Previsão de Preço CryptoBlades - Projeção SKILL
$0.06352
-0.6079%
Add to portfolio
Add to favorites
Sentiment
Altista 55.88%
Baixista 44.12%
SMA 50
$0.063522
SMA 200
$0.079568
RSI (14)
53.80
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.062964
Previsão de Preço CryptoBlades até $0.065519 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.021949 | $0.065519 |
| 2027 | $0.021129 | $0.0555086 |
| 2028 | $0.038133 | $0.09340071 |
| 2029 | $0.083768 | $0.275559 |
| 2030 | $0.071241 | $0.205979 |
| 2031 | $0.084229 | $0.188035 |
| 2032 | $0.128569 | $0.348796 |
| 2033 | $0.298767 | $0.929067 |
| 2034 | $0.240194 | $0.538066 |
| 2035 | $0.283984 | $0.633976 |
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.
$
≈ $3,954.57
(39.55% ROI)
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' => 0.06352
'ticker' => 'SKILL'
'marketcap' => '$63.53K'
'low24h' => '$0.06322'
'high24h' => '$0.06447'
'volume24h' => '$37.02'
'current_supply' => '1M'
'max_supply' => '1M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.06352'
'change_24h_pct' => '-0.6079%'
'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' => '$63.53K'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$3.13'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.0640726'
'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' => '$0.056148'
'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' => '$0.021949'
'current_year_max_price_prediction' => '$0.065519'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.071241'
'grand_prediction_max_price' => '$0.205979'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.064732841133746
107 => 0.064974530064518
108 => 0.06551906756649
109 => 0.060866054232467
110 => 0.062955120614149
111 => 0.064182251394339
112 => 0.058638029886043
113 => 0.064072659961151
114 => 0.060785055622342
115 => 0.059669193331591
116 => 0.06117155490241
117 => 0.060586083137167
118 => 0.060082728893467
119 => 0.059801848576759
120 => 0.060905017104772
121 => 0.060853552974369
122 => 0.059048555146754
123 => 0.056694009061754
124 => 0.05748427201322
125 => 0.057197162074198
126 => 0.056156638617261
127 => 0.056857825793955
128 => 0.053770152330504
129 => 0.048457970619936
130 => 0.051967360574463
131 => 0.051832252878696
201 => 0.051764125451844
202 => 0.054401335010257
203 => 0.054147828161992
204 => 0.053687710750044
205 => 0.056148188200162
206 => 0.055250080832777
207 => 0.058017836118349
208 => 0.059840858756615
209 => 0.059378481246946
210 => 0.061093042849668
211 => 0.057502478075515
212 => 0.058695119665034
213 => 0.058940921443704
214 => 0.056117826290358
215 => 0.05418930501754
216 => 0.054060694635395
217 => 0.05071690451493
218 => 0.052503130207152
219 => 0.054074934897265
220 => 0.053322162427672
221 => 0.053083857152237
222 => 0.054301307122327
223 => 0.054395913411757
224 => 0.05223887998683
225 => 0.052687395540238
226 => 0.054557779957452
227 => 0.052640266651836
228 => 0.048914851523044
301 => 0.04799089706321
302 => 0.047867624506409
303 => 0.045361786731586
304 => 0.048052640118276
305 => 0.046878010504598
306 => 0.050588651379983
307 => 0.048469153212529
308 => 0.048377785882718
309 => 0.048239670763034
310 => 0.046082792675389
311 => 0.04655501189983
312 => 0.04812474052289
313 => 0.048684837379857
314 => 0.048626414688937
315 => 0.048117047996275
316 => 0.048350233459796
317 => 0.047599061834593
318 => 0.047333807499449
319 => 0.04649659185378
320 => 0.045266116141371
321 => 0.045437221336128
322 => 0.042999326978363
323 => 0.041671032743406
324 => 0.041303378405806
325 => 0.040811735660236
326 => 0.04135891076213
327 => 0.042992420729952
328 => 0.041022061140287
329 => 0.037644017828459
330 => 0.037847043987406
331 => 0.038303183487551
401 => 0.037453170546695
402 => 0.036648704634354
403 => 0.037348122476752
404 => 0.035916800993573
405 => 0.038476151850574
406 => 0.03840692858239
407 => 0.039360896312685
408 => 0.039957431911827
409 => 0.038582610486498
410 => 0.038236846615941
411 => 0.038433809430702
412 => 0.035178452842788
413 => 0.039094864228509
414 => 0.039128733516806
415 => 0.038838724107772
416 => 0.040924092265033
417 => 0.045324869519492
418 => 0.04366912009551
419 => 0.043027963873252
420 => 0.041809125426059
421 => 0.043433155289478
422 => 0.04330845513478
423 => 0.042744513744106
424 => 0.042403440231422
425 => 0.043031878636427
426 => 0.042325569758422
427 => 0.042198697275862
428 => 0.041429988070172
429 => 0.041155593857782
430 => 0.040952443306876
501 => 0.040728794511489
502 => 0.041222108024304
503 => 0.040104194703468
504 => 0.038756100828934
505 => 0.038644021409844
506 => 0.038953482540074
507 => 0.038816569026619
508 => 0.038643365920616
509 => 0.038312674022198
510 => 0.038214564800051
511 => 0.038533372176199
512 => 0.038173457236153
513 => 0.038704531335772
514 => 0.038560108566346
515 => 0.037753374716403
516 => 0.036747885648249
517 => 0.036738934686457
518 => 0.036522303716056
519 => 0.036246391604566
520 => 0.036169639167163
521 => 0.0372892194569
522 => 0.039606717150438
523 => 0.039151736900177
524 => 0.039480506759242
525 => 0.041097729070354
526 => 0.041611795411485
527 => 0.041246923298879
528 => 0.040747463846812
529 => 0.040769437527903
530 => 0.042476241672274
531 => 0.04258269295315
601 => 0.042851660997438
602 => 0.043197360944709
603 => 0.041305797494748
604 => 0.040680345059515
605 => 0.040383970996922
606 => 0.039471253595332
607 => 0.040455541062471
608 => 0.039882038906761
609 => 0.039959423941189
610 => 0.039909026835999
611 => 0.03993654706327
612 => 0.03847543645985
613 => 0.039007788370024
614 => 0.038122650068009
615 => 0.036937549243047
616 => 0.036933576369532
617 => 0.03722362811751
618 => 0.037051093988087
619 => 0.036586809082067
620 => 0.036652758561604
621 => 0.036074971725554
622 => 0.036722912344669
623 => 0.036741492963182
624 => 0.036492000531259
625 => 0.03749024245358
626 => 0.037899222983642
627 => 0.037735001720305
628 => 0.037887700782026
629 => 0.039170643383688
630 => 0.039379819006469
701 => 0.039472721000742
702 => 0.039348244635571
703 => 0.037911150617654
704 => 0.037974891848344
705 => 0.03750720099051
706 => 0.037112051499688
707 => 0.037127855407035
708 => 0.037331013611155
709 => 0.03821821740362
710 => 0.040085285481342
711 => 0.040156139350083
712 => 0.040242016305949
713 => 0.03989271156814
714 => 0.03978735791682
715 => 0.039926346576995
716 => 0.040627519181212
717 => 0.042431125485762
718 => 0.041793610558919
719 => 0.041275300999885
720 => 0.041729998218412
721 => 0.041660001145654
722 => 0.041069155409016
723 => 0.041052572337061
724 => 0.039918550463644
725 => 0.03949932839747
726 => 0.039148995060747
727 => 0.038766440202729
728 => 0.038539648859541
729 => 0.0388881034375
730 => 0.038967799122273
731 => 0.038205897097622
801 => 0.038102052666987
802 => 0.038724238307114
803 => 0.038450437604313
804 => 0.038732048417075
805 => 0.038797384541248
806 => 0.038786863920438
807 => 0.038500984540903
808 => 0.038683195532373
809 => 0.038252212217836
810 => 0.037783582594877
811 => 0.037484626092087
812 => 0.037223746892577
813 => 0.037368497834854
814 => 0.036852487156117
815 => 0.036687404954746
816 => 0.03862146654834
817 => 0.040050178642194
818 => 0.040029404602517
819 => 0.039902947978634
820 => 0.039715059086334
821 => 0.040613773938452
822 => 0.040300679654345
823 => 0.040528481905936
824 => 0.040586467139796
825 => 0.040761970978656
826 => 0.040824698515984
827 => 0.040635092331104
828 => 0.0399987508162
829 => 0.038413048262595
830 => 0.037674899443369
831 => 0.037431298038184
901 => 0.037440152486598
902 => 0.037195907271354
903 => 0.037267848433546
904 => 0.037170889071042
905 => 0.036987271495449
906 => 0.037357159966982
907 => 0.037399786167576
908 => 0.037313449778482
909 => 0.037333785123537
910 => 0.036618956696595
911 => 0.03667330354937
912 => 0.036370693367057
913 => 0.036313957605893
914 => 0.035548985416288
915 => 0.034193726297911
916 => 0.034944671407677
917 => 0.03403763531394
918 => 0.033694127001403
919 => 0.035320241926453
920 => 0.035157025089386
921 => 0.034877668812979
922 => 0.034464442657224
923 => 0.034311173056449
924 => 0.0333799554814
925 => 0.033324934179213
926 => 0.033786470754397
927 => 0.033573487505454
928 => 0.033274378360873
929 => 0.032191035359408
930 => 0.030972999143221
1001 => 0.031009764000285
1002 => 0.031397198658285
1003 => 0.032523717179101
1004 => 0.03208356690405
1005 => 0.031764232829358
1006 => 0.031704431156315
1007 => 0.032452974297728
1008 => 0.033512319667464
1009 => 0.034009340813428
1010 => 0.033516807952535
1011 => 0.032951012721793
1012 => 0.032985450055846
1013 => 0.0332145462111
1014 => 0.033238620977772
1015 => 0.032870346447249
1016 => 0.032974013570411
1017 => 0.032816533730807
1018 => 0.031850080245847
1019 => 0.031832600166961
1020 => 0.031595416895584
1021 => 0.031588235080389
1022 => 0.031184727167637
1023 => 0.031128273621324
1024 => 0.030327084169375
1025 => 0.030854429492873
1026 => 0.030500713936743
1027 => 0.02996758116059
1028 => 0.029875668869031
1029 => 0.02987290587456
1030 => 0.030420314029361
1031 => 0.030848032709868
1101 => 0.030506866970281
1102 => 0.030429190144597
1103 => 0.031258575423754
1104 => 0.031153028586967
1105 => 0.031061625707013
1106 => 0.033417466908606
1107 => 0.031552634768964
1108 => 0.030739461515182
1109 => 0.029733005196215
1110 => 0.030060712448664
1111 => 0.030129765181776
1112 => 0.027709419162048
