 0.39006585459108
514 => 0.40109868044664
515 => 0.41777145693945
516 => 0.39945074417614
517 => 0.39146814726772
518 => 0.39642050549387
519 => 0.40960928806425
520 => 0.42959096877973
521 => 0.41776141162737
522 => 0.42301116821268
523 => 0.42415800648116
524 => 0.41543532899101
525 => 0.42991258634069
526 => 0.43767106616742
527 => 0.44562966107845
528 => 0.45253988604493
529 => 0.44245082325773
530 => 0.45324756665037
531 => 0.44454729735767
601 => 0.43674225638481
602 => 0.43675409341019
603 => 0.43185787719446
604 => 0.42237084131354
605 => 0.42062128633985
606 => 0.4297226922574
607 => 0.43702115789693
608 => 0.43762229448429
609 => 0.44166310007104
610 => 0.44405440719367
611 => 0.46749246781982
612 => 0.47691944969347
613 => 0.48844658468493
614 => 0.49293705339784
615 => 0.50645175430155
616 => 0.49553753571146
617 => 0.49317617586584
618 => 0.46039393209841
619 => 0.46576202267883
620 => 0.47435685364179
621 => 0.46053565769532
622 => 0.46930202532258
623 => 0.47103269198925
624 => 0.4600660187458
625 => 0.46592379276711
626 => 0.45036728167548
627 => 0.41811054637021
628 => 0.42994849730817
629 => 0.4386652138097
630 => 0.42622538459862
701 => 0.44852329697161
702 => 0.43549731688565
703 => 0.43136870655571
704 => 0.41526152570277
705 => 0.42286349504311
706 => 0.43314526742564
707 => 0.42679232747757
708 => 0.43997563176854
709 => 0.45864670650338
710 => 0.47195282624115
711 => 0.47297430489187
712 => 0.46441936134127
713 => 0.47812871297803
714 => 0.47822857063786
715 => 0.46276436598725
716 => 0.45329262674381
717 => 0.45114062765899
718 => 0.45651674329714
719 => 0.46304434016756
720 => 0.47333654108841
721 => 0.47955590254975
722 => 0.49577269874647
723 => 0.50016049882532
724 => 0.50498136081411
725 => 0.51142351912991
726 => 0.51915898192353
727 => 0.50223422971124
728 => 0.50290668166832
729 => 0.48714658674739
730 => 0.47030466509814
731 => 0.48308558425475
801 => 0.49979493587759
802 => 0.49596179215312
803 => 0.49553048518009
804 => 0.49625582387414
805 => 0.49336575868466
806 => 0.48029410094345
807 => 0.47372959625872
808 => 0.48219948208577
809 => 0.48670084945161
810 => 0.49368207767553
811 => 0.49282149394108
812 => 0.51080438811672
813 => 0.51779199701888
814 => 0.51600426764506
815 => 0.51633325287395
816 => 0.52898398501961
817 => 0.54305420098708
818 => 0.55623281496914
819 => 0.56963866714633
820 => 0.55347738910741
821 => 0.5452716888083
822 => 0.55373787694817
823 => 0.54924559835093
824 => 0.57505956366706
825 => 0.57684686661778
826 => 0.6026589652904
827 => 0.62715772057824
828 => 0.61177049132274
829 => 0.62627995545465
830 => 0.64197312388729
831 => 0.67224779191865
901 => 0.66205234880135
902 => 0.65424279915646
903 => 0.64686281247751
904 => 0.66221939321652
905 => 0.68197538900988
906 => 0.68623064128319
907 => 0.69312577559744
908 => 0.68587638496292
909 => 0.69460747748802
910 => 0.72543207073808
911 => 0.7171029935457
912 => 0.70527436496655
913 => 0.72960742091207
914 => 0.73841345926639
915 => 0.80021884819511
916 => 0.87825070477089
917 => 0.84594500376372
918 => 0.82589181265012
919 => 0.83060478822987
920 => 0.8590993807063
921 => 0.86825093943657
922 => 0.84337384807622
923 => 0.85216085730772
924 => 0.90057814209295
925 => 0.92655246196776
926 => 0.8912758467612
927 => 0.79394906449717
928 => 0.70420932638283
929 => 0.72801234596383
930 => 0.72531382223704
1001 => 0.77733215455948
1002 => 0.71690434780927
1003 => 0.71792179709919
1004 => 0.7710158134457
1005 => 0.75685124014633
1006 => 0.73390644546283
1007 => 0.70437684877625
1008 => 0.649788658144
1009 => 0.60143837539671
1010 => 0.69626441426926
1011 => 0.69217534304311
1012 => 0.68625376194125
1013 => 0.69943159990145
1014 => 0.76341944044162
1015 => 0.76194431360874
1016 => 0.75256030931429
1017 => 0.75967799386482
1018 => 0.73265868094763
1019 => 0.73962217310471
1020 => 0.70419511114982
1021 => 0.72020962271822
1022 => 0.73385721623847
1023 => 0.73659717269374
1024 => 0.7427704344931
1025 => 0.69002058831577
1026 => 0.71370372059527
1027 => 0.72761534200008
1028 => 0.66476213038403
1029 => 0.72637293609491
1030 => 0.68910233085163
1031 => 0.67645212764636
1101 => 0.69348395972472
1102 => 0.68684663819978
1103 => 0.68114025890924
1104 => 0.67795600121708
1105 => 0.69046229896071
1106 => 0.68987886522271
1107 => 0.66941613474633
1108 => 0.6427233370075
1109 => 0.65168231608987
1110 => 0.64842743499837
1111 => 0.63663132603474
1112 => 0.6445804792086
1113 => 0.6095764316053
1114 => 0.54935378705591
1115 => 0.58913871071473
1116 => 0.58760703443154
1117 => 0.58683469379356
1118 => 0.61673196434864
1119 => 0.61385803163215
1120 => 0.60864181561011
1121 => 0.63653552613689
1122 => 0.62635394657127
1123 => 0.65773117571068
1124 => 0.67839824817384
1125 => 0.67315641008743
1126 => 0.69259389163166
1127 => 0.65188871287333
1128 => 0.66540934044853
1129 => 0.668195923053
1130 => 0.63619132207882
1201 => 0.6143282425671
1202 => 0.61287022442102
1203 => 0.57496265746563
1204 => 0.59521257375401
1205 => 0.61303166208931
1206 => 0.60449770159382
1207 => 0.60179610464576
1208 => 0.61559797754849
1209 => 0.61667050127808
1210 => 0.59221684658247
1211 => 0.59730153574022
1212 => 0.61850553478727
1213 => 0.59676724936809
1214 => 0.55453331172739
1215 => 0.54405871126263
1216 => 0.54266120647544
1217 => 0.51425325926396
1218 => 0.54475867415193
1219 => 0.53144224305904
1220 => 0.57350868932615
1221 => 0.54948056082525
1222 => 0.54844475622999
1223 => 0.54687898566475
1224 => 0.52242709198231
1225 => 0.52778050269986
1226 => 0.54557605527245
1227 => 0.5519257089116
1228 => 0.55126338801585
1229 => 0.54548884735651
1230 => 0.54813240249993
1231 => 0.53961659030732
]
'min_raw' => 0.29795879515622
'max_raw' => 0.92655246196776
'avg_raw' => 0.61225562856199
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.297958'
'max' => '$0.926552'
'avg' => '$0.612255'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.16973731764368
'max_diff' => 0.57869994919537
'year' => 2033
]
8 => [
'items' => [
101 => 0.53660947978081
102 => 0.52711821178822
103 => 0.51316866986882
104 => 0.51510843923023
105 => 0.4874707465917
106 => 0.47241226479887
107 => 0.46824427550621
108 => 0.4626706660318
109 => 0.46887382952715
110 => 0.48739245248095
111 => 0.46505506425364
112 => 0.42675917892353
113 => 0.42906082688488
114 => 0.43423194648863
115 => 0.42459559931742
116 => 0.41547560543719
117 => 0.42340470018756
118 => 0.40717822872746
119 => 0.4361928380417
120 => 0.43540807417225
121 => 0.4462229262732
122 => 0.45298567523502
123 => 0.43739972834399
124 => 0.43347990484977
125 => 0.43571281445812
126 => 0.39880779249973
127 => 0.44320699863425
128 => 0.44359096481262
129 => 0.4403032132808
130 => 0.46394441987573
131 => 0.51383473966828
201 => 0.49506399452886
202 => 0.4877953946621
203 => 0.47397778100207
204 => 0.49238893079534
205 => 0.4909752417499
206 => 0.48458200376075
207 => 0.48071535347679
208 => 0.48783977518295
209 => 0.47983255878491
210 => 0.47839424269623
211 => 0.46967961210218
212 => 0.46656888547053
213 => 0.46426582731405
214 => 0.46173038657759
215 => 0.46732293704976
216 => 0.45464948191854
217 => 0.43936653742442
218 => 0.43809592595348
219 => 0.44160419593804
220 => 0.44005204762986
221 => 0.43808849486454
222 => 0.43433953789377
223 => 0.43322730244433
224 => 0.43684152807507
225 => 0.43276127806041
226 => 0.43878190921976
227 => 0.43714463068113
228 => 0.42799892585812
301 => 0.41659999147504
302 => 0.41649851704895
303 => 0.41404263533412
304 => 0.41091470072599
305 => 0.41004458087546
306 => 0.42273693394373
307 => 0.4490097249449
308 => 0.44385174741676
309 => 0.44757891479164
310 => 0.46591288936289