1113 => 0.026727485083279
1114 => 0.02639052231085
1115 => 0.026196595471363
1116 => 0.026284970367297
1117 => 0.025401114527025
1118 => 0.025995080269314
1119 => 0.025229735822113
1120 => 0.025101423334894
1121 => 0.026469954014473
1122 => 0.026660377063696
1123 => 0.025847973175906
1124 => 0.02636966798811
1125 => 0.026180494197104
1126 => 0.025242855455989
1127 => 0.025207044552882
1128 => 0.024736570392185
1129 => 0.024000369432444
1130 => 0.023663905838934
1201 => 0.023488672678123
1202 => 0.023560977295499
1203 => 0.023524417868396
1204 => 0.023285842876796
1205 => 0.023538092707649
1206 => 0.022893698626646
1207 => 0.022637095711355
1208 => 0.02252119412766
1209 => 0.021949257290831
1210 => 0.022859463139692
1211 => 0.023038785158389
1212 => 0.023218460496858
1213 => 0.024782411648667
1214 => 0.024704281068802
1215 => 0.02541054345964
1216 => 0.025383099401865
1217 => 0.025181661927306
1218 => 0.024331830356998
1219 => 0.024670558074131
1220 => 0.023628006810769
1221 => 0.024409157103875
1222 => 0.024052672731717
1223 => 0.024288629379057
1224 => 0.023864358051787
1225 => 0.024099167322032
1226 => 0.02308130906143
1227 => 0.022130847339332
1228 => 0.022513340882012
1229 => 0.022929155106347
1230 => 0.023830746292199
1231 => 0.023293766019871
]
'min_raw' => 0.021949257290831
'max_raw' => 0.06551906756649
'avg_raw' => 0.043734162428661
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.021949'
'max' => '$0.065519'
'avg' => '$0.043734'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.041579742709169
'max_diff' => 0.0019900675664903
'year' => 2026
]
1 => [
'items' => [
101 => 0.023486884431273
102 => 0.02283997008071
103 => 0.021505200993551
104 => 0.021512755641629
105 => 0.021307430497095
106 => 0.021129999594255
107 => 0.023355444663701
108 => 0.023078675390235
109 => 0.022637679775634
110 => 0.023227969930247
111 => 0.023384052016291
112 => 0.023388495453855
113 => 0.023819155913066
114 => 0.024048999477348
115 => 0.024089510401751
116 => 0.024767163939355
117 => 0.024994304466694
118 => 0.025929864152671
119 => 0.024029498856746
120 => 0.023990362084047
121 => 0.023236276523256
122 => 0.022758023538982
123 => 0.023269022914253
124 => 0.023721698602372
125 => 0.023250342418715
126 => 0.023311891585428
127 => 0.022679134420084
128 => 0.022905315332703
129 => 0.023100132804509
130 => 0.022992566047419
131 => 0.022831533405766
201 => 0.023684584358192
202 => 0.023636451880322
203 => 0.024430832538778
204 => 0.02505010906875
205 => 0.026159963319381
206 => 0.025001772550837
207 => 0.02495956347584
208 => 0.025372163954485
209 => 0.02499424129971
210 => 0.025233075372081
211 => 0.026121483457961
212 => 0.026140254120881
213 => 0.025825821332346
214 => 0.025806688068588
215 => 0.025867078325144
216 => 0.026220785944047
217 => 0.026097189633665
218 => 0.026240218413115
219 => 0.026419078091952
220 => 0.027158917558552
221 => 0.027337290349235
222 => 0.026903936943565
223 => 0.026943063904044
224 => 0.026780977834507
225 => 0.026624404722266
226 => 0.026976358212917
227 => 0.027619560134745
228 => 0.027615558808971
301 => 0.027764769152776
302 => 0.027857725960842
303 => 0.027458687292082
304 => 0.027198927791779
305 => 0.027298536113122
306 => 0.027457811988136
307 => 0.027246885093521
308 => 0.025944946589115
309 => 0.026339871563198
310 => 0.026274136736666
311 => 0.026180522350057
312 => 0.026577622465361
313 => 0.026539321190508
314 => 0.025392049307879
315 => 0.02546549393149
316 => 0.025396515718697
317 => 0.025619398435847
318 => 0.024982204901545
319 => 0.025178201341133
320 => 0.025301128470689
321 => 0.025373533494369
322 => 0.025635110088489
323 => 0.025604417094275
324 => 0.025633202168874
325 => 0.026021051204293
326 => 0.027982658531728
327 => 0.028089424490518
328 => 0.027563669861623
329 => 0.027773698465815
330 => 0.027370489473972
331 => 0.027641166371462
401 => 0.027826356630276
402 => 0.026989517460733
403 => 0.026939965276154
404 => 0.026535092097373
405 => 0.02675264801046
406 => 0.026406500909914
407 => 0.026491433300676
408 => 0.026253954931832
409 => 0.026681368714281
410 => 0.027159283736446
411 => 0.027280023944481
412 => 0.026962408439069
413 => 0.026732433881268
414 => 0.026328674316099
415 => 0.027000135471344
416 => 0.027196491175545
417 => 0.026999104098421
418 => 0.026953365199658
419 => 0.026866690069152
420 => 0.026971753738335
421 => 0.027195421780211
422 => 0.027089944062162
423 => 0.027159613953211
424 => 0.026894104171812
425 => 0.027458819390486
426 => 0.028355723063858
427 => 0.028358606755827
428 => 0.028253128469214
429 => 0.028209969026894
430 => 0.028318196149916
501 => 0.028376904924446
502 => 0.02872689159484
503 => 0.029102441236256
504 => 0.030854967547599
505 => 0.030362865172221
506 => 0.031917810773901
507 => 0.033147570860414
508 => 0.033516322139469
509 => 0.033177088313827
510 => 0.032016587721359
511 => 0.031959648025832
512 => 0.033693925861692
513 => 0.033203912938104
514 => 0.033145627460052
515 => 0.032525568448442
516 => 0.032892100120106
517 => 0.032811934266818
518 => 0.032685388545555
519 => 0.033384705442272
520 => 0.034693764244476
521 => 0.034489735153877
522 => 0.034337436902381
523 => 0.033670110297684
524 => 0.034071989966505
525 => 0.033928888313936
526 => 0.034543743827926
527 => 0.034179517042156
528 => 0.033200200608267
529 => 0.033356159978233
530 => 0.033332587033209
531 => 0.033817716571399
601 => 0.03367209272569
602 => 0.033304151640155
603 => 0.034689290023803
604 => 0.034599346841713
605 => 0.034726865710042
606 => 0.034783003459533
607 => 0.035626112784783
608 => 0.035971507698848
609 => 0.03604991839133
610 => 0.036378016845891
611 => 0.03604175500289
612 => 0.037387042125526
613 => 0.0382815795624
614 => 0.039320630827804
615 => 0.04083896399721
616 => 0.041409871314274
617 => 0.041306742017439
618 => 0.042457924897986
619 => 0.044526574944971
620 => 0.041724875336903
621 => 0.044675071827257
622 => 0.043741073680068
623 => 0.04152658087499
624 => 0.041383993645498
625 => 0.042883673883887
626 => 0.046209820313759
627 => 0.045376658357916
628 => 0.046211183068246
629 => 0.045237665665257
630 => 0.045189322320749
701 => 0.046163901500915
702 => 0.048441058876917
703 => 0.047359266765546
704 => 0.045808252507588
705 => 0.04695349729921
706 => 0.045961380273305
707 => 0.043725862937871
708 => 0.045376021254671
709 => 0.04427260738203
710 => 0.044594642210774
711 => 0.046913854050639
712 => 0.046634800346193
713 => 0.046995921679423
714 => 0.046358551978463
715 => 0.045763148173789
716 => 0.044651782757098
717 => 0.044322762246868
718 => 0.044413691678978
719 => 0.044322717186758
720 => 0.043700918450095
721 => 0.043566641072114
722 => 0.04334283955932
723 => 0.043412205006322
724 => 0.042991392686827
725 => 0.043785552477976
726 => 0.043932955533325
727 => 0.044510878801893
728 => 0.044570880712823
729 => 0.046180388789562
730 => 0.045293898787578
731 => 0.045888632816773
801 => 0.045835434207348
802 => 0.041574575649006
803 => 0.042161684364472
804 => 0.043075041280873
805 => 0.04266357522806
806 => 0.042081858497612
807 => 0.041612091048096
808 => 0.040900345325893
809 => 0.041902113762028
810 => 0.04321933272935
811 => 0.044604287559576
812 => 0.046268220042258
813 => 0.045896849682433
814 => 0.04457318149922
815 => 0.044632560286979
816 => 0.044999616588211
817 => 0.044524245327533
818 => 0.04438404906241
819 => 0.044980355774243
820 => 0.044984462210843
821 => 0.044437490124898
822 => 0.043829630746204
823 => 0.043827083793212
824 => 0.043718921087999
825 => 0.045256907570229
826 => 0.046102644627484
827 => 0.046199607018125
828 => 0.046096118286038
829 => 0.046135946991697
830 => 0.045643831232625
831 => 0.046768661925469
901 => 0.047800917803448
902 => 0.047524251177219
903 => 0.047109488574024
904 => 0.046779110182905
905 => 0.047446424527848
906 => 0.047416710070518
907 => 0.047791901948874
908 => 0.047774881078058
909 => 0.047648718161048
910 => 0.047524255682894
911 => 0.048017735340172
912 => 0.047875621123917
913 => 0.047733286165031
914 => 0.047447811614593
915 => 0.047486612347228
916 => 0.047071921358644
917 => 0.046880066332356
918 => 0.043995027061566
919 => 0.043224050297034
920 => 0.043466615281835
921 => 0.043546473973028
922 => 0.04321094389707
923 => 0.04369200783539
924 => 0.043617034530175
925 => 0.043908711802848
926 => 0.043726484506037
927 => 0.043733963177862
928 => 0.044269854802826
929 => 0.044425426421399
930 => 0.044346301440576
1001 => 0.044401717864898
1002 => 0.045678765973609
1003 => 0.04549721057025
1004 => 0.045400762880749
1005 => 0.045427479549876
1006 => 0.045753792721872
1007 => 0.045845142593992
1008 => 0.045458086766777
1009 => 0.045640624532435
1010 => 0.046417847171113
1011 => 0.046689831107659
1012 => 0.047557873273418
1013 => 0.047189113533184
1014 => 0.047865987995931
1015 => 0.049946469330903
1016 => 0.051608501779637
1017 => 0.050080028053385
1018 => 0.05313213898693
1019 => 0.055508645148004
1020 => 0.055417430883264
1021 => 0.055003032064503
1022 => 0.052297442982805
1023 => 0.049807719571766
1024 => 0.05189047892434
1025 => 0.051895788306253
1026 => 0.051716877430759
1027 => 0.050605677348689
1028 => 0.051678210076569
1029 => 0.051763343829641
1030 => 0.051715691566813
1031 => 0.050863737069236
1101 => 0.049562960018947
1102 => 0.049817128740953
1103 => 0.050233462292501
1104 => 0.049445256023144
1105 => 0.049193376360983
1106 => 0.049661668575007
1107 => 0.051170603661153