311 => 0.47174070855725
312 => 0.46760426053256
313 => 0.46194203535136
314 => 0.46219114452306
315 => 0.48154068203933
316 => 0.48274748895959
317 => 0.48579670071643
318 => 0.48971579953111
319 => 0.46827170000736
320 => 0.46118112936392
321 => 0.45782122362318
322 => 0.44747401438885
323 => 0.4586325924454
324 => 0.4521309668698
325 => 0.45300825828711
326 => 0.4524369211007
327 => 0.45274890983813
328 => 0.43618472786708
329 => 0.44221984518955
330 => 0.43218529211068
331 => 0.41875015196951
401 => 0.41870511266879
402 => 0.42199334418479
403 => 0.42003737541056
404 => 0.41477391373167
405 => 0.41552156362032
406 => 0.40897136388157
407 => 0.41631687646379
408 => 0.41652751948114
409 => 0.41369909702421
410 => 0.42501587264253
411 => 0.42965236484697
412 => 0.42779063659513
413 => 0.42952174102983
414 => 0.44406608466993
415 => 0.44643744729747
416 => 0.4474906499332
417 => 0.44607949792393
418 => 0.42978758493214
419 => 0.43051020055189
420 => 0.42520812659717
421 => 0.42072843282422
422 => 0.42090759708224
423 => 0.42321074200096
424 => 0.43326871093869
425 => 0.4544351136185
426 => 0.45523836312776
427 => 0.45621192496543
428 => 0.45225195969867
429 => 0.45105759628245
430 => 0.4526332699198
501 => 0.46058225788975
502 => 0.48102921307765
503 => 0.47380189350803
504 => 0.46792597019799
505 => 0.47308073907844
506 => 0.47228720281371
507 => 0.46558895815271
508 => 0.46540096073427
509 => 0.45254488767144
510 => 0.44779229017874
511 => 0.44382066398807
512 => 0.4394837518698
513 => 0.43691268499147
514 => 0.44086301224558
515 => 0.44176649882749
516 => 0.43312903924648
517 => 0.4319517854221
518 => 0.43900532136847
519 => 0.4359013231808
520 => 0.43909386229227
521 => 0.43983455875122
522 => 0.43971528956164
523 => 0.43647435896179
524 => 0.4385400314802
525 => 0.43365410016756
526 => 0.42834138370822
527 => 0.4249522016011
528 => 0.42199469070286
529 => 0.42363568964074
530 => 0.41778582806175
531 => 0.41591433960818
601 => 0.43784022811006
602 => 0.45403711768943
603 => 0.45380160850027
604 => 0.45236800687933
605 => 0.45023796566608
606 => 0.46042643210779
607 => 0.45687697412432
608 => 0.45945950137444
609 => 0.46011686294792
610 => 0.46210649844621
611 => 0.4628176221219
612 => 0.46066811246682
613 => 0.45345409552386
614 => 0.43547745119017
615 => 0.42710927472581
616 => 0.42434763710957
617 => 0.42444801739183
618 => 0.42167908108995
619 => 0.42249465692588
620 => 0.42139545709764
621 => 0.41931383854797
622 => 0.42350715556115
623 => 0.42399039628347
624 => 0.42301162598618
625 => 0.42324216182319
626 => 0.41513836179996
627 => 0.4157544761152
628 => 0.41232387331594
629 => 0.41168067664761
630 => 0.40300841150782
701 => 0.38764423674776
702 => 0.39615748100136
703 => 0.3858746790863
704 => 0.38198042619119
705 => 0.40041521371606
706 => 0.39856487234998
707 => 0.3953978922553
708 => 0.39071326863879
709 => 0.38897569617033
710 => 0.37841875590061
711 => 0.37779499555039
712 => 0.38302730020943
713 => 0.38061277164189
714 => 0.3772218590796
715 => 0.36494031751025
716 => 0.35113179850763
717 => 0.35154859089906
718 => 0.35594082387717
719 => 0.36871183363432
720 => 0.36372197918149
721 => 0.36010178252398
722 => 0.35942382851274
723 => 0.36790984235626
724 => 0.37991932981972
725 => 0.38555391264044
726 => 0.37997021218993
727 => 0.37355595776017
728 => 0.37394636370652
729 => 0.37654355956262
730 => 0.37681648812472
731 => 0.37264146788696
801 => 0.37381671162857
802 => 0.37203140891852
803 => 0.36107500948239
804 => 0.3608768429597
805 => 0.35818796584227
806 => 0.35810654771178
807 => 0.35353209696319
808 => 0.35289209968178
809 => 0.34380925007114
810 => 0.34978760919027
811 => 0.3457776397711
812 => 0.33973367000026
813 => 0.33869168733365
814 => 0.33866036407646
815 => 0.34486616962421
816 => 0.34971509073924
817 => 0.34584739490596
818 => 0.34496679553686
819 => 0.35436929296308
820 => 0.35317273945992
821 => 0.35213653184314
822 => 0.37884401193858
823 => 0.35770295743238
824 => 0.34848425097847
825 => 0.33707435115688
826 => 0.34078947207249
827 => 0.3415723026359
828 => 0.314133550354
829 => 0.30300165197052
830 => 0.29918160394205
831 => 0.29698311229411
901 => 0.297984992545
902 => 0.28796497835841
903 => 0.29469859360753
904 => 0.28602210829266
905 => 0.2845674672939
906 => 0.30008209784717
907 => 0.30224086805349
908 => 0.29303088367596
909 => 0.29894518460737
910 => 0.29680057687471
911 => 0.28617084173036
912 => 0.28576486403489
913 => 0.28043123659272
914 => 0.2720851424395
915 => 0.26827075345587
916 => 0.26628418655516
917 => 0.26710388277581
918 => 0.26668941928353
919 => 0.26398476464249
920 => 0.2668444469216
921 => 0.25953914040079
922 => 0.25663010848134
923 => 0.25531616625236
924 => 0.24883228623739
925 => 0.25915102273574
926 => 0.26118394381793
927 => 0.26322087038266
928 => 0.28095092545977
929 => 0.28006518201274
930 => 0.2880718713994
1001 => 0.28776074617319
1002 => 0.28547710866034
1003 => 0.27584281763379
1004 => 0.27968287432225
1005 => 0.26786377671248
1006 => 0.27671944826224
1007 => 0.27267808958861
1008 => 0.27535306082944
1009 => 0.270543221346
1010 => 0.27320518510954
1011 => 0.26166602482292
1012 => 0.25089091930764
1013 => 0.25522713631193
1014 => 0.25994110010215
1015 => 0.270162174695
1016 => 0.26407458698953
1017 => 0.2662639137256
1018 => 0.25893003564866
1019 => 0.24379815035724
1020 => 0.24388379518467
1021 => 0.24155608429862
1022 => 0.23954460224173
1023 => 0.26477381966757
1024 => 0.26163616766576
1025 => 0.25663672984662
1026 => 0.2633286760373
1027 => 0.26509813282558
1028 => 0.26514850677278
1029 => 0.27003077796937
1030 => 0.27263644698219
1031 => 0.27309570743931
1101 => 0.2807780666556
1102 => 0.28335309213213
1103 => 0.29395925763871
1104 => 0.27241537417125
1105 => 0.27197169206858
1106 => 0.26342284544367
1107 => 0.25800103176223
1108 => 0.263794081665
1109 => 0.26892593304868
1110 => 0.26358230637114
1111 => 0.26428007120511
1112 => 0.25710668898085
1113 => 0.25967083558702
1114 => 0.2618794240721
1115 => 0.26065997132547
1116 => 0.25883439154158
1117 => 0.26850517975808
1118 => 0.26795951598678
1119 => 0.27696517630445
1120 => 0.28398573252301
1121 => 0.29656782434122
1122 => 0.28343775560964
1123 => 0.28295924371777
1124 => 0.28763677421657
1125 => 0.28335237602658
1126 => 0.28605996779025
1127 => 0.29613158944889
1128 => 0.29634438694388
1129 => 0.29277975472866
1130 => 0.29256284653441
1201 => 0.29324747314415
1202 => 0.2972573525813
1203 => 0.29585617749481
1204 => 0.29747765277831
1205 => 0.29950533244924
1206 => 0.30789267528657
1207 => 0.30991483524943
1208 => 0.30500203490941
1209 => 0.30544560577382
1210 => 0.30360808358726
1211 => 0.30183306017914
1212 => 0.30582305357925
1213 => 0.31311484494149
1214 => 0.31306948308587
1215 => 0.31476103694973
1216 => 0.31581486099334
1217 => 0.31129107675185
1218 => 0.3083462595548
1219 => 0.30947548985174
1220 => 0.31128115368797
1221 => 0.30888993740578
1222 => 0.29413024279292
1223 => 0.29860739128552
1224 => 0.29786217485497
1225 => 0.29680089603646
1226 => 0.30130270346653
1227 => 0.30086849315767
1228 => 0.28786220863023
1229 => 0.28869482876689
1230 => 0.28791284301847
1231 => 0.29043959895086
]
'min_raw' => 0.23954460224173
'max_raw' => 0.53660947978081
'avg_raw' => 0.38807704101127
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.239544'
'max' => '$0.5366094'
'avg' => '$0.388077'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.058414192914496
'max_diff' => -0.38994298218695
'year' => 2034
]
9 => [
'items' => [
101 => 0.28321592291413
102 => 0.28543787701082
103 => 0.28683146579075
104 => 0.28765230028818
105 => 0.29061771734437
106 => 0.29026975987954