1108 => 0.050885348223783
1109 => 0.050877899051505
1110 => 0.052098342779705
1111 => 0.051224768458555
1112 => 0.049820334622499
1113 => 0.049465696556688
1114 => 0.048206970335887
1115 => 0.049076377020023
1116 => 0.049107665418811
1117 => 0.04863150026303
1118 => 0.049858972800595
1119 => 0.049847661425069
1120 => 0.051012963914309
1121 => 0.05324058460611
1122 => 0.052581767552988
1123 => 0.051815634999298
1124 => 0.051898934850436
1125 => 0.052812528615863
1126 => 0.052260148969968
1127 => 0.05245878854196
1128 => 0.05281222795108
1129 => 0.053025466722009
1130 => 0.051868253072857
1201 => 0.051598451215313
1202 => 0.05104653130236
1203 => 0.050902545699144
1204 => 0.051352072952057
1205 => 0.051233638402947
1206 => 0.049105035750047
1207 => 0.048882584929386
1208 => 0.048889407178469
1209 => 0.048330044012956
1210 => 0.047476880923007
1211 => 0.049718942583672
1212 => 0.049538873654688
1213 => 0.049340091493317
1214 => 0.04936444117385
1215 => 0.050337644150225
1216 => 0.049773137275999
1217 => 0.051273971321985
1218 => 0.050965444961332
1219 => 0.050649006063704
1220 => 0.050605264569087
1221 => 0.050483462590798
1222 => 0.050065758286726
1223 => 0.049561355239422
1224 => 0.049228304656949
1225 => 0.045410508847697
1226 => 0.046119069542797
1227 => 0.046934204035171
1228 => 0.047215585195492
1229 => 0.046734263249779
1230 => 0.050084763810835
1231 => 0.050696932549566
]
'min_raw' => 0.021129999594255
'max_raw' => 0.055508645148004
'avg_raw' => 0.03831932237113
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.021129'
'max' => '$0.0555086'
'avg' => '$0.038319'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00081925769657616
'max_diff' => -0.010010422418486
'year' => 2027
]
2 => [
'items' => [
101 => 0.04884263350917
102 => 0.048495769869242
103 => 0.050107504133322
104 => 0.049135431345581
105 => 0.04957315566238
106 => 0.048627035111861
107 => 0.050549479026799
108 => 0.050534833225142
109 => 0.049786959121866
110 => 0.050419057192734
111 => 0.050309214597751
112 => 0.049464866577085
113 => 0.050576246365091
114 => 0.0505767975956
115 => 0.049856985031382
116 => 0.049016401543608
117 => 0.048866125069689
118 => 0.048752911933396
119 => 0.049545312170943
120 => 0.050255775746158
121 => 0.051577772320774
122 => 0.051910153669497
123 => 0.05320746020144
124 => 0.052434977326376
125 => 0.052777408979564
126 => 0.053149166979014
127 => 0.053327401434898
128 => 0.053036977953623
129 => 0.055052228990403
130 => 0.055222377923604
131 => 0.055279427389123
201 => 0.054599896078203
202 => 0.055203478928584
203 => 0.054921082501454
204 => 0.055655799552859
205 => 0.055771012567858
206 => 0.055673431242976
207 => 0.05571000167245
208 => 0.053990340427203
209 => 0.053901166919701
210 => 0.05268527981745
211 => 0.053180762799001
212 => 0.052254481114109
213 => 0.052548214578147
214 => 0.0526776894903
215 => 0.052610059143828
216 => 0.053208776663361
217 => 0.052699744461849
218 => 0.051356324789417
219 => 0.050012539103194
220 => 0.049995668968527
221 => 0.049641873917132
222 => 0.049386144895769
223 => 0.049435407377758
224 => 0.049609014789693
225 => 0.049376054517386
226 => 0.049425768402869
227 => 0.050251350143761
228 => 0.050416914674118
229 => 0.049854261709729
301 => 0.047595128867271
302 => 0.047040732001126
303 => 0.047439221474343
304 => 0.047248769172155
305 => 0.038133444337167
306 => 0.040274954697623
307 => 0.03900254196026
308 => 0.039588928290532
309 => 0.038290124375365
310 => 0.038909981679828
311 => 0.038795516669258
312 => 0.042239001956973
313 => 0.042185236670565
314 => 0.042210971267973
315 => 0.040982591882547
316 => 0.042939433597666
317 => 0.043903444192285
318 => 0.043725031487532
319 => 0.043769934121568
320 => 0.042998358099294
321 => 0.04221844181045
322 => 0.041353394617866
323 => 0.042960545378623
324 => 0.042781857649005
325 => 0.043191703010933
326 => 0.044234055160793
327 => 0.044387545474371
328 => 0.044593838012364
329 => 0.044519896822396
330 => 0.046281475948948
331 => 0.046068137093449
401 => 0.046582222353424
402 => 0.045524709969914
403 => 0.044328034327976
404 => 0.044555483245234
405 => 0.044533578085474
406 => 0.044254700260149
407 => 0.044002941828915
408 => 0.04358383497341
409 => 0.044909951080373
410 => 0.044856113188202
411 => 0.045727686082736
412 => 0.04557362710762
413 => 0.044544783567168
414 => 0.04458152891549
415 => 0.044828659042173
416 => 0.045683979232306
417 => 0.045937896499376
418 => 0.045820271904416
419 => 0.046098680595995
420 => 0.046318723474183
421 => 0.046126314593656
422 => 0.048850418587497
423 => 0.047719180685386
424 => 0.048270538167772
425 => 0.048402033678534
426 => 0.04806521069277
427 => 0.048138255537655
428 => 0.048248898574128
429 => 0.048920701425462
430 => 0.050683706495085
501 => 0.05146452943924
502 => 0.053813673791854
503 => 0.051399692963308
504 => 0.051256457330987
505 => 0.051679609166256
506 => 0.053058805583425
507 => 0.054176514738208
508 => 0.054547323347037
509 => 0.054596331826077
510 => 0.055291993427131
511 => 0.055690733683535
512 => 0.055207521811047
513 => 0.054798050343505
514 => 0.05333137437224
515 => 0.05350114610954
516 => 0.054670705025006
517 => 0.056322775879777
518 => 0.057740424541848
519 => 0.057244013390435
520 => 0.061031280064058
521 => 0.061406772085151
522 => 0.061354891228947
523 => 0.062210317933701
524 => 0.060512470129383
525 => 0.059786607298785
526 => 0.054886582722486
527 => 0.056263289759021
528 => 0.058264414287794
529 => 0.057999557952579
530 => 0.056546287829572
531 => 0.057739322106142
601 => 0.057344867664676
602 => 0.057033745080763
603 => 0.058459057951751
604 => 0.056891867901474
605 => 0.058248780368204
606 => 0.056508526094161
607 => 0.05724628095476
608 => 0.056827495614696
609 => 0.057098501054118
610 => 0.055514208792809
611 => 0.056369054440491
612 => 0.055478644403393
613 => 0.055478222233101
614 => 0.055458566382181
615 => 0.056506129842143
616 => 0.056540290848964
617 => 0.055766139869271
618 => 0.055654572618586
619 => 0.056067095219132
620 => 0.055584139293733
621 => 0.055810111331539
622 => 0.055590983756557
623 => 0.055541653523896
624 => 0.055148581837204
625 => 0.054979235746846
626 => 0.055045640712387
627 => 0.05481896633089
628 => 0.054682386816868
629 => 0.055431397279186
630 => 0.055031231204165
701 => 0.055370066088999
702 => 0.054983920973359
703 => 0.053645373767133
704 => 0.052875561113953
705 => 0.050347169524783
706 => 0.051064218243011
707 => 0.051539622285037
708 => 0.051382501251984
709 => 0.051720058028751
710 => 0.051740781273322
711 => 0.051631038124211
712 => 0.051503969616508
713 => 0.051442119694288
714 => 0.051903098341828
715 => 0.052170711962553
716 => 0.05158733544074
717 => 0.051450658483985
718 => 0.052040484356638
719 => 0.052400277798225
720 => 0.055056790420433
721 => 0.054859987384957
722 => 0.055353924383356
723 => 0.055298314657417
724 => 0.055816039322075
725 => 0.05666230034202
726 => 0.054941615070168
727 => 0.055240266536541
728 => 0.055167044093856
729 => 0.055966467523138
730 => 0.055968963235825
731 => 0.055489668955808
801 => 0.055749502160667
802 => 0.055604470393866
803 => 0.055866562398694
804 => 0.054857358960433
805 => 0.056086459811456
806 => 0.056783280792476
807 => 0.056792956152474
808 => 0.057123243767164
809 => 0.057458835112658
810 => 0.058102973476488
811 => 0.057440870443298
812 => 0.05624981154102
813 => 0.056335802146667
814 => 0.055637484748053
815 => 0.055649223589685
816 => 0.055586560733064
817 => 0.055774616682824
818 => 0.054898626666102
819 => 0.055104219772123
820 => 0.054816388219742
821 => 0.055239640846959
822 => 0.054784290986239
823 => 0.055167008783777
824 => 0.055332177097899
825 => 0.055941651732826
826 => 0.054694271087112
827 => 0.052150777510254
828 => 0.052685450696989
829 => 0.051894627056136
830 => 0.051967820794975
831 => 0.052115683796127
901 => 0.051636411431631
902 => 0.051727841495169
903 => 0.051724574969916
904 => 0.051696425820005
905 => 0.051571748567623
906 => 0.051390941885026
907 => 0.05211122005913
908 => 0.052233609356451
909 => 0.052505665603571
910 => 0.053315120457484
911 => 0.053234236829319
912 => 0.053366161382687
913 => 0.053078170823409
914 => 0.051981179851043
915 => 0.052040751738625
916 => 0.0512978893459
917 => 0.052486668942007
918 => 0.052205150242525
919 => 0.052023653305581
920 => 0.051974130184779
921 => 0.052785591520709
922 => 0.053028393470517
923 => 0.052877095589229
924 => 0.052566779220644
925 => 0.053162678385127
926 => 0.053322115862575
927 => 0.053357808033948
928 => 0.05441362710108
929 => 0.053416816591114
930 => 0.053656758788307
1001 => 0.055528719316289
1002 => 0.053831109430304
1003 => 0.054730371248128
1004 => 0.054686357061678
1005 => 0.055146388978316
1006 => 0.054648621017189
1007 => 0.054654791447636
1008 => 0.05506326862435
1009 => 0.054489636098903
1010 => 0.05434759661859
1011 => 0.054151370093844
1012 => 0.054579823531823
1013 => 0.05483666199061
1014 => 0.056906591341369
1015 => 0.058243860102205
1016 => 0.058185805738502
1017 => 0.058716313949536
1018 => 0.058477315141567
1019 => 0.057705524945935
1020 => 0.059022876700091
1021 => 0.058606011484737
1022 => 0.0586403773466
1023 => 0.058639098247505
1024 => 0.058916277172725
1025 => 0.058719870501131
1026 => 0.058332732790688
1027 => 0.058589732869841
1028 => 0.059352931225715
1029 => 0.061721922340132
1030 => 0.063047641152718
1031 => 0.061642112402993
1101 => 0.062611627313773
1102 => 0.06203026384079
1103 => 0.061924612803683
1104 => 0.062533539814242
1105 => 0.063143532670925
1106 => 0.063104678763026
1107 => 0.062661855272554
1108 => 0.062411715519017
1109 => 0.064305857535767
1110 => 0.065701429107841
1111 => 0.065606260482656
1112 => 0.066026303843728
1113 => 0.067259564143285
1114 => 0.067372318009356
1115 => 0.067358113613849
1116 => 0.067078641392144
1117 => 0.068292946316146
1118 => 0.06930594084741
1119 => 0.067013951647549
1120 => 0.067886711130514
1121 => 0.068278520980972
1122 => 0.068853814086188
1123 => 0.069824429985007
1124 => 0.070878776294276
1125 => 0.071027872422726
1126 => 0.070922081584684
1127 => 0.070226711851371
1128 => 0.071380390163941
1129 => 0.07205618786236
1130 => 0.072458609926412
1201 => 0.073479085324203
1202 => 0.06828094066522
1203 => 0.064601435511039
1204 => 0.064026827648515
1205 => 0.065195315332296
1206 => 0.065503436215994
1207 => 0.065379233074126
1208 => 0.061237615497122
1209 => 0.0640050228891
1210 => 0.066982520552645
1211 => 0.067096898364143
1212 => 0.068587495951054
1213 => 0.069072895627011
1214 => 0.070273022061566
1215 => 0.070197953826326
1216 => 0.070490165514957
1217 => 0.070422991108142
1218 => 0.07264597261172
1219 => 0.075098251326113
1220 => 0.075013336712003
1221 => 0.074660792632764
1222 => 0.075184380708132
1223 => 0.077715395143544
1224 => 0.077482379893011
1225 => 0.077708734360712
1226 => 0.080692943021786
1227 => 0.084572838779914
1228 => 0.082770237665098
1229 => 0.08668136339975
1230 => 0.089143209729847
1231 => 0.093400718398087
]
'min_raw' => 0.038133444337167
'max_raw' => 0.093400718398087
'avg_raw' => 0.065767081367627
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.038133'
'max' => '$0.09340071'
'avg' => '$0.065767'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.017003444742911
'max_diff' => 0.037892073250083
'year' => 2028
]
3 => [
'items' => [
101 => 0.092867657344151
102 => 0.094525074225656
103 => 0.091913366804407
104 => 0.085916358652064
105 => 0.084967309156331
106 => 0.08686733028055
107 => 0.091538346813092
108 => 0.086720223347203
109 => 0.087694923449215
110 => 0.087414209754264
111 => 0.087399251714417
112 => 0.087970139256653
113 => 0.087142037101148
114 => 0.083768199946887
115 => 0.085314409632538
116 => 0.08471734381782
117 => 0.085379832853454
118 => 0.088955012947509
119 => 0.087374340606279
120 => 0.085709230698187
121 => 0.087797648040403
122 => 0.090456920975103
123 => 0.090290508454023
124 => 0.089967598608089
125 => 0.091787824502609
126 => 0.09479430440421
127 => 0.095606943840598
128 => 0.096206817658858
129 => 0.096289530123445
130 => 0.097141519914199
131 => 0.09256015608024
201 => 0.099830898142502
202 => 0.10108635444646
203 => 0.10085038069465
204 => 0.10224576753882
205 => 0.10183520933171
206 => 0.10124037490423
207 => 0.10345235985954
208 => 0.10091649760626
209 => 0.097317160393919
210 => 0.095342492812411
211 => 0.097942894375632
212 => 0.099530868868782
213 => 0.10058041899461
214 => 0.10089801222853
215 => 0.0929157943132
216 => 0.088613821570939
217 => 0.09137133677651
218 => 0.094735695640841
219 => 0.092541466896878
220 => 0.092627476509417
221 => 0.089499082953695
222 => 0.095012489053952
223 => 0.094209232160189
224 => 0.09837653034597
225 => 0.097381971189276
226 => 0.1007802410862
227 => 0.099885362733911
228 => 0.10359995274227
301 => 0.10508180326512
302 => 0.10757006092459
303 => 0.10940043338793
304 => 0.11047526310785
305 => 0.11041073436305
306 => 0.11466974519141
307 => 0.11215835530443
308 => 0.10900345771724
309 => 0.10894639557346
310 => 0.11058036173911
311 => 0.1140047065656
312 => 0.11489258935691
313 => 0.11538879471006
314 => 0.11462883893868
315 => 0.1119029052093
316 => 0.11072586084575
317 => 0.11172873674575
318 => 0.11050230569816
319 => 0.11261946976208
320 => 0.11552678822369
321 => 0.11492643845815
322 => 0.11693331771488
323 => 0.11901022661574
324 => 0.12198029962379
325 => 0.12275678668957
326 => 0.12404029028216
327 => 0.1253614370879
328 => 0.125785753836
329 => 0.12659590616588
330 => 0.1265916362632
331 => 0.12903308483882
401 => 0.1317260782231
402 => 0.13274262088272
403 => 0.13508010467604
404 => 0.13107724559518
405 => 0.13411346018955
406 => 0.13685220175504
407 => 0.1335869611556
408 => 0.13808733461844
409 => 0.13826207392194
410 => 0.14090042994469
411 => 0.13822595066778
412 => 0.13663785341039
413 => 0.14122263068724
414 => 0.14344105999238
415 => 0.14277285103149
416 => 0.13768774784562
417 => 0.13472799968111
418 => 0.1269817678418
419 => 0.13615751406778
420 => 0.14062675239426
421 => 0.13767617359805
422 => 0.13916427391794
423 => 0.14728286674513
424 => 0.15037390125376
425 => 0.14973098768393
426 => 0.14983962949397
427 => 0.15150749560859
428 => 0.15890373247143
429 => 0.15447173589979
430 => 0.15785983121507
501 => 0.1596568647536
502 => 0.16132604965397
503 => 0.15722705908998
504 => 0.15189433259237
505 => 0.15020523425795
506 => 0.13738279668632
507 => 0.13671533312569
508 => 0.13634066560289
509 => 0.13397843986944
510 => 0.13212237751102
511 => 0.13064636781244
512 => 0.12677287758954
513 => 0.12808006683227
514 => 0.12190653187721
515 => 0.12585614076481
516 => 0.11600302991132
517 => 0.12420899341688
518 => 0.11974286056018
519 => 0.1227417486572
520 => 0.12273128581914
521 => 0.1172093820342
522 => 0.11402446317024
523 => 0.11605401742925
524 => 0.11822986070113
525 => 0.11858288395158
526 => 0.12140392154889
527 => 0.1221912125043
528 => 0.11980568415431
529 => 0.11579884608952
530 => 0.11672954318572
531 => 0.11400560262329
601 => 0.10923200156249
602 => 0.11266048518343
603 => 0.11383112023141
604 => 0.1143481393582
605 => 0.10965385096669
606 => 0.10817880363612
607 => 0.10739350081417
608 => 0.11519287240652
609 => 0.11562013958844
610 => 0.11343418027627
611 => 0.12331492364844
612 => 0.12107860711347
613 => 0.12357712059389
614 => 0.11664509217935
615 => 0.116909905
616 => 0.11362817165787
617 => 0.11546572304396
618 => 0.11416700095132
619 => 0.115317267051
620 => 0.11600673180842
621 => 0.1192879266504
622 => 0.12424645939132
623 => 0.11879782555922
624 => 0.11642377777269
625 => 0.1178966236673
626 => 0.121819006374
627 => 0.12776161695772
628 => 0.12424347188597
629 => 0.12580476492684
630 => 0.12614583799918
701 => 0.12355168807208
702 => 0.12785726696579
703 => 0.13016466167339
704 => 0.13253157119534
705 => 0.13458669241394
706 => 0.13158617548282
707 => 0.13479715870632
708 => 0.13220967304302
709 => 0.12988843091368
710 => 0.12989195127982
711 => 0.12843580218416
712 => 0.1256143298247
713 => 0.12509400703247
714 => 0.1278007919072
715 => 0.12997137704326
716 => 0.13015015683146
717 => 0.13135190429147
718 => 0.13206308605932
719 => 0.13903363418899
720 => 0.14183724631015
721 => 0.14526545014223
722 => 0.14660092873781
723 => 0.15062024051492
724 => 0.14737431982236
725 => 0.14667204446272
726 => 0.13692250879831
727 => 0.13851899471718
728 => 0.14107512271127
729 => 0.13696465840745
730 => 0.13957180190976
731 => 0.14008650726396
801 => 0.1368249864033
802 => 0.13856710561698
803 => 0.13394055348779
804 => 0.12434730558483
805 => 0.12786794699308
806 => 0.13046032410464
807 => 0.12676068232865
808 => 0.13339214701621
809 => 0.12951818224696
810 => 0.12829032139821
811 => 0.12349999846324
812 => 0.1257608464921
813 => 0.12881867582337
814 => 0.12692929280746
815 => 0.13085004625776
816 => 0.13640287877013
817 => 0.14036015789534
818 => 0.14066394864885
819 => 0.13811968328845
820 => 0.14219688476577
821 => 0.14222658272735
822 => 0.13762748280507
823 => 0.13481055971057
824 => 0.13417054885664
825 => 0.13576942145127
826 => 0.13771074794932
827 => 0.14077167875854
828 => 0.14262133513982
829 => 0.14744425800026
830 => 0.14874920264227
831 => 0.15018294116933
901 => 0.15209885799007
902 => 0.15439940736437
903 => 0.14936593630376
904 => 0.14956592549256
905 => 0.14487882693408
906 => 0.13986998992641
907 => 0.14367107285488
908 => 0.14864048314699
909 => 0.14750049493527
910 => 0.14737222297361
911 => 0.14758794083345
912 => 0.14672842695035
913 => 0.14284087751215
914 => 0.14088857452163
915 => 0.14340754346501
916 => 0.14474626335201
917 => 0.14682250114809
918 => 0.14656656101566
919 => 0.15191472660673
920 => 0.15399286203528
921 => 0.15346118606423
922 => 0.1535590272384
923 => 0.15732139216711
924 => 0.1615059157572
925 => 0.16542527429584
926 => 0.16941221414171
927 => 0.1646058025446
928 => 0.16216540315385
929 => 0.16468327239419
930 => 0.16334725553369
1001 => 0.17102440470246
1002 => 0.17155595385403
1003 => 0.17923254787753
1004 => 0.18651854971765
1005 => 0.18194234250415
1006 => 0.18625749978958
1007 => 0.19092469421371
1008 => 0.19992846948285
1009 => 0.19689631472883
1010 => 0.19457373170718
1011 => 0.19237890197436
1012 => 0.19694599422895
1013 => 0.20282148545341
1014 => 0.2040870099884
1015 => 0.20613764320267
1016 => 0.20398165311737
1017 => 0.2065783057006
1018 => 0.21574563034636
1019 => 0.21326853830486
1020 => 0.20975066939352
1021 => 0.21698739176213
1022 => 0.21960633345528
1023 => 0.23798743780825
1024 => 0.26119434133943
1025 => 0.25158653089278
1026 => 0.24562265290644
1027 => 0.2470243056983
1028 => 0.25549868126463
1029 => 0.25822038173329
1030 => 0.25082186163304
1031 => 0.25343514400913
1101 => 0.26783458683363
1102 => 0.27555942591953
1103 => 0.26506805685657
1104 => 0.23612278570558
1105 => 0.20943392378789
1106 => 0.21651301178357