107 => 0.29059608781981
108 => 0.29499301847307
109 => 0.31723118487287
110 => 0.31844155920427
111 => 0.31248123332287
112 => 0.31486226595026
113 => 0.31029120398027
114 => 0.31335978850418
115 => 0.31545923610184
116 => 0.30597223610857
117 => 0.30541047753909
118 => 0.30082054917033
119 => 0.30328691668887
120 => 0.29936274862878
121 => 0.30032560220915
122 => 0.29763337965836
123 => 0.30247884423363
124 => 0.30789682653785
125 => 0.3092656228305
126 => 0.30566490908839
127 => 0.3030577550405
128 => 0.29848045138235
129 => 0.30609260937773
130 => 0.30831863635189
131 => 0.30608091700568
201 => 0.30556238853803
202 => 0.30457977802879
203 => 0.30577085400266
204 => 0.30830651293092
205 => 0.30711074300662
206 => 0.30790057010838
207 => 0.30489056366266
208 => 0.31129257431267
209 => 0.32146050795265
210 => 0.32149319952193
211 => 0.32029742315198
212 => 0.31980813722476
213 => 0.3210350763461
214 => 0.32170064048775
215 => 0.32566833662401
216 => 0.3299258326582
217 => 0.34979370895873
218 => 0.34421488879613
219 => 0.36184285059521
220 => 0.37578427967392
221 => 0.37996470466982
222 => 0.37611891037779
223 => 0.36296265585048
224 => 0.36231714723814
225 => 0.38197814592933
226 => 0.37642301326829
227 => 0.37576224791454
228 => 0.36873282093136
301 => 0.37288808288989
302 => 0.37197926614554
303 => 0.37054465445376
304 => 0.37847260481257
305 => 0.39331302015125
306 => 0.39100000224819
307 => 0.38927344168136
308 => 0.38170815587175
309 => 0.38626414769689
310 => 0.38464184627223
311 => 0.39161228273049
312 => 0.38748315058669
313 => 0.37638092767475
314 => 0.37814899326689
315 => 0.37788175370949
316 => 0.38338152486391
317 => 0.38173063007606
318 => 0.37755939000625
319 => 0.39326229722498
320 => 0.39224263777436
321 => 0.39368828174874
322 => 0.39432469893429
323 => 0.40388278184208
324 => 0.40779842258486
325 => 0.40868734158641
326 => 0.41240689744552
327 => 0.40859479564819
328 => 0.42384592082003
329 => 0.43398702913148
330 => 0.44576644829188
331 => 0.46297934569462
401 => 0.46945155434626
402 => 0.46828240778383
403 => 0.48133303014651
404 => 0.5047847084332
405 => 0.47302266247472
406 => 0.50646817399327
407 => 0.4958797111935
408 => 0.47077465637354
409 => 0.46915818681229
410 => 0.48615962141204
411 => 0.52386716702686
412 => 0.51442185452579
413 => 0.52388261617442
414 => 0.51284613517335
415 => 0.51229808086888
416 => 0.52334659892608
417 => 0.54916206359011
418 => 0.53689810400645
419 => 0.51931471069702
420 => 0.5322980146888
421 => 0.52105067522306
422 => 0.49570727147464
423 => 0.51441463187333
424 => 0.50190555272968
425 => 0.50555636704302
426 => 0.53184859081787
427 => 0.52868504089269
428 => 0.53277896743271
429 => 0.52555329424628
430 => 0.51880337610607
501 => 0.50620415264187
502 => 0.50247414370833
503 => 0.5035049839859
504 => 0.50247363287509
505 => 0.49542448313971
506 => 0.49390221992551
507 => 0.49136504787663
508 => 0.4921514235856
509 => 0.48738079785784
510 => 0.49638395426769
511 => 0.4980550194329
512 => 0.50460676586706
513 => 0.50528698991643
514 => 0.52353351047728
515 => 0.51348363357269
516 => 0.52022595866491
517 => 0.51962286164744
518 => 0.47131875903667
519 => 0.47797463818573
520 => 0.48832909741173
521 => 0.48366442756555
522 => 0.4770696757677
523 => 0.47174406010272
524 => 0.46367520779811
525 => 0.47503196246827
526 => 0.48996488720331
527 => 0.50566571353079
528 => 0.52452922760438
529 => 0.52031911085866
530 => 0.50531307325637
531 => 0.5059862331413
601 => 0.51014744267123
602 => 0.50475829824421
603 => 0.50316893434409
604 => 0.50992908847769
605 => 0.5099756419439
606 => 0.50377477998076
607 => 0.49688365665448
608 => 0.49685478259613
609 => 0.49562857376058
610 => 0.51306427500116
611 => 0.52265214773525
612 => 0.52375138189258
613 => 0.52257816051822
614 => 0.52302968686172
615 => 0.51745071497211
616 => 0.53020259031904
617 => 0.54190497216714
618 => 0.53876848384692
619 => 0.53406644197683
620 => 0.53032103914629
621 => 0.53788618597066
622 => 0.53754932189122
623 => 0.54180276207063
624 => 0.54160980145503
625 => 0.54017952950267
626 => 0.53876853492644
627 => 0.5443629689296
628 => 0.54275186178055
629 => 0.5411382521371
630 => 0.53790191096588
701 => 0.53834178348098
702 => 0.53364055348472
703 => 0.5314655493748
704 => 0.49875870612616
705 => 0.49001836888319
706 => 0.4927682569058
707 => 0.49367359144365
708 => 0.48986978547446
709 => 0.4953234661167
710 => 0.49447351576548
711 => 0.49778017537774
712 => 0.49571431801047
713 => 0.49579910151742
714 => 0.50187434754732
715 => 0.50363801731574
716 => 0.50274100063696
717 => 0.50336924037085
718 => 0.51784675987482
719 => 0.51578851956636
720 => 0.51469512042475
721 => 0.5149979994594
722 => 0.51869731609418
723 => 0.51973292277672
724 => 0.51534498449201
725 => 0.51741436155345
726 => 0.526225506438
727 => 0.52930890847998
728 => 0.53914964768105
729 => 0.53496912676325
730 => 0.54264265383658
731 => 0.56622845996186
801 => 0.58507043390838
802 => 0.56774257598966
803 => 0.60234346163152
804 => 0.62928521430597
805 => 0.62825114496449
806 => 0.62355322721173
807 => 0.59288075807543
808 => 0.56465549467545
809 => 0.58826712601752
810 => 0.58832731692159
811 => 0.58629905684918
812 => 0.57370170773505
813 => 0.58586069640635
814 => 0.58682583277211
815 => 0.58628561305776
816 => 0.576627255028
817 => 0.56188072747949
818 => 0.56476216366427
819 => 0.56948201491464
820 => 0.56054635183357
821 => 0.55769086604824
822 => 0.56299975740156
823 => 0.58010611149337
824 => 0.57687225434268
825 => 0.57678780526343
826 => 0.59062361752296
827 => 0.5807201619003
828 => 0.5647985078022
829 => 0.56077808016161
830 => 0.54650827052209
831 => 0.55636447886742
901 => 0.5567191862591
902 => 0.55132104167637
903 => 0.56523653748421
904 => 0.56510830374057
905 => 0.57831899596189
906 => 0.60357287777966
907 => 0.5961040622581
908 => 0.58741864241133
909 => 0.58836298836925
910 => 0.59872013268312
911 => 0.59245796680035
912 => 0.59470988531316
913 => 0.59871672413474
914 => 0.60113414948001
915 => 0.58801515806413
916 => 0.58495649361118
917 => 0.57869953958581
918 => 0.57706721707217
919 => 0.58216337557021
920 => 0.58082071785591
921 => 0.55668937447633
922 => 0.55416751482763
923 => 0.55424485666267
924 => 0.54790352066814
925 => 0.53823146118146
926 => 0.5636490560238
927 => 0.56160766743894
928 => 0.55935413243219
929 => 0.55963017761203
930 => 0.57066309405087
1001 => 0.56426344534071
1002 => 0.58127796031847
1003 => 0.57778028754218
1004 => 0.5741929126571
1005 => 0.57369702817387
1006 => 0.57231619490356
1007 => 0.56758080383423
1008 => 0.56186253456513
1009 => 0.55808683788567
1010 => 0.5148056075909
1011 => 0.52283835217827
1012 => 0.53207929261834
1013 => 0.53526922822751
1014 => 0.5298126226312
1015 => 0.56779626388158
1016 => 0.5747362411575
1017 => 0.55371459730523
1018 => 0.54978230604853
1019 => 0.56805406424171
1020 => 0.55703396041963
1021 => 0.56199631249594
1022 => 0.55127042156841
1023 => 0.57306460385798
1024 => 0.57289856870418
1025 => 0.5644201395496
1026 => 0.57158604981327
1027 => 0.57034079656057
1028 => 0.5607686709265
1029 => 0.57336805731408
1030 => 0.57337430645253
1031 => 0.5652140027282
1101 => 0.55568455449836
1102 => 0.55398091423039
1103 => 0.55269745014034
1104 => 0.56168065900757
1105 => 0.56973497598816
1106 => 0.58472206305453
1107 => 0.58849017282742
1108 => 0.60319735612829
1109 => 0.59443994455238
1110 => 0.59832199167652
1111 => 0.60253650297886
1112 => 0.60455709468072
1113 => 0.60126464893346
1114 => 0.62411095831786
1115 => 0.62603988682274
1116 => 0.62668663986526
1117 => 0.61898299288415
1118 => 0.6258256344644
1119 => 0.62262418907347
1120 => 0.63095346059352
1121 => 0.63225959672134
1122 => 0.63115334588822
1123 => 0.63156793411115
1124 => 0.61207263941671
1125 => 0.61106170554093
1126 => 0.59727755041209
1127 => 0.60289469551443
1128 => 0.59239371198239
1129 => 0.59572368203251
1130 => 0.59719150110149
1201 => 0.59642479571786
1202 => 0.60321228047062
1203 => 0.59744153183925
1204 => 0.58221157740214
1205 => 0.56697747357414
1206 => 0.56678622181001
1207 => 0.56277535117637
1208 => 0.55987622633584
1209 => 0.5604347006321
1210 => 0.56240283689509
1211 => 0.55976183467836
1212 => 0.56032542640351
1213 => 0.56968480423303
1214 => 0.57156176070871
1215 => 0.56518312923011
1216 => 0.5395720034114
1217 => 0.53328696889484
1218 => 0.53780452706769
1219 => 0.53564542522908
1220 => 0.43230766357124
1221 => 0.45658533784206
1222 => 0.44216036818226
1223 => 0.44880805786244
1224 => 0.43408389916756
1225 => 0.44111103945603
1226 => 0.43981338323483
1227 => 0.4788511650337
1228 => 0.47824164376563
1229 => 0.47853338934151
1230 => 0.46460761286568
1231 => 0.48679175291771
]
'min_raw' => 0.28321592291413
'max_raw' => 0.63225959672134
'avg_raw' => 0.45773775981774
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.283215'
'max' => '$0.632259'
'avg' => '$0.457737'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.043671320672397
'max_diff' => 0.095650116940536
'year' => 2035
]
10 => [
'items' => [
101 => 0.49772045802321
102 => 0.49569784556625
103 => 0.49620689354619
104 => 0.48745976269414
105 => 0.47861808068844
106 => 0.46881129461901
107 => 0.48703109098061
108 => 0.4850053606475
109 => 0.4896516571969
110 => 0.50146849751534
111 => 0.50320857214004
112 => 0.50554725008173
113 => 0.50470900051807
114 => 0.52467950592697
115 => 0.52226094595232
116 => 0.52808897962404
117 => 0.51610027218732
118 => 0.50253391174412
119 => 0.50511243334663
120 => 0.50486410098115
121 => 0.50170254494593
122 => 0.49884843352005
123 => 0.49409714213686
124 => 0.50913093113207
125 => 0.50852058675379
126 => 0.51840135279046
127 => 0.51665483141683
128 => 0.50499113423751
129 => 0.50540770546407
130 => 0.50820934716
131 => 0.5179058610582
201 => 0.52078444657219
202 => 0.51945097107031
203 => 0.52260720867398
204 => 0.52510177018575
205 => 0.52292048719292
206 => 0.55380285445275
207 => 0.54097834245533
208 => 0.54722892037049
209 => 0.54871964637271
210 => 0.54490118306461
211 => 0.54572927102722
212 => 0.54698359865011
213 => 0.55459963035375
214 => 0.57458630126063
215 => 0.58343826175142
216 => 0.61006982163599
217 => 0.5827032296579
218 => 0.58107940934413
219 => 0.5858765574754
220 => 0.60151210236456
221 => 0.61418324292516
222 => 0.61838699126475
223 => 0.61894258600415
224 => 0.62682909734913
225 => 0.63134949857734
226 => 0.62587146743601
227 => 0.6212294096175
228 => 0.60460213470502
229 => 0.60652678705071
301 => 0.61978573312658
302 => 0.63851477540678
303 => 0.65458624210792
304 => 0.64895857461635
305 => 0.69189370506298
306 => 0.69615054787248
307 => 0.69556238983641
308 => 0.70526011125961
309 => 0.68601210914119
310 => 0.67778321532309
311 => 0.62223307520745
312 => 0.63784039871918
313 => 0.66052656002944
314 => 0.65752396151129
315 => 0.64104866476494
316 => 0.65457374411797
317 => 0.65010192991552
318 => 0.64657482451831
319 => 0.66273317810595
320 => 0.64496640458776
321 => 0.66034932287272
322 => 0.64062057105634
323 => 0.64898428132741
324 => 0.64423663487041
325 => 0.64730894397775
326 => 0.62934828771379
327 => 0.63903942186354
328 => 0.62894510467167
329 => 0.628940318651
330 => 0.62871748603951
331 => 0.64059340545069
401 => 0.64098067875633
402 => 0.63220435636795
403 => 0.63093955119986
404 => 0.63561619881751
405 => 0.6301410692732
406 => 0.63270284792693
407 => 0.63021866293889
408 => 0.62965942057315
409 => 0.62520328225563
410 => 0.62328345534437
411 => 0.62403626894412
412 => 0.62146652802616
413 => 0.61991816617149
414 => 0.62840947789492
415 => 0.62387291257963
416 => 0.62771418419684
417 => 0.6233365703819
418 => 0.60816185366376
419 => 0.59943471360944
420 => 0.57077108042586
421 => 0.5789000512396
422 => 0.58428956729913
423 => 0.58250833227361
424 => 0.58633511435489
425 => 0.58657004769484
426 => 0.58532592183079
427 => 0.58388538346261
428 => 0.58318420905176
429 => 0.58841018864888
430 => 0.5914440457034
501 => 0.58483047733813
502 => 0.5832810108038
503 => 0.58996769356621
504 => 0.59404656618851
505 => 0.624162669911
506 => 0.62193157167351
507 => 0.62753119041871
508 => 0.62690075928115
509 => 0.63277005181534
510 => 0.64236386456065
511 => 0.62285696077721
512 => 0.62624268477603
513 => 0.62541258343931
514 => 0.63447541216942
515 => 0.63450370533148
516 => 0.6290700867859
517 => 0.63201573954985
518 => 0.63037155698677
519 => 0.63334281710286
520 => 0.62190177399631
521 => 0.6358357295158
522 => 0.64373538441109
523 => 0.64384507112698
524 => 0.64758944485181
525 => 0.65139394541573
526 => 0.65869635294603
527 => 0.6511902852331
528 => 0.63768760011851
529 => 0.63866245037038
530 => 0.63074583102813
531 => 0.63087891082953
601 => 0.63016852042002
602 => 0.63230045551465
603 => 0.62236961386047
604 => 0.62470036254722
605 => 0.62143730073692
606 => 0.62623559151692
607 => 0.62107342382353
608 => 0.62541218313931
609 => 0.62728464782785
610 => 0.63419408283985
611 => 0.62005289465436
612 => 0.59121805466987
613 => 0.59727948762325
614 => 0.58831415216992
615 => 0.58914392809956
616 => 0.59082020753531
617 => 0.58538683743956
618 => 0.58642335322866
619 => 0.58638632159082
620 => 0.58606720294206
621 => 0.58465377353345
622 => 0.58260402125247
623 => 0.5907696034594
624 => 0.59215709499317
625 => 0.5952413167989
626 => 0.60441786884512
627 => 0.6035009148977
628 => 0.60499650482999
629 => 0.60173164040518
630 => 0.58929537579637
701 => 0.58997072479731
702 => 0.58154911193395
703 => 0.59502595722361
704 => 0.59183446237336
705 => 0.58977688488149
706 => 0.58921545579951
707 => 0.59841475474331
708 => 0.60116732916864
709 => 0.59945210950517
710 => 0.59593414393445
711 => 0.60268967782339
712 => 0.60449717369898
713 => 0.60490180536764
714 => 0.6168713161737
715 => 0.60557076805702
716 => 0.6082909223065
717 => 0.62951278925861
718 => 0.6102674843505
719 => 0.62046215158184
720 => 0.61996317567135
721 => 0.62517842245818
722 => 0.61953537321319
723 => 0.61960532557171
724 => 0.624236111407
725 => 0.61773300786797
726 => 0.61612274797835
727 => 0.61389818547375
728 => 0.61875543631856
729 => 0.62166713852546
730 => 0.64513331990347
731 => 0.66029354326154
801 => 0.65963539798332
802 => 0.6656496138299
803 => 0.66294015450711
804 => 0.65419059563457
805 => 0.66912502573497
806 => 0.66439914716811
807 => 0.66478874285522
808 => 0.66477424208428
809 => 0.66791653818777
810 => 0.66568993341124
811 => 0.66130106684041
812 => 0.66421460128996
813 => 0.67286675699748
814 => 0.69972331379417
815 => 0.71475259877966
816 => 0.69881853196672
817 => 0.70980963788863
818 => 0.70321889086696
819 => 0.70202115607538
820 => 0.70892438283069
821 => 0.71583969277059
822 => 0.71539921742312
823 => 0.71037905751185
824 => 0.70754329655981
825 => 0.72901662853825
826 => 0.7448378137513
827 => 0.74375891498634
828 => 0.7485208232582
829 => 0.76250193322463
830 => 0.76378019070299
831 => 0.76361915964113
901 => 0.76045086510865
902 => 0.77421708354716
903 => 0.78570110516213
904 => 0.75971749646521
905 => 0.76961171450658
906 => 0.77405354775715
907 => 0.78057547680152
908 => 0.79157906430161
909 => 0.80353187888414
910 => 0.80522213792205
911 => 0.80402281824831
912 => 0.79613961572223
913 => 0.80921852806517
914 => 0.81687984817742
915 => 0.82144198897808
916 => 0.8330108189807
917 => 0.77408097900712
918 => 0.73236750927074
919 => 0.7258533486216