1107 => 0.21571046289454
1108 => 0.23118086784239
1109 => 0.2132094604789
1110 => 0.21351205288866
1111 => 0.22930236942738
1112 => 0.22508978368941
1113 => 0.21826593430111
1114 => 0.20948374544015
1115 => 0.19324905707651
1116 => 0.17886954085506
1117 => 0.20707108357013
1118 => 0.20585498176708
1119 => 0.20409388614007
1120 => 0.20801301388753
1121 => 0.22704318576537
1122 => 0.22660447870893
1123 => 0.22381364824617
1124 => 0.22593046855492
1125 => 0.21789484546631
1126 => 0.21996580850398
1127 => 0.2094296961358
1128 => 0.21419245895314
1129 => 0.21825129338507
1130 => 0.21906616448935
1201 => 0.22090211069564
1202 => 0.20521415137697
1203 => 0.21225758453676
1204 => 0.21639494163771
1205 => 0.1977022117373
1206 => 0.21602544646929
1207 => 0.20494105890779
1208 => 0.2011788512875
1209 => 0.20624416821505
1210 => 0.2042702092822
1211 => 0.2025731153065
1212 => 0.20162610770828
1213 => 0.20534551742124
1214 => 0.20517200251248
1215 => 0.19908632631575
1216 => 0.19114780980101
1217 => 0.19381223651628
1218 => 0.19284422531149
1219 => 0.1893360278294
1220 => 0.19170012935095
1221 => 0.18128982269444
1222 => 0.16337943117258
1223 => 0.17521158442205
1224 => 0.17475605939286
1225 => 0.17452636301672
1226 => 0.183417899167
1227 => 0.18256318312879
1228 => 0.18101186515004
1229 => 0.18930753665816
1230 => 0.18627950496517
1231 => 0.19561118514898
]
'min_raw' => 0.083768199946887
'max_raw' => 0.27555942591953
'avg_raw' => 0.17966381293321
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.083768'
'max' => '$0.275559'
'avg' => '$0.179663'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.045634755609721
'max_diff' => 0.18215870752145
'year' => 2029
]
4 => [
'items' => [
101 => 0.20175763325327
102 => 0.20019869519725
103 => 0.2059794593477
104 => 0.19387361952641
105 => 0.19789469391305
106 => 0.19872343177117
107 => 0.18920516935945
108 => 0.18270302524309
109 => 0.1822694063604
110 => 0.17099558451328
111 => 0.1770179691449
112 => 0.18231741839752
113 => 0.17977939345939
114 => 0.17897593058532
115 => 0.18308064815912
116 => 0.18339961986914
117 => 0.17612703107773
118 => 0.1776392325804
119 => 0.18394536422911
120 => 0.17748033424272
121 => 0.16491983703582
122 => 0.16180466006605
123 => 0.16138903803418
124 => 0.15294043102435
125 => 0.16201283108696
126 => 0.15805248533443
127 => 0.17056317011446
128 => 0.16341713406426
129 => 0.16310908273273
130 => 0.16264341796383
131 => 0.15537135290292
201 => 0.15696347298741
202 => 0.16225592263501
203 => 0.16414432829299
204 => 0.16394735211161
205 => 0.16222998674445
206 => 0.1630161878152
207 => 0.1604835602357
208 => 0.1595892367253
209 => 0.15676650572339
210 => 0.15261787094994
211 => 0.15319476406024
212 => 0.14497523302469
213 => 0.14049679627299
214 => 0.13925722400497
215 => 0.13759961616288
216 => 0.13944445522146
217 => 0.144951948126
218 => 0.13830874320332
219 => 0.12691943433005
220 => 0.12760395119977
221 => 0.12914185737115
222 => 0.12627597939505
223 => 0.12356366640557
224 => 0.12592180249301
225 => 0.1210960021808
226 => 0.12972503228335
227 => 0.12949164120165
228 => 0.13270801000824
301 => 0.13471927142953
302 => 0.13008396500707
303 => 0.12891819797702
304 => 0.1295822718585
305 => 0.11860660984061
306 => 0.13181106426268
307 => 0.13192525693285
308 => 0.13094746996248
309 => 0.13797843430044
310 => 0.1528159620663
311 => 0.14723348728261
312 => 0.14507178431517
313 => 0.14096238539388
314 => 0.14643791546454
315 => 0.14601748018669
316 => 0.1441161124149
317 => 0.14296615925389
318 => 0.14508498321254
319 => 0.14270361351743
320 => 0.14227585408453
321 => 0.13968409732798
322 => 0.13875895808332
323 => 0.13807402181742
324 => 0.13731997428911
325 => 0.13898321523962
326 => 0.1352140924282
327 => 0.1306688998093
328 => 0.1302910162227
329 => 0.13133438602916
330 => 0.13087277255955
331 => 0.13028880619501
401 => 0.12917385537132
402 => 0.12884307327909
403 => 0.12991795460619
404 => 0.12870447625736
405 => 0.13049502966264
406 => 0.13000809821224
407 => 0.1272881387128
408 => 0.12389806211852
409 => 0.1238678833259
410 => 0.1231374968845
411 => 0.12220723993704
412 => 0.12194846373565
413 => 0.1257232068491
414 => 0.13353681212539
415 => 0.13200281444593
416 => 0.13311128497974
417 => 0.13856386291251
418 => 0.1402970734726
419 => 0.13906688167039
420 => 0.1373829192566
421 => 0.13745700505656
422 => 0.14321161439456
423 => 0.14357052232023
424 => 0.14447736686029
425 => 0.14564291836852
426 => 0.13926538013223
427 => 0.13715662357915
428 => 0.13615737773494
429 => 0.13308008729159
430 => 0.1363986812078
501 => 0.13446507864918
502 => 0.13472598769561
503 => 0.13455607033684
504 => 0.13464885670449
505 => 0.12972262029357
506 => 0.13151748192635
507 => 0.12853317634272
508 => 0.12453752617027
509 => 0.12452413134983
510 => 0.12550206106891
511 => 0.12492035020561
512 => 0.12335498122963
513 => 0.12357733450433
514 => 0.1216292858468
515 => 0.12381386288191
516 => 0.12387650873449
517 => 0.12303532758126
518 => 0.12640096991738
519 => 0.1277798763286
520 => 0.1272261928737
521 => 0.1277410284214
522 => 0.13206655897509
523 => 0.13277180919147
524 => 0.13308503475138
525 => 0.13266535399554
526 => 0.12782009117943
527 => 0.12803499918897
528 => 0.12645814680865
529 => 0.12512587271189
530 => 0.1251791566889
531 => 0.12586411875815
601 => 0.12885538828703
602 => 0.13515033866561
603 => 0.13538922743092
604 => 0.13567876758337
605 => 0.13450106227216
606 => 0.13414585508118
607 => 0.13461446505284
608 => 0.13697851744226
609 => 0.14305950202183
610 => 0.1409100759361
611 => 0.1391625590706
612 => 0.14069560248881
613 => 0.14045960247097
614 => 0.13846752481836
615 => 0.13841161383347
616 => 0.13458817991237
617 => 0.13317474344711
618 => 0.13199357014286
619 => 0.13070375972992
620 => 0.1299391168823
621 => 0.13111395582021
622 => 0.1313826553856
623 => 0.12881384951519
624 => 0.12846373076711
625 => 0.13056147309242
626 => 0.12963833490677
627 => 0.13058780542343
628 => 0.13080809072771
629 => 0.13077261972012
630 => 0.12980875743255
701 => 0.13042309451186
702 => 0.1289700041766
703 => 0.12738998668413
704 => 0.12638203396249
705 => 0.12550246152734
706 => 0.12599049943541
707 => 0.12425073340534
708 => 0.12369414723774
709 => 0.13021497093241
710 => 0.13503197350633
711 => 0.13496193238117
712 => 0.13453557504483
713 => 0.13390209452645
714 => 0.13693217439664
715 => 0.13587655515822
716 => 0.13664460635411
717 => 0.13684010761847
718 => 0.13743183106447
719 => 0.13764332133607
720 => 0.13700405084586
721 => 0.13485858100042
722 => 0.12951227413072
723 => 0.1270235538508
724 => 0.12620223470551
725 => 0.12623208809654
726 => 0.12540859830068
727 => 0.12565115295179
728 => 0.12532424769162
729 => 0.12470516821574
730 => 0.1259522730223
731 => 0.12609599023367
801 => 0.12580490107002
802 => 0.12587346310564
803 => 0.12346336915648
804 => 0.12364660336499
805 => 0.12262633200775
806 => 0.12243504342782
807 => 0.11985588628192
808 => 0.11528653554314
809 => 0.11781839941003
810 => 0.11476026389276
811 => 0.11360210163405
812 => 0.11908466163558
813 => 0.11853436467397
814 => 0.11759249548403
815 => 0.11619927464938
816 => 0.11568251548942
817 => 0.11254285041961
818 => 0.11235734225782
819 => 0.11391344504451
820 => 0.11319535715068
821 => 0.11218688978659
822 => 0.10853432322056
823 => 0.10442762907711
824 => 0.10455158435955
825 => 0.10585784735882
826 => 0.10965598320276
827 => 0.10817198582011
828 => 0.1070953286921
829 => 0.10689370317621
830 => 0.1094174686391
831 => 0.1129891255143
901 => 0.11466486700882
902 => 0.11300425808077
903 => 0.11109663995777
904 => 0.11121274783386
905 => 0.11198516151629
906 => 0.11206633127297
907 => 0.1108246679812
908 => 0.11117418892475
909 => 0.11064323465064
910 => 0.10738476925046
911 => 0.10732583394408
912 => 0.10652615398502
913 => 0.10650193999368
914 => 0.10514148489381
915 => 0.10495114782096
916 => 0.10224988164645
917 => 0.1040278632227
918 => 0.10283528652957
919 => 0.10103779215263
920 => 0.10072790344453
921 => 0.10071858781576
922 => 0.10256421262849
923 => 0.10400629602219
924 => 0.10285603191174
925 => 0.10259413907072
926 => 0.10539046944523
927 => 0.10503461091596
928 => 0.10472643972465
929 => 0.1126693228154
930 => 0.10638191105817
1001 => 0.10364024065911
1002 => 0.10024690291117
1003 => 0.10135179079259
1004 => 0.10158460690339
1005 => 0.09342424131471
1006 => 0.090113582011692
1007 => 0.08897748849846
1008 => 0.08832365061959
1009 => 0.088621612751371
1010 => 0.085641631077049
1011 => 0.087644228046541
1012 => 0.085063815808159
1013 => 0.084631201299006
1014 => 0.08924529803297
1015 => 0.089887322638339
1016 => 0.087148246210425
1017 => 0.088907176693339
1018 => 0.088269364049272
1019 => 0.085108049569754
1020 => 0.084987310609691
1021 => 0.083401074129446
1022 => 0.08091892119377
1023 => 0.079784510697111
1024 => 0.079193699861047
1025 => 0.079437479926681
1026 => 0.079314217265703
1027 => 0.078509845024749
1028 => 0.079360322940991
1029 => 0.077187703306733
1030 => 0.076322548662385
1031 => 0.075931778380969
1101 => 0.074003453404245
1102 => 0.077072275972222
1103 => 0.077676872678122
1104 => 0.078282660626301
1105 => 0.083555631126207
1106 => 0.083292208421292
1107 => 0.085673421381666
1108 => 0.085580891824795
1109 => 0.084901731315404
1110 => 0.082036464842764
1111 => 0.083178508990294
1112 => 0.079663474617262
1113 => 0.082297177368642
1114 => 0.081095265418968
1115 => 0.081890809729443