920 => 0.73910015045835
921 => 0.74259322646143
922 => 0.74118517190453
923 => 0.69423286929349
924 => 0.72560615446536
925 => 0.75936117136955
926 => 0.76065783904047
927 => 0.77755630628683
928 => 0.78305913991382
929 => 0.79666462097987
930 => 0.79581359443482
1001 => 0.79912631256391
1002 => 0.79836477603431
1003 => 0.82356606473713
1004 => 0.85136682860392
1005 => 0.85040417655223
1006 => 0.84640748782267
1007 => 0.85234325212276
1008 => 0.8810366197442
1009 => 0.87839499425547
1010 => 0.88096110840465
1011 => 0.91479220591767
1012 => 0.95877744510209
1013 => 0.93834188545511
1014 => 0.98268116971517
1015 => 1.0105903988324
1016 => 1.0588565247225
1017 => 1.0528133680454
1018 => 1.0716030166612
1019 => 1.0419948563485
1020 => 0.97400853547398
1021 => 0.96324943995441
1022 => 0.98478942164829
1023 => 1.037743364802
1024 => 0.98312171353129
1025 => 0.99417160244397
1026 => 0.99098923369375
1027 => 0.99081965878725
1028 => 0.99729164325746
1029 => 0.98790369222741
1030 => 0.94965549087082
1031 => 0.96718441615448
1101 => 0.96041565629433
1102 => 0.96792610000364
1103 => 1.0084568671602
1104 => 0.99053724886747
1105 => 0.97166038666767
1106 => 0.99533616097729
1107 => 1.0254835575522
1108 => 1.0235969876546
1109 => 1.0199362535283
1110 => 1.0405716201286
1111 => 1.0746552001573
1112 => 1.0838678548801
1113 => 1.0906684482521
1114 => 1.0916061351811
1115 => 1.1012648933193
1116 => 1.0493273164899
1117 => 1.1317535847697
1118 => 1.1459863243219
1119 => 1.1433111591727
1120 => 1.1591302501797
1121 => 1.1544758723138
1122 => 1.1477324090357
1123 => 1.172809033099
1124 => 1.1440607071896
1125 => 1.1032560778749
1126 => 1.0808698512088
1127 => 1.1103498403281
1128 => 1.1283522409735
1129 => 1.1402506826323
1130 => 1.143851143889
1201 => 1.0533590827319
1202 => 1.004588880688
1203 => 1.0358500210466
1204 => 1.0739907698128
1205 => 1.0491154427048
1206 => 1.0500905084322
1207 => 1.0146248290971
1208 => 1.0771286954787
1209 => 1.0680224078872
1210 => 1.1152658440208
1211 => 1.1039908188353
1212 => 1.1425160070226
1213 => 1.1323710338532
1214 => 1.1744822502816
1215 => 1.1912815546305
1216 => 1.2194902012353
1217 => 1.2402405965076
1218 => 1.2524256255034
1219 => 1.2516940820673
1220 => 1.2999772375058
1221 => 1.2715063476287
1222 => 1.2357401998696
1223 => 1.2350933030974
1224 => 1.253617097832
1225 => 1.292437889841
1226 => 1.3025035563894
1227 => 1.3081288908065
1228 => 1.2995134953274
1229 => 1.2686103848929
1230 => 1.2552665784897
1231 => 1.2666358881525
]
'min_raw' => 0.46881129461901
'max_raw' => 1.3081288908065
'avg_raw' => 0.88847009271274
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.468811'
'max' => '$1.30'
'avg' => '$0.88847'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.18559537170488
'max_diff' => 0.67586929408512
'year' => 2036
]
11 => [
'items' => [
101 => 1.2527321994108
102 => 1.2767338668651
103 => 1.3096932827596
104 => 1.302887293713
105 => 1.3256386946847
106 => 1.3491840011732
107 => 1.3828548469377
108 => 1.3916576528483
109 => 1.4062083562778
110 => 1.4211858097639
111 => 1.42599616417
112 => 1.4351806232964
113 => 1.4351322166632
114 => 1.4628102024262
115 => 1.4933398778386
116 => 1.5048641235432
117 => 1.5313634910902
118 => 1.4859842528145
119 => 1.5204049263257
120 => 1.5514532354382
121 => 1.5144361613428
122 => 1.5654555741113
123 => 1.5674365422966
124 => 1.5973468099812
125 => 1.5670270235689
126 => 1.5490232311814
127 => 1.6009995052107
128 => 1.6261491869762
129 => 1.6185738981536
130 => 1.5609255761749
131 => 1.5273717801306
201 => 1.4395550238385
202 => 1.543577765068
203 => 1.5942442079359
204 => 1.560794362328
205 => 1.5776645187913
206 => 1.6697026222885
207 => 1.7047447730743
208 => 1.697456250674
209 => 1.6986878909804
210 => 1.7175959994844
211 => 1.8014449654767
212 => 1.7512007214503
213 => 1.7896105633925
214 => 1.8099830050617
215 => 1.8289060642526
216 => 1.7824370115741
217 => 1.7219814568054
218 => 1.7028326448586
219 => 1.5574684344067
220 => 1.5499015959679
221 => 1.5456541002536
222 => 1.5188742405947
223 => 1.4978326065238
224 => 1.4810995178848
225 => 1.4371868963728
226 => 1.4520061170646
227 => 1.3820185636508
228 => 1.4267941201183
301 => 1.3150922949614
302 => 1.4081208941898
303 => 1.3574896571212
304 => 1.39148717109
305 => 1.3913685569665
306 => 1.3287683548283
307 => 1.2926618646679
308 => 1.3156703254837
309 => 1.3403372218922
310 => 1.3443393428451
311 => 1.3763206179105
312 => 1.3852459043461
313 => 1.3582018697645
314 => 1.3127775229161
315 => 1.3233285626699
316 => 1.292448048184
317 => 1.2383311343493
318 => 1.2771988466561
319 => 1.2904699925303
320 => 1.2963312865888
321 => 1.2431135172019
322 => 1.2263913386466
323 => 1.2174885910964
324 => 1.3059077771684
325 => 1.3107515797764
326 => 1.285970000789
327 => 1.3979850876981
328 => 1.3726326236591
329 => 1.4009575374951
330 => 1.3223711664031
331 => 1.3253732716094
401 => 1.2881692241319
402 => 1.3090010047439
403 => 1.294277773647
404 => 1.3073180027341
405 => 1.3151342622821
406 => 1.3523322049414
407 => 1.408545634943
408 => 1.3467760727502
409 => 1.3198621899464
410 => 1.3365594114684
411 => 1.3810263127159
412 => 1.4483959443245
413 => 1.408511766472
414 => 1.4262116873257
415 => 1.4300783326175
416 => 1.4006692164616
417 => 1.4494803003859
418 => 1.4756385568015
419 => 1.5024715151954
420 => 1.5257698211263
421 => 1.4917538415434
422 => 1.5281558156963
423 => 1.4988222503425
424 => 1.472507009772
425 => 1.4725469191295
426 => 1.4560389843152
427 => 1.424052780479
428 => 1.4181540337352
429 => 1.4488400592261
430 => 1.4734473456924
501 => 1.4754741196667
502 => 1.4890979778224
503 => 1.4971604367421
504 => 1.5761834945363
505 => 1.6079672220942
506 => 1.6468317625168
507 => 1.6619716912968
508 => 1.70753744896
509 => 1.6707393989771
510 => 1.6627779093927
511 => 1.5522502857477
512 => 1.5703491779277
513 => 1.5993272505912
514 => 1.5527281234926
515 => 1.5822845439961
516 => 1.5881196074941
517 => 1.5511447029852
518 => 1.5708945970747
519 => 1.5184447338084
520 => 1.4096888986333
521 => 1.44960137672
522 => 1.4789903949866
523 => 1.4370486422803
524 => 1.5122276106364
525 => 1.4683096093317
526 => 1.4543897113539
527 => 1.4000832265408
528 => 1.4257137969243
529 => 1.4603795103624
530 => 1.4389601297794
531 => 1.4834085606253
601 => 1.5463593926666
602 => 1.5912219043661
603 => 1.5946658909544
604 => 1.5658223014865
605 => 1.6120443376861
606 => 1.6123810147581
607 => 1.5602423691023
608 => 1.5283077389473
609 => 1.5210521237851
610 => 1.5391780730075
611 => 1.5611863215984
612 => 1.5958871955816
613 => 1.6168562069704
614 => 1.6715322675682
615 => 1.6863260418804
616 => 1.7025799146575
617 => 1.7243001011964
618 => 1.7503807540778
619 => 1.6933177703456
620 => 1.695584989068
621 => 1.6424487287074
622 => 1.5856650140015
623 => 1.6287567752733
624 => 1.6850935208794
625 => 1.6721698091908
626 => 1.6707156276183
627 => 1.6731611576669
628 => 1.6634171011026
629 => 1.6193450943941
630 => 1.5972124085305
701 => 1.6257692199449
702 => 1.6409458942943
703 => 1.664483592665
704 => 1.6615820745203
705 => 1.722212657759
706 => 1.7457718690319
707 => 1.7397444146328
708 => 1.7408536113011
709 => 1.783506437976
710 => 1.8309451534615
711 => 1.8753777706034
712 => 1.9205765371856
713 => 1.8660876599329
714 => 1.8384215684708
715 => 1.8669659128747
716 => 1.8518198819433
717 => 1.9388534682801
718 => 1.944879484964
719 => 2.0319067777819
720 => 2.1145060416833
721 => 2.0626269239463
722 => 2.1115465952855
723 => 2.1644572083182
724 => 2.2665303652958
725 => 2.2321557170027
726 => 2.2058252751296
727 => 2.1809431347873
728 => 2.2327189189111
729 => 2.299327638048
730 => 2.3136745181797
731 => 2.3369219449231
801 => 2.3124801182625
802 => 2.3419176062963
803 => 2.4458448745432
804 => 2.4177628092715
805 => 2.3778817621684
806 => 2.4599223591685
807 => 2.489612532298
808 => 2.6979937161857
809 => 2.9610835686412
810 => 2.8521626421835
811 => 2.7845519082748
812 => 2.8004420344914
813 => 2.8965135424546
814 => 2.9273686616552
815 => 2.8434938112707
816 => 2.8731198263841
817 => 3.0363620824244
818 => 3.1239363153514
819 => 3.0049987442479
820 => 2.6768547027057
821 => 2.3742909102248
822 => 2.4545444526159
823 => 2.4454461914661
824 => 2.6208296306952
825 => 2.4170930613021
826 => 2.4205234626192
827 => 2.5995336456372
828 => 2.5517767978195
829 => 2.4744168205897
830 => 2.3748557236702
831 => 2.1908078277279
901 => 2.0277914737364
902 => 2.3475040843378
903 => 2.3337174952091
904 => 2.3137524710925
905 => 2.3581824718226
906 => 2.5739219436922
907 => 2.5689484505851
908 => 2.5373096249361
909 => 2.561307395339
910 => 2.4702098954105
911 => 2.4936877953936
912 => 2.3742429825742
913 => 2.4282370264246
914 => 2.4742508408227
915 => 2.4834887953092
916 => 2.5043023784692
917 => 2.3264525892056
918 => 2.4063019231895
919 => 2.4532059260342
920 => 2.2412919347996
921 => 2.4490170677829
922 => 2.3233566200546
923 => 2.2807055767391
924 => 2.3381295877158
925 => 2.3157513947915
926 => 2.2965119386067
927 => 2.2857759914798
928 => 2.3279418474843
929 => 2.3259747599026
930 => 2.2569832354393
1001 => 2.1669866042312
1002 => 2.1971924277033
1003 => 2.1862183688548
1004 => 2.1464469639059
1005 => 2.1732480888237
1006 => 2.0552294984247
1007 => 1.8521846477156
1008 => 1.986322295526
1009 => 1.981158141999
1010 => 1.9785541416149
1011 => 2.0793548766521
1012 => 2.0696652118469
1013 => 2.052078375344
1014 => 2.1461239678618
1015 => 2.1117960615011
1016 => 2.2175865802328
1017 => 2.2872670579713
1018 => 2.2695938348895
1019 => 2.3351286609975
1020 => 2.1978883088689
1021 => 2.2434740487188
1022 => 2.2528692065228
1023 => 2.1449634598484
1024 => 2.0712505608432
1025 => 2.0663347508681
1026 => 1.9385267422562
1027 => 2.0068007488265
1028 => 2.066879049238
1029 => 2.0381062056053
1030 => 2.0289975828755
1031 => 2.075531560983
1101 => 2.0791476496185
1102 => 1.9967004455126
1103 => 2.0138438300097
1104 => 2.0853345932127
1105 => 2.0120424462033
1106 => 1.8696477767684
1107 => 1.8343319299882
1108 => 1.8296201450275
1109 => 1.7338407676244
1110 => 1.8366919037393
1111 => 1.7917946265861
1112 => 1.9336245871611
1113 => 1.85261207433
1114 => 1.8491197868195
1115 => 1.8438406820402
1116 => 1.7613994153131
1117 => 1.7794488133105
1118 => 1.8394477612548
1119 => 1.8608560618179
1120 => 1.8586230006761
1121 => 1.8391537336776
1122 => 1.8480666644107
1123 => 1.8193550090484
1124 => 1.8092163259585
1125 => 1.7772158532623
1126 => 1.7301839987551
1127 => 1.7367240665875
1128 => 1.6435416562546
1129 => 1.5927709335404
1130 => 1.5787182666405
1201 => 1.5599264531606
1202 => 1.5808408519762
1203 => 1.6432776821939
1204 => 1.5679656182389
1205 => 1.4388483671151
1206 => 1.4466085339127
1207 => 1.4640433246928
1208 => 1.4315537074168
1209 => 1.4008050113119
1210 => 1.4275385078545
1211 => 1.3728298264307
1212 => 1.470654607469
1213 => 1.4680087212927
1214 => 1.5044717502199
1215 => 1.5272728305048
1216 => 1.4747237223856
1217 => 1.4615077638015
1218 => 1.4690361744428
1219 => 1.3446083162837
1220 => 1.4943033396198
1221 => 1.4955979083979
1222 => 1.4845130245649
1223 => 1.564221003176
1224 => 1.7324296995875
1225 => 1.6691428218184
1226 => 1.6446362298902
1227 => 1.5980491807204
1228 => 1.6601236576738
1229 => 1.6553573063565
1230 => 1.6338020581145
1231 => 1.6207653767212
]
'min_raw' => 1.2174885910964
'max_raw' => 3.1239363153514
'avg_raw' => 2.1707124532239
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.21'
'max' => '$3.12'
'avg' => '$2.17'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.74867729647735
'max_diff' => 1.8158074245449
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.038215575681463
]
1 => [
'year' => 2028
'avg' => 0.06558902193028
]
2 => [
'year' => 2029
'avg' => 0.17917738664247
]
3 => [
'year' => 2030
'avg' => 0.1382350869557
]
4 => [
'year' => 2031
'avg' => 0.13576398667622
]
5 => [
'year' => 2032
'avg' => 0.23803699514247
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.038215575681463
'min' => '$0.038215'
'max_raw' => 0.23803699514247
'max' => '$0.238036'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.23803699514247
]
1 => [
'year' => 2033
'avg' => 0.61225562856199
]
2 => [
'year' => 2034
'avg' => 0.38807704101127
]
3 => [
'year' => 2035
'avg' => 0.45773775981774
]
4 => [
'year' => 2036
'avg' => 0.88847009271274
]
5 => [
'year' => 2037
'avg' => 2.1707124532239
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.23803699514247
'min' => '$0.238036'
'max_raw' => 2.1707124532239
'max' => '$2.17'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 2.1707124532239
]
]
]
]
'prediction_2025_max_price' => '$0.065341'
'last_price' => 0.063357
'sma_50day_nextmonth' => '$0.059439'
'sma_200day_nextmonth' => '$0.077947'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '$0.0626014'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.06216'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.0613012'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.06133'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.063518'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.081039'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.079567'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.0627034'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.06231'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.061787'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.062027'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.066411'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.073579'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.088742'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.081757'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.091797'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.264129'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.819583'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.062467'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.063156'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.067775'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.076756'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.13178'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.6808064'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$2.98'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '53.16'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 110.51
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.061945'
'vwma_10_action' => 'BUY'
'hma_9' => '0.062913'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 138.71
'cci_20_action' => 'SELL'
'adx_14' => 18.76
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000452'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 75.36
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.019492'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 16
'buy_signals' => 18
'sell_pct' => 47.06
'buy_pct' => 52.94
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767680868
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de CryptoBlades para 2026
A previsão de preço para CryptoBlades em 2026 sugere que o preço médio poderia variar entre $0.021889 na extremidade inferior e $0.065341 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, CryptoBlades poderia potencialmente ganhar 3.13% até 2026 se SKILL atingir a meta de preço prevista.