1116 => 0.080460349327872
1117 => 0.081252025176363
1118 => 0.07782024498615
1119 => 0.074615696930978
1120 => 0.075905300614969
1121 => 0.077307247303536
1122 => 0.080347024933724
1123 => 0.078536558454805
1124 => 0.079187670661941
1125 => 0.077006553762902
1126 => 0.072506286594944
1127 => 0.072531757618387
1128 => 0.071839489558246
1129 => 0.071241268881492
1130 => 0.078744512308744
1201 => 0.077811365379839
1202 => 0.076324517875881
1203 => 0.0783147223449
1204 => 0.078840963995301
1205 => 0.07885594535528
1206 => 0.080307947161263
1207 => 0.081082880785403
1208 => 0.081219466195412
1209 => 0.083504222409703
1210 => 0.08427004255607
1211 => 0.087424347356033
1212 => 0.081017133081554
1213 => 0.080885180719956
1214 => 0.078342728603179
1215 => 0.076730265276142
1216 => 0.078453135346704
1217 => 0.079979363034005
1218 => 0.078390152751767
1219 => 0.078597670064567
1220 => 0.076464285103914
1221 => 0.077226869842255
1222 => 0.077883710550172
1223 => 0.077521041718572
1224 => 0.076978108924298
1225 => 0.079854229768517
1226 => 0.079691947758878
1227 => 0.082370257610747
1228 => 0.084458191668054
1229 => 0.088200142761605
1230 => 0.084295221723162
1231 => 0.084152910879866
]
'min_raw' => 0.071241268881492
'max_raw' => 0.2059794593477
'avg_raw' => 0.13861036411459
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.071241'
'max' => '$0.205979'
'avg' => '$0.13861'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.012526931065395
'max_diff' => -0.069579966571837
'year' => 2030
]
5 => [
'items' => [
101 => 0.085544022200464
102 => 0.084269829584175
103 => 0.085075075334035
104 => 0.088070405222252
105 => 0.088133691822811
106 => 0.087073559723269
107 => 0.087009050588667
108 => 0.087212660554958
109 => 0.088405210487169
110 => 0.087988496897497
111 => 0.088470728413363
112 => 0.089073766308145
113 => 0.091568186723731
114 => 0.092169583041109
115 => 0.090708501778122
116 => 0.090840421057137
117 => 0.090293936557202
118 => 0.089766039377696
119 => 0.090952675144034
120 => 0.0931212753304
121 => 0.093107784581192
122 => 0.093610857672865
123 => 0.093924268041295
124 => 0.092578881309582
125 => 0.091703084018478
126 => 0.092038920428317
127 => 0.092575930161215
128 => 0.091864775409575
129 => 0.087475198843527
130 => 0.088806715966429
131 => 0.088585086409317
201 => 0.088269458968915
202 => 0.089608309732311
203 => 0.089479174310033
204 => 0.085611067057784
205 => 0.085858690734029
206 => 0.085626125873691
207 => 0.086377590515737
208 => 0.084229248027408
209 => 0.08489006370751
210 => 0.085304521107308
211 => 0.085548639699801
212 => 0.086430563449572
213 => 0.086327079876662
214 => 0.086424130765382
215 => 0.087731790867054
216 => 0.094345486926551
217 => 0.094705455810772
218 => 0.092932837372435
219 => 0.093640963475198
220 => 0.092281516208049
221 => 0.093194122265991
222 => 0.093818504153155
223 => 0.090997042466795
224 => 0.090829973816863
225 => 0.08946491562726
226 => 0.090198420577505
227 => 0.089031361460793
228 => 0.08931771694604
301 => 0.088517042045269
302 => 0.089958097453874
303 => 0.091569421318065
304 => 0.091976505359268
305 => 0.090905642507563
306 => 0.090130267229628
307 => 0.088768963666069
308 => 0.091032841830896
309 => 0.091694868796729
310 => 0.091029364485078
311 => 0.090875152594512
312 => 0.090582921340545
313 => 0.090937150836508
314 => 0.091691263255695
315 => 0.091335637765076
316 => 0.091570534666945
317 => 0.090675349901655
318 => 0.092579326688572
319 => 0.095603300043162
320 => 0.095613022611966
321 => 0.095257395204394
322 => 0.095111880131314
323 => 0.09547677543276
324 => 0.095674716165005
325 => 0.096854720659525
326 => 0.098120912495598
327 => 0.10402967731177
328 => 0.10237051979569
329 => 0.10761312745459
330 => 0.11175934944538
331 => 0.1130026201281
401 => 0.1118588696004
402 => 0.10794616082934
403 => 0.10775418467046
404 => 0.11360142347747
405 => 0.11194931069399
406 => 0.11175279713537
407 => 0.1096622248866
408 => 0.11089801200803
409 => 0.11062772723667
410 => 0.11020106950229
411 => 0.11255886524432
412 => 0.11697244839152
413 => 0.11628455006771
414 => 0.11577106587967
415 => 0.11352112764067
416 => 0.11487609300245
417 => 0.11439361578977
418 => 0.11646664408303
419 => 0.1152386280453
420 => 0.11193679431476
421 => 0.11246262221933
422 => 0.11238314438938
423 => 0.11401879249804
424 => 0.1135278115351
425 => 0.1122872724764
426 => 0.11695736324414
427 => 0.11665411352609
428 => 0.11708405229375
429 => 0.11727332463557
430 => 0.12011592658966
501 => 0.12128044965713
502 => 0.1215448167813
503 => 0.12265102362795
504 => 0.12151729334722
505 => 0.12605302280614
506 => 0.12906901822916
507 => 0.13257225211472
508 => 0.13769141840201
509 => 0.13961627228096
510 => 0.13926856465643
511 => 0.14314985811122
512 => 0.15012445617316
513 => 0.14067833033614
514 => 0.15062512377951
515 => 0.14747608381659
516 => 0.14000976671332
517 => 0.13952902391397
518 => 0.14458530054202
519 => 0.15579963545446
520 => 0.15299057175083
521 => 0.15580423007636
522 => 0.15252194818337
523 => 0.15235895522214
524 => 0.15564481697101
525 => 0.16332241205025
526 => 0.15967507441845
527 => 0.15444572155939
528 => 0.15830699433278
529 => 0.15496200251254
530 => 0.14742479973729
531 => 0.15298842371276
601 => 0.14926818680325
602 => 0.15035394971212
603 => 0.15817333435242
604 => 0.15723248530498
605 => 0.15845003109265
606 => 0.15630109464613
607 => 0.1542936491489
608 => 0.15054660305347
609 => 0.14943728743176
610 => 0.1497438623606
611 => 0.14943713550845
612 => 0.14734069765519
613 => 0.14688797210038
614 => 0.14613340967467
615 => 0.14636728012218
616 => 0.14494848200682
617 => 0.14762604718915
618 => 0.14812302688161
619 => 0.1500715355309
620 => 0.1502738361628
621 => 0.15570040501579
622 => 0.15271154208135
623 => 0.15471672938378
624 => 0.1545373665579
625 => 0.1401715844448
626 => 0.14215106246962
627 => 0.14523050908181
628 => 0.14384322255711
629 => 0.14188192398623
630 => 0.14029807023208
701 => 0.13789836983717
702 => 0.14127590206084
703 => 0.14571699777446
704 => 0.15038646967902
705 => 0.15599653421644
706 => 0.15474443312004
707 => 0.15028159342477
708 => 0.1504817931534
709 => 0.15171934910006
710 => 0.15011660170532
711 => 0.14964392020926
712 => 0.15165440992102
713 => 0.15166825505872
714 => 0.14982410048258
715 => 0.14777466014793
716 => 0.14776607291809
717 => 0.14740139480579
718 => 0.15258682360941
719 => 0.15543828514542
720 => 0.15576520061516
721 => 0.15541628112958
722 => 0.15555056639146
723 => 0.15389136375133
724 => 0.15768380896542
725 => 0.16116413172783
726 => 0.16023133088125
727 => 0.15883292980678
728 => 0.15771903599484
729 => 0.15996893289922
730 => 0.15986874853173
731 => 0.16113373414467
801 => 0.16107634709035
802 => 0.16065098000724
803 => 0.16023134607245
804 => 0.16189514719061
805 => 0.16141599918841
806 => 0.16093610693702
807 => 0.15997360955902
808 => 0.16010442893808
809 => 0.15870626931727
810 => 0.15805941670125
811 => 0.14833230537277
812 => 0.14573290338327
813 => 0.14655072816487
814 => 0.14681997731779
815 => 0.14568871424073
816 => 0.14731065489559
817 => 0.14705787716259
818 => 0.14804128745166
819 => 0.14742689539776
820 => 0.14745211026196
821 => 0.14925890629029
822 => 0.14978342686397
823 => 0.14951665146679
824 => 0.14970349181045
825 => 0.15400914866962
826 => 0.1533970219514
827 => 0.15307184183249
828 => 0.15316191894775
829 => 0.15426210658959
830 => 0.15457009906129
831 => 0.15326511331646
901 => 0.15388055213775
902 => 0.15650101252801
903 => 0.15741802535938
904 => 0.16034469012601
905 => 0.15910139091583
906 => 0.16138352042484
907 => 0.16839800850027
908 => 0.17400166694058
909 => 0.16884831105789
910 => 0.17913871616192
911 => 0.18715127260634
912 => 0.18684373734439
913 => 0.18544656279454
914 => 0.1763244803074
915 => 0.16793020400014
916 => 0.17495237257096
917 => 0.17497027352277
918 => 0.17436706301488
919 => 0.17062057435667
920 => 0.17423669333056
921 => 0.17452372772289
922 => 0.17436306479179
923 => 0.17149064072165
924 => 0.16710498007925
925 => 0.16796192767098
926 => 0.16936562530751
927 => 0.16670813283956
928 => 0.16585890297291
929 => 0.16743778286761
930 => 0.17252526286104
1001 => 0.17156350423804
1002 => 0.17153838883363
1003 => 0.17565320007191
1004 => 0.17270788325714
1005 => 0.16797273652444
1006 => 0.16677704952552
1007 => 0.16253316619063
1008 => 0.16546443152623
1009 => 0.16556992254723
1010 => 0.16396449847973
1011 => 0.16810300783952
1012 => 0.1680648707472
1013 => 0.1719937694485
1014 => 0.17950434813841
1015 => 0.17728310044667
1016 => 0.17470003105224
1017 => 0.17498088231616
1018 => 0.17806112748138
1019 => 0.17619874093933
1020 => 0.17686846812487
1021 => 0.17806011376907
1022 => 0.17877906317312
1023 => 0.17487743656092
1024 => 0.17396778076125
1025 => 0.17210694424091
1026 => 0.17162148672692
1027 => 0.1731370992451
1028 => 0.17273778889394
1029 => 0.1655610564354
1030 => 0.16481104796252
1031 => 0.16483404965162
1101 => 0.1629481176856
1102 => 0.16007161876189
1103 => 0.16763088618657
1104 => 0.16702377122049
1105 => 0.1663535632849
1106 => 0.16643565993286
1107 => 0.16971688171457
1108 => 0.1678136073755
1109 => 0.17287377414643
1110 => 0.17183355598087
1111 => 0.17076666014446
1112 => 0.17061918264142
1113 => 0.17020851876768
1114 => 0.16880019954332
1115 => 0.16709956945304
1116 => 0.16597666616138
1117 => 0.15310470104049
1118 => 0.15549366289415
1119 => 0.15824194574606