Previsão de preço de CryptoBlades 2027-2032
A previsão de preço de SKILL para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.038215 na extremidade inferior e $0.238036 na extremidade superior. Considerando a volatilidade de preços no mercado, se CryptoBlades atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de CryptoBlades | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.021072 | $0.038215 | $0.055358 |
| 2028 | $0.03803 | $0.065589 | $0.093147 |
| 2029 | $0.083541 | $0.179177 | $0.274813 |
| 2030 | $0.071048 | $0.138235 | $0.205421 |
| 2031 | $0.0840012 | $0.135763 | $0.187526 |
| 2032 | $0.128221 | $0.238036 | $0.347852 |
Previsão de preço de CryptoBlades 2032-2037
A previsão de preço de CryptoBlades para 2032-2037 é atualmente estimada entre $0.238036 na extremidade inferior e $2.17 na extremidade superior. Comparado ao preço atual, CryptoBlades poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de CryptoBlades | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.128221 | $0.238036 | $0.347852 |
| 2033 | $0.297958 | $0.612255 | $0.926552 |
| 2034 | $0.239544 | $0.388077 | $0.5366094 |
| 2035 | $0.283215 | $0.457737 | $0.632259 |
| 2036 | $0.468811 | $0.88847 | $1.30 |
| 2037 | $1.21 | $2.17 | $3.12 |
CryptoBlades Histograma de preços potenciais
Previsão de preço de CryptoBlades baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para CryptoBlades é Altista, com 18 indicadores técnicos mostrando sinais de alta e 16 indicando sinais de baixa. A previsão de preço de SKILL foi atualizada pela última vez em 6 de janeiro de 2026.
Médias Móveis Simples de 50 e 200 dias e Índice de Força Relativa de 14 dias - RSI (14) de CryptoBlades
De acordo com nossos indicadores técnicos, o SMA de 200 dias de CryptoBlades está projetado para aumentar no próximo mês, alcançando $0.077947 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para CryptoBlades é esperado para alcançar $0.059439 até 4 de fev. de 2026.
O oscilador de momentum Índice de Força Relativa (RSI) é uma ferramenta comumente usada para identificar se uma criptomoeda está sobrevendida (abaixo de 30) ou sobrecomprada (acima de 70). No momento, o RSI está em 53.16, sugerindo que o mercado de SKILL está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de SKILL para Sábado, 19 de Outubro de 2024
Médias móveis (MA) são indicadores amplamente utilizados nos mercados financeiros, projetados para suavizar movimentos de preços ao longo de um período definido. Como indicadores atrasados, eles se baseiam em dados históricos de preços. A tabela abaixo destaca dois tipos: a média móvel simples (SMA) e a média móvel exponencial (EMA).
Média Móvel Simples Diária (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 3 | $0.0626014 | BUY |
| SMA 5 | $0.06216 | BUY |
| SMA 10 | $0.0613012 | BUY |
| SMA 21 | $0.06133 | BUY |
| SMA 50 | $0.063518 | SELL |
| SMA 100 | $0.081039 | SELL |
| SMA 200 | $0.079567 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.0627034 | BUY |
| EMA 5 | $0.06231 | BUY |
| EMA 10 | $0.061787 | BUY |
| EMA 21 | $0.062027 | BUY |
| EMA 50 | $0.066411 | SELL |
| EMA 100 | $0.073579 | SELL |
| EMA 200 | $0.088742 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.081757 | SELL |
| SMA 50 | $0.091797 | SELL |
| SMA 100 | $0.264129 | SELL |
| SMA 200 | $0.819583 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.076756 | SELL |
| EMA 50 | $0.13178 | SELL |
| EMA 100 | $0.6808064 | SELL |
| EMA 200 | $2.98 | SELL |
Osciladores de CryptoBlades
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 53.16 | NEUTRAL |
| Stoch RSI (14) | 110.51 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 138.71 | SELL |
| Índice Direcional Médio (14) | 18.76 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.000452 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 75.36 | SELL |
| VWMA (10) | 0.061945 | BUY |
| Média Móvel de Hull (9) | 0.062913 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.019492 | SELL |
Previsão do preço de CryptoBlades com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do CryptoBlades
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de CryptoBlades por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.089027 | $0.125098 | $0.175783 | $0.2470053 | $0.347083 | $0.48771 |
| Amazon.com stock | $0.132198 | $0.275839 | $0.575555 | $1.20 | $2.50 | $5.22 |
| Apple stock | $0.089867 | $0.127469 | $0.1808058 | $0.256459 | $0.363767 | $0.515977 |
| Netflix stock | $0.099967 | $0.157732 | $0.248877 | $0.39269 | $0.6196035 | $0.977637 |
| Google stock | $0.082047 | $0.10625 | $0.137593 | $0.178183 | $0.230746 | $0.298816 |
| Tesla stock | $0.143625 | $0.325588 | $0.738083 | $1.67 | $3.79 | $8.59 |
| Kodak stock | $0.047511 | $0.035628 | $0.026717 | $0.020035 | $0.015024 | $0.011266 |
| Nokia stock | $0.041971 | $0.0278042 | $0.018419 | $0.0122019 | $0.008083 | $0.005354 |
Este cálculo mostra quanto a criptomoeda pode custar, se assumirmos que sua capitalização se comportará da mesma forma que a de algumas empresas de Internet ou nichos tecnológicos. Se você extrapolar os dados, poderá obter uma imagem em potencial do preço futuro para 2024, 2025, 2026, 2027, 2028, 2029 e 2030.
Visão geral da previsão para CryptoBlades
Você pode fazer perguntas como: 'Devo investir em CryptoBlades agora?', 'Devo comprar SKILL hoje?', 'CryptoBlades será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para CryptoBlades regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como CryptoBlades, com métodos de análise técnica.
Se você estiver tentando encontrar criptomoedas com bom retorno, você deve explorar o máximo de fontes de informações disponíveis sobre CryptoBlades para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de CryptoBlades é de $0.06335 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão do preço de CryptoBlades com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se CryptoBlades tiver 1% da média anterior do crescimento anual do Bitcoin | $0.0650038 | $0.066693 | $0.068427 | $0.0702057 |
| Se CryptoBlades tiver 2% da média anterior do crescimento anual do Bitcoin | $0.06665 | $0.070115 | $0.07376 | $0.077595 |
| Se CryptoBlades tiver 5% da média anterior do crescimento anual do Bitcoin | $0.071591 | $0.080895 | $0.0914093 | $0.103289 |
| Se CryptoBlades tiver 10% da média anterior do crescimento anual do Bitcoin | $0.079825 | $0.100574 | $0.126717 | $0.159655 |
| Se CryptoBlades tiver 20% da média anterior do crescimento anual do Bitcoin | $0.096294 | $0.146353 | $0.222438 | $0.338075 |
| Se CryptoBlades tiver 50% da média anterior do crescimento anual do Bitcoin | $0.145699 | $0.335059 | $0.770523 | $1.77 |
| Se CryptoBlades tiver 100% da média anterior do crescimento anual do Bitcoin | $0.228042 | $0.820797 | $2.95 | $10.63 |
Perguntas Frequentes sobre CryptoBlades
SKILL é um bom investimento?
A decisão de adquirir CryptoBlades depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de CryptoBlades experimentou uma queda de -0.8769% nas últimas 24 horas, e CryptoBlades registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em CryptoBlades dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
CryptoBlades pode subir?
Parece que o valor médio de CryptoBlades pode potencialmente subir para $0.065341 até o final deste ano. Observando as perspectivas de CryptoBlades em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.205421. No entanto, dada a imprevisibilidade do mercado, é vital conduzir uma pesquisa aprofundada antes de investir quaisquer fundos em um projeto, rede ou ativo específico.
Qual será o preço de CryptoBlades na próxima semana?
Com base na nossa nova previsão experimental de CryptoBlades, o preço de CryptoBlades aumentará 0.86% na próxima semana e atingirá $0.063899 até 13 de janeiro de 2026.
Qual será o preço de CryptoBlades no próximo mês?
Com base na nossa nova previsão experimental de CryptoBlades, o preço de CryptoBlades diminuirá -11.62% no próximo mês e atingirá $0.055996 até 5 de fevereiro de 2026.
Até onde o preço de CryptoBlades pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de CryptoBlades em 2026, espera-se que SKILL fluctue dentro do intervalo de $0.021889 e $0.065341. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de CryptoBlades não considera flutuações repentinas e extremas de preço.
Onde estará CryptoBlades em 5 anos?
O futuro de CryptoBlades parece seguir uma tendência de alta, com um preço máximo de $0.205421 projetada após um período de cinco anos. Com base na previsão de CryptoBlades para 2030, o valor de CryptoBlades pode potencialmente atingir seu pico mais alto de aproximadamente $0.205421, enquanto seu pico mais baixo está previsto para cerca de $0.071048.
Quanto será CryptoBlades em 2026?
Com base na nossa nova simulação experimental de previsão de preços de CryptoBlades, espera-se que o valor de SKILL em 2026 aumente 3.13% para $0.065341 se o melhor cenário ocorrer. O preço ficará entre $0.065341 e $0.021889 durante 2026.
Quanto será CryptoBlades em 2027?
De acordo com nossa última simulação experimental para previsão de preços de CryptoBlades, o valor de SKILL pode diminuir -12.62% para $0.055358 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.055358 e $0.021072 ao longo do ano.
Quanto será CryptoBlades em 2028?
Nosso novo modelo experimental de previsão de preços de CryptoBlades sugere que o valor de SKILL em 2028 pode aumentar 47.02%, alcançando $0.093147 no melhor cenário. O preço é esperado para variar entre $0.093147 e $0.03803 durante o ano.
Quanto será CryptoBlades em 2029?
Com base no nosso modelo de previsão experimental, o valor de CryptoBlades pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.274813 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.274813 e $0.083541.
Quanto será CryptoBlades em 2030?
Usando nossa nova simulação experimental para previsões de preços de CryptoBlades, espera-se que o valor de SKILL em 2030 aumente 224.23%, alcançando $0.205421 no melhor cenário. O preço está previsto para variar entre $0.205421 e $0.071048 ao longo de 2030.
Quanto será CryptoBlades em 2031?
Nossa simulação experimental indica que o preço de CryptoBlades poderia aumentar 195.98% em 2031, potencialmente atingindo $0.187526 sob condições ideais. O preço provavelmente oscilará entre $0.187526 e $0.0840012 durante o ano.
Quanto será CryptoBlades em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de CryptoBlades, SKILL poderia ver um 449.04% aumento em valor, atingindo $0.347852 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.347852 e $0.128221 ao longo do ano.
Quanto será CryptoBlades em 2033?
De acordo com nossa previsão experimental de preços de CryptoBlades, espera-se que o valor de SKILL seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.926552. Ao longo do ano, o preço de SKILL poderia variar entre $0.926552 e $0.297958.
Quanto será CryptoBlades em 2034?
Os resultados da nossa nova simulação de previsão de preços de CryptoBlades sugerem que SKILL pode aumentar 746.96% em 2034, atingindo potencialmente $0.5366094 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.5366094 e $0.239544.
Quanto será CryptoBlades em 2035?
Com base em nossa previsão experimental para o preço de CryptoBlades, SKILL poderia aumentar 897.93%, com o valor potencialmente atingindo $0.632259 em 2035. A faixa de preço esperada para o ano está entre $0.632259 e $0.283215.
Quanto será CryptoBlades em 2036?
Nossa recente simulação de previsão de preços de CryptoBlades sugere que o valor de SKILL pode aumentar 1964.7% em 2036, possivelmente atingindo $1.30 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $1.30 e $0.468811.
Quanto será CryptoBlades em 2037?
De acordo com a simulação experimental, o valor de CryptoBlades poderia aumentar 4830.69% em 2037, com um pico de $3.12 sob condições favoráveis. O preço é esperado para cair entre $3.12 e $1.21 ao longo do ano.
Previsões relacionadas
Previsão de Preço do Draken
Previsão de Preço do Dragon Crypto Aurum
Previsão de Preço do Stronger
Previsão de Preço do Apes Go Bananas
Previsão de Preço do KING Coin
Previsão de Preço do Blue Protocol
Previsão de Preço do Piggycoin
Previsão de Preço do Kitty Coin
Previsão de Preço do Must
Previsão de Preço do Bitcoin Plus
Previsão de Preço do TAIKAI
Previsão de Preço do Callisto Network
Previsão de Preço do DPRating
Previsão de Preço do Alpha Coin
Previsão de Preço do handle.fi
Previsão de Preço do StarShip
Previsão de Preço do Green Planet
Previsão de Preço do Golden Inu
Previsão de Preço do Kalao
Previsão de Preço do QuiverX
Previsão de Preço do Sabai Protocol
Previsão de Preço do Bitcointry Token
Previsão de Preço do Wizardia
Previsão de Preço do Sharbi
Previsão de Preço do Skycoin
Como ler e prever os movimentos de preço de CryptoBlades?
Traders de CryptoBlades utilizam indicadores e padrões de gráfico para prever a direção do mercado. Eles também identificam níveis-chave de suporte e resistência para avaliar quando uma tendência de baixa pode desacelerar ou uma tendência de alta pode estagnar.
Indicadores de Previsão de Preço de CryptoBlades
Médias móveis são ferramentas populares para a previsão de preço de CryptoBlades. Uma média móvel simples (SMA) calcula o preço médio de fechamento de SKILL em um período específico, como uma SMA de 12 dias. Uma média móvel exponencial (EMA) dá mais peso aos preços recentes, reagindo mais rapidamente às mudanças de preço.
Médias móveis comumente usadas no mercado de criptomoedas incluem as de 50 dias, 100 dias e 200 dias, que ajudam a identificar níveis-chave de resistência e suporte. Um movimento de preço de SKILL acima dessas médias é visto como altista, enquanto uma queda abaixo indica fraqueza.
Traders também usam RSI e níveis de retração de Fibonacci para avaliar a direção futura de SKILL.
Como ler gráficos de CryptoBlades e prever movimentos de preço?
A maioria dos traders prefere gráficos de velas em vez de gráficos de linha simples porque eles fornecem informações mais detalhadas. Velas podem representar a ação de preço de CryptoBlades em diferentes períodos de tempo, como 5 minutos para tendências de curto prazo e semanal para tendências de longo prazo. Opções populares incluem gráficos de 1 hora, 4 horas e 1 dia.
Por exemplo, um gráfico de velas de 1 hora mostra os preços de abertura, fechamento, máximo e mínimo de SKILL dentro de cada hora. A cor da vela é crucial: verde indica que o preço fechou mais alto do que abriu, enquanto vermelho significa o oposto. Alguns gráficos usam velas vazias e preenchidas para transmitir a mesma informação.
O que afeta o preço de CryptoBlades?
A ação de preço de CryptoBlades é impulsionada pela oferta e demanda, influenciada por fatores como reduções pela metade das recompensas de bloco, hard forks e atualizações de protocolo. Eventos do mundo real, como regulamentações, adoção por empresas e governos e hacks de exchanges de criptomoedas, também impactam o preço de SKILL. A capitalização de mercado de CryptoBlades pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de SKILL, grandes detentores de CryptoBlades, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de CryptoBlades.
Padrões de previsão de preço altistas e baixistas
Traders frequentemente identificam padrões de velas para ganhar vantagem em previsões de preço de criptomoedas. Certas formações indicam tendências altistas, enquanto outras sugerem movimentos baixistas.
Padrões de velas altistas comumente seguidos:
- Martelo
- Engolfo de Alta
- Linha de Perfuração
- Estrela da Manhã
- Três Soldados Brancos
Padrões de velas baixistas comuns:
- Harami de Baixa
- Nuvem Negra
- Estrela da Noite
- Estrela Cadente
- Homem Enforcado