1120 => 0.15919064197349
1121 => 0.15756783142869
1122 => 0.16886427799477
1123 => 0.17092824763766
1124 => 0.16467634895994
1125 => 0.16350687398068
1126 => 0.16894094857972
1127 => 0.16566353730789
1128 => 0.16713935540292
1129 => 0.16394944391082
1130 => 0.17043109779078
1201 => 0.17038171844795
1202 => 0.16786020869385
1203 => 0.16999137147146
1204 => 0.16962102949351
1205 => 0.16677425119134
1206 => 0.17052134574066
1207 => 0.17052320425281
1208 => 0.16809630593684
1209 => 0.16526222002014
1210 => 0.16475555239636
1211 => 0.16437384640306
1212 => 0.16704547912757
1213 => 0.16944085667439
1214 => 0.17389806042456
1215 => 0.1750187073479
1216 => 0.1793926668954
1217 => 0.17678818694909
1218 => 0.17794271917563
1219 => 0.17919612722609
1220 => 0.17979705713803
1221 => 0.17881787409419
1222 => 0.18561243366503
1223 => 0.18618610267274
1224 => 0.1863784489288
1225 => 0.18408736167067
1226 => 0.18612238339154
1227 => 0.18517026412118
1228 => 0.1876474139563
1229 => 0.18803586268029
1230 => 0.18770686043054
1231 => 0.18783016018677
]
'min_raw' => 0.084229248027408
'max_raw' => 0.18803586268029
'avg_raw' => 0.13613255535385
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.084229'
'max' => '$0.188035'
'avg' => '$0.136132'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.012987979145915
'max_diff' => -0.017943596667412
'year' => 2031
]
6 => [
'items' => [
101 => 0.18203220223551
102 => 0.18173154752907
103 => 0.17763209927331
104 => 0.17930265473912
105 => 0.17617963136759
106 => 0.17716997424941
107 => 0.17760650795538
108 => 0.17737848752045
109 => 0.17939710543868
110 => 0.17768086783179
111 => 0.17315143461162
112 => 0.16862076735039
113 => 0.16856388851353
114 => 0.16737104379657
115 => 0.16650883554661
116 => 0.16667492744404
117 => 0.16726025695426
118 => 0.16647481513141
119 => 0.16664242896722
120 => 0.16942593544692
121 => 0.16998414782036
122 => 0.16808712406775
123 => 0.16047029996179
124 => 0.15860111222083
125 => 0.15994464730142
126 => 0.15930252406764
127 => 0.12856956997482
128 => 0.13578982167058
129 => 0.13149979328954
130 => 0.13347683574224
131 => 0.12909782766266
201 => 0.13118771984171
202 => 0.13080179306688
203 => 0.14241174413088
204 => 0.14223047071398
205 => 0.14231723670587
206 => 0.1381756698452
207 => 0.14477329831005
208 => 0.14802352733488
209 => 0.14742199644443
210 => 0.14757338881008
211 => 0.14497196638127
212 => 0.14234242416141
213 => 0.13942585715595
214 => 0.14484447815352
215 => 0.14424201999754
216 => 0.14562384224977
217 => 0.14913820529772
218 => 0.1496557086063
219 => 0.15035123830103
220 => 0.15010194041665
221 => 0.15604122743134
222 => 0.15532194058519
223 => 0.15705521493148
224 => 0.15348973809732
225 => 0.1494550626213
226 => 0.15022192252581
227 => 0.15014806775031
228 => 0.1492078116916
229 => 0.14835899056348
301 => 0.14694594253904
302 => 0.15141703558013
303 => 0.15123551736784
304 => 0.15417408623304
305 => 0.15365466564238
306 => 0.15018584781418
307 => 0.15030973732153
308 => 0.15114295379771
309 => 0.15402672553529
310 => 0.15488282532916
311 => 0.15448624579496
312 => 0.1554249201365
313 => 0.15616681006321
314 => 0.15551809008895
315 => 0.16470259689506
316 => 0.16088854932758
317 => 0.162747489574
318 => 0.16319083586926
319 => 0.16205521365652
320 => 0.16230148945088
321 => 0.1626745301732
322 => 0.16493956039025
323 => 0.17088365507156
324 => 0.1735162541431
325 => 0.18143655833996
326 => 0.17329765343776
327 => 0.172814724503
328 => 0.17424141045912
329 => 0.17889146747203
330 => 0.18265990192334
331 => 0.18391010903704
401 => 0.18407534454578
402 => 0.18642081620328
403 => 0.1877651968169
404 => 0.18613601425203
405 => 0.18475545261083
406 => 0.17981045217366
407 => 0.18038284943905
408 => 0.18432609897854
409 => 0.18989617120931
410 => 0.19467587265055
411 => 0.19300218779524
412 => 0.20577122180387
413 => 0.207037219369
414 => 0.20686229944011
415 => 0.20974643029917
416 => 0.20402201788696
417 => 0.20157472067548
418 => 0.18505394570769
419 => 0.18969560959999
420 => 0.1964425406628
421 => 0.19554955903694
422 => 0.19064975735314
423 => 0.19467215571159
424 => 0.19334222502226
425 => 0.19229325350871
426 => 0.19709879536542
427 => 0.19181490469319
428 => 0.19638982981138
429 => 0.19052244102577
430 => 0.19300983304668
501 => 0.19159786903399
502 => 0.192511582794
503 => 0.18717003082324
504 => 0.19005220260782
505 => 0.1870501230013
506 => 0.18704869962468
507 => 0.18698242855098
508 => 0.19051436189479
509 => 0.19062953811433
510 => 0.1880194340368
511 => 0.18764327726174
512 => 0.18903412601089
513 => 0.1874058063895
514 => 0.18816768689182
515 => 0.18742888297378
516 => 0.18726256265023
517 => 0.18593729401516
518 => 0.18536633184815
519 => 0.18559022082572
520 => 0.1848259723226
521 => 0.1843654849554
522 => 0.18689082602335
523 => 0.18554163816271
524 => 0.18668404363362
525 => 0.18538212841645
526 => 0.18086912305628
527 => 0.17827364594948
528 => 0.16974899717993
529 => 0.17216657699618
530 => 0.17376943491552
531 => 0.17323969038274
601 => 0.17437778662307
602 => 0.174447656489
603 => 0.17407764979975
604 => 0.17364922945439
605 => 0.1734406981234
606 => 0.17499491981808
607 => 0.17589719782454
608 => 0.1739303031512
609 => 0.17346948724902
610 => 0.17545812635899
611 => 0.17667119506728
612 => 0.18562781284484
613 => 0.18496427767039
614 => 0.18662962074607
615 => 0.18644212867252
616 => 0.18818767352579
617 => 0.1910409016386
618 => 0.18523949111014
619 => 0.1862464153802
620 => 0.18599954080246
621 => 0.18869485270824
622 => 0.18870326717781
623 => 0.18708729304948
624 => 0.18796333884063
625 => 0.18747435411307
626 => 0.18835801560603
627 => 0.18495541575359
628 => 0.1890994150859
629 => 0.1914487956739
630 => 0.19148141682564
701 => 0.19259500457851
702 => 0.19372647423009
703 => 0.19589823169604
704 => 0.19366590509308
705 => 0.18965016684698
706 => 0.18994009017759
707 => 0.1875856643132
708 => 0.18762524263734
709 => 0.18741397044126
710 => 0.18804801420553
711 => 0.18509455270448
712 => 0.18578772421548
713 => 0.18481728004087
714 => 0.18624430582409
715 => 0.18470906197716
716 => 0.18599942175206
717 => 0.1865562982548
718 => 0.18861118453862
719 => 0.18440555360226
720 => 0.17582998742684
721 => 0.1776326754056
722 => 0.17496635828692
723 => 0.17521313608764
724 => 0.17571166651949
725 => 0.17409576628086
726 => 0.17440402912352
727 => 0.17439301580557
728 => 0.17429810898134
729 => 0.17387775092024
730 => 0.17326814856635
731 => 0.17569661671856
801 => 0.17610926077942
802 => 0.17702651741095
803 => 0.17975565096525
804 => 0.17948294616577
805 => 0.17992773900813
806 => 0.17895675873067
807 => 0.17525817707787
808 => 0.17545902785603
809 => 0.17295441543396
810 => 0.17696246884018
811 => 0.17601330888987
812 => 0.17540137929525
813 => 0.17523440863587
814 => 0.17797030718438
815 => 0.17878893091005
816 => 0.17827881954001
817 => 0.17723256623772
818 => 0.17924168187513
819 => 0.17977923646192
820 => 0.17989957510965
821 => 0.18345934280942
822 => 0.18009852657998
823 => 0.18090750845005
824 => 0.18721895406625
825 => 0.18149534381231
826 => 0.18452726781556
827 => 0.18437887091297
828 => 0.18592990063832
829 => 0.18425164120433
830 => 0.18427244524139
831 => 0.18564965456164
901 => 0.18371561245236
902 => 0.1832367164276
903 => 0.18257512499932
904 => 0.18401968567913
905 => 0.18488563447482
906 => 0.19186454579876
907 => 0.19637324079104
908 => 0.19617750645059
909 => 0.19796615192299
910 => 0.19716035075556
911 => 0.19455820622631
912 => 0.19899974964001
913 => 0.19759425946185
914 => 0.19771012636447
915 => 0.19770581379256
916 => 0.19864034189096
917 => 0.197978143085
918 => 0.19667288126515
919 => 0.19753937497519
920 => 0.20011255151682
921 => 0.20809977045676
922 => 0.21256952399213
923 => 0.20783068568154
924 => 0.21109947289261
925 => 0.20913936535394
926 => 0.20878315550602
927 => 0.21083619543605
928 => 0.21289282894069
929 => 0.21276183027752
930 => 0.21126881996244
1001 => 0.21042545631919
1002 => 0.21681168837344
1003 => 0.22151695536438
1004 => 0.22119608770011
1005 => 0.22261229321845
1006 => 0.2267703164219
1007 => 0.22715047395358
1008 => 0.22710258284241
1009 => 0.2261603227348
1010 => 0.23025443656613
1011 => 0.23366981835331
1012 => 0.2259422167444
1013 => 0.22888478627534
1014 => 0.23020580054145
1015 => 0.23214544141137
1016 => 0.23541794068047
1017 => 0.23897274287429
1018 => 0.23947543088091
1019 => 0.23911874968438
1020 => 0.23677426207934
1021 => 0.24066396905742
1022 => 0.24294246818033
1023 => 0.24429926226549
1024 => 0.24773986631646
1025 => 0.23021395867583
1026 => 0.21780825015366
1027 => 0.21587091962732
1028 => 0.2198105574344
1029 => 0.2208494085061
1030 => 0.2204306489417
1031 => 0.20646689612233
1101 => 0.2157974033586
1102 => 0.22583624461349
1103 => 0.22622187739055
1104 => 0.23124753122503
1105 => 0.23288409012204
1106 => 0.23693040018629
1107 => 0.23667730239008
1108 => 0.23766251449987
1109 => 0.23743603129733
1110 => 0.24493096864025
1111 => 0.25319899753846
1112 => 0.25291270198844
1113 => 0.25172407501144
1114 => 0.2534893887633
1115 => 0.26202288064208
1116 => 0.2612372534563
1117 => 0.26200042334772
1118 => 0.27206189119932
1119 => 0.28514323063352
1120 => 0.27906563512133
1121 => 0.29225226860179
1122 => 0.30055255538433
1123 => 0.31490704310907
1124 => 0.31310979054859
1125 => 0.31869788728173
1126 => 0.3098923333674
1127 => 0.28967300168404
1128 => 0.28647321504866
1129 => 0.2928792689242
1130 => 0.30862792728362
1201 => 0.29238328762774
1202 => 0.29566955707306
1203 => 0.29472311125173
1204 => 0.29467267917605
1205 => 0.29659746638279
1206 => 0.29380546214926
1207 => 0.28243033462988
1208 => 0.28764348853797
1209 => 0.28563043945784
1210 => 0.28786406749499
1211 => 0.2999180367932
1212 => 0.29458868963572
1213 => 0.28897465532633
1214 => 0.29601590020426
1215 => 0.30498182456811
1216 => 0.30442075313473
1217 => 0.30333204004432
1218 => 0.30946905873181
1219 => 0.31960561562578
1220 => 0.32234548622224
1221 => 0.32436800268235
1222 => 0.3246468735315
1223 => 0.32751941659506
1224 => 0.31207302856826
1225 => 0.33658684305817
1226 => 0.34081970164012
1227 => 0.34002409966073
1228 => 0.34472874382865
1229 => 0.34334451816914
1230 => 0.34133899236687
1231 => 0.34879685407954
]
'min_raw' => 0.12856956997482
'max_raw' => 0.34879685407954
'avg_raw' => 0.23868321202718
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.128569'
'max' => '$0.348796'
'avg' => '$0.238683'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.044340321947413
'max_diff' => 0.16076099139925
'year' => 2032
]
7 => [
'items' => [
101 => 0.34024701744438
102 => 0.32811160073526
103 => 0.32145387111732
104 => 0.33022130654196
105 => 0.33557527341445
106 => 0.33911390494093
107 => 0.34018469270274
108 => 0.31327208770055
109 => 0.29876768624587
110 => 0.30806484128502
111 => 0.31940801208815
112 => 0.31201001668172
113 => 0.31230000409539
114 => 0.30175240680481
115 => 0.32034124040555
116 => 0.31763300370662
117 => 0.33168334049145
118 => 0.32833011485675
119 => 0.33978761907385
120 => 0.33677047423071
121 => 0.34929447378829
122 => 0.35429063628556
123 => 0.36267997070908
124 => 0.36885119926176
125 => 0.37247506270468
126 => 0.37225749953634
127 => 0.3866170518988
128 => 0.3781497255552
129 => 0.36751276807206
130 => 0.36732037907036
131 => 0.37282941007773
201 => 0.38437482774034
202 => 0.38736838656126
203 => 0.38904137755335
204 => 0.38647913361173
205 => 0.37728845772451
206 => 0.37331997047419
207 => 0.3767012365896
208 => 0.37256623868596
209 => 0.37970440514315
210 => 0.38950663231895
211 => 0.38748251116936
212 => 0.39424884469925
213 => 0.40125128806365
214 => 0.41126509657415
215 => 0.41388307692905
216 => 0.41821049890282
217 => 0.4226648375979
218 => 0.42409545113897
219 => 0.42682693628217
220 => 0.42681254000717
221 => 0.43504405433637
222 => 0.44412366955026
223 => 0.44755101409993
224 => 0.45543200390701
225 => 0.44193608504521
226 => 0.45217289453183
227 => 0.46140675293272
228 => 0.45039776627988
301 => 0.46557108961591
302 => 0.46616023537756
303 => 0.47505563691238
304 => 0.46603844330411
305 => 0.46068406252342
306 => 0.47614195921124
307 => 0.4836215484993
308 => 0.48136863533482
309 => 0.46422385491309
310 => 0.45424485733342
311 => 0.42812789586255
312 => 0.45906456489357
313 => 0.47413291394358
314 => 0.4641848315293
315 => 0.46920206565366
316 => 0.49657446819257
317 => 0.50699610684757
318 => 0.50482847886009
319 => 0.50519477230778
320 => 0.5108180993599
321 => 0.53575502833175
322 => 0.52081224245833
323 => 0.53223544236305
324 => 0.53829426640311
325 => 0.54392203983345
326 => 0.5301020069646
327 => 0.51212234725883
328 => 0.50642743429525
329 => 0.46319569078847
330 => 0.460945290793
331 => 0.45968207308144
401 => 0.45171766409576
402 => 0.44545982026824
403 => 0.44048335051775
404 => 0.4274236077928
405 => 0.4318308875897
406 => 0.41101638346627
407 => 0.42433276558371
408 => 0.39111231441894
409 => 0.4187792933
410 => 0.40372141455821
411 => 0.41383237515297
412 => 0.41379709896396
413 => 0.39517961482603
414 => 0.38444143851225
415 => 0.39128422239547
416 => 0.39862022989913
417 => 0.39981047243531
418 => 0.4093217976532
419 => 0.41197620407626
420 => 0.403933228692
421 => 0.39042389440806
422 => 0.39356180464711
423 => 0.38437784886141
424 => 0.36828331960274
425 => 0.37984269149984
426 => 0.38378956929522
427 => 0.38553273537832
428 => 0.36970561432159
429 => 0.36473238926205
430 => 0.36208468596975
501 => 0.38838081182811
502 => 0.38982137296278
503 => 0.382451258523
504 => 0.41576487465375
505 => 0.40822497732145
506 => 0.41664888996132
507 => 0.39327707218294
508 => 0.3941699070964
509 => 0.38310531401011
510 => 0.38930074680205
511 => 0.38492201459283
512 => 0.38880021705693
513 => 0.39112479562348
514 => 0.40218757311891
515 => 0.41890561244861
516 => 0.40053516307221
517 => 0.39253089520923
518 => 0.39749669797371
519 => 0.41072128512136
520 => 0.43075721160421
521 => 0.41889553986576
522 => 0.42415954835904
523 => 0.42530950003538
524 => 0.41656314243841
525 => 0.43107970228448
526 => 0.43885924463832
527 => 0.44683944534389
528 => 0.45376843001639
529 => 0.44365197769371
530 => 0.45447803181545
531 => 0.44575414324914
601 => 0.43792791334613
602 => 0.43793978250637
603 => 0.43303027416523
604 => 0.42351748311643
605 => 0.42176317849463
606 => 0.43088929268148
607 => 0.4382075720131
608 => 0.43881034055105
609 => 0.4428621160158
610 => 0.44525991499924
611 => 0.46876160468655
612 => 0.47821417869496
613 => 0.48977260726438
614 => 0.49427526658951
615 => 0.50782665686543
616 => 0.49688280862751
617 => 0.49451503822121
618 => 0.46164379803779
619 => 0.46702646177634
620 => 0.47564462577157
621 => 0.4617859083878
622 => 0.47057607473078
623 => 0.47231143976806
624 => 0.46131499447421
625 => 0.46718867103401
626 => 0.4515899275149
627 => 0.41924562243088
628 => 0.43111571074215
629 => 0.43985609116777
630 => 0.42738249061928
701 => 0.44974093680744
702 => 0.43667959411633
703 => 0.43253977553826
704 => 0.41638886731334
705 => 0.42401147429004
706 => 0.43432115937124
707 => 0.42795097262059
708 => 0.44117006661653
709 => 0.45989182911838
710 => 0.47323407197743
711 => 0.47425832371286
712 => 0.46568015541534
713 => 0.47942672485726
714 => 0.47952685360817
715 => 0.4640206671213
716 => 0.4545232142369
717 => 0.45236537295876
718 => 0.45775608354127
719 => 0.46430140136851
720 => 0.47462154329918
721 => 0.48085778892755
722 => 0.49711861007725
723 => 0.50151832204608
724 => 0.5063522715905
725 => 0.51281191891668
726 => 0.52056838175134
727 => 0.50359768264479
728 => 0.50427196015763
729 => 0.48846908012493
730 => 0.47158143644775
731 => 0.48439705292422
801 => 0.5011517666772
802 => 0.49730821682996
803 => 0.49687573895554
804 => 0.49760304678095
805 => 0.49470513571473
806 => 0.4815979913638
807 => 0.47501566552583
808 => 0.48350854518723
809 => 0.48802213275268
810 => 0.49502231344048
811 => 0.49415939341482
812 => 0.51219110710209
813 => 0.51919768579024
814 => 0.51740510313341
815 => 0.51773498148317
816 => 0.53042005752026
817 => 0.54452847095835
818 => 0.55774286191226
819 => 0.57118510796186
820 => 0.55497995568927
821 => 0.54675197876009
822 => 0.55524115069591
823 => 0.55073667657301
824 => 0.57662072099696
825 => 0.57841287607306
826 => 0.60429504878599
827 => 0.62886031268235
828 => 0.61343131056146
829 => 0.62798016462394
830 => 0.64371593647798
831 => 0.67407279342141
901 => 0.66384967196997
902 => 0.6560189211549
903 => 0.64861889947257
904 => 0.66401716987313
905 => 0.68382679875008
906 => 0.68809360307591
907 => 0.69500745612845
908 => 0.68773838502943
909 => 0.69649318050628
910 => 0.72740145559164
911 => 0.71904976682868
912 => 0.70718902618432
913 => 0.73158814090192
914 => 0.74041808566906
915 => 0.80239126232282
916 => 0.88063495783244
917 => 0.84824155411566
918 => 0.82813392310004
919 => 0.8328596933481
920 => 0.86143164223197
921 => 0.87060804538514
922 => 0.84566341831896
923 => 0.85447428230349
924 => 0.90302300912328
925 => 0.92906784343245
926 => 0.89369546015267
927 => 0.79610445757282
928 => 0.70612109626047
929 => 0.72998873568408
930 => 0.72728288607252
1001 => 0.77944243646337
1002 => 0.71885058181377
1003 => 0.7198707932496
1004 => 0.77310894790461
1005 => 0.75890592097568
1006 => 0.73589883633708
1007 => 0.7062890734395
1008 => 0.65155268815175
1009 => 0.60307114526537
1010 => 0.69815461549808
1011 => 0.69405444336358
1012 => 0.68811678650135
1013 => 0.70133039932666
1014 => 0.76549195245697
1015 => 0.76401282098663
1016 => 0.75460334123188
1017 => 0.76174034869451
1018 => 0.73464768442196
1019 => 0.74163008089349
1020 => 0.7061068424363
1021 => 0.72216482980044
1022 => 0.73584947346645
1023 => 0.73859686828702
1024 => 0.74478688910321
1025 => 0.69189383896195
1026 => 0.71564126561701
1027 => 0.72959065394389
1028 => 0.66656680999996
1029 => 0.72834487518623
1030 => 0.69097308863541
1031 => 0.67828854297467
1101 => 0.69536661264504
1102 => 0.68871127228553
1103 => 0.68298940145912
1104 => 0.67979649922376
1105 => 0.69233674875192
1106 => 0.69175173112259
1107 => 0.67123344893698
1108 => 0.64446818625802
1109 => 0.65345148695288
1110 => 0.65018776959154
1111 => 0.63835963684615
1112 => 0.64633037018235
1113 => 0.61123129446555
1114 => 0.55084515898599
1115 => 0.59073808976114
1116 => 0.58920225532145
1117 => 0.58842781795242
1118 => 0.61840625287032
1119 => 0.61552451807313
1120 => 0.61029414119821
1121 => 0.63826357687313
1122 => 0.62805435660978
1123 => 0.6595167678666
1124 => 0.68023994678151
1125 => 0.67498387828408
1126 => 0.69447412821737
1127 => 0.65365844405717
1128 => 0.66721577709417
1129 => 0.67000992464344
1130 => 0.63791843837848
1201 => 0.61599600552497
1202 => 0.61453402918767
1203 => 0.576523551717
1204 => 0.59682844197198
1205 => 0.61469590512291
1206 => 0.60613877684476
1207 => 0.60342984566884
1208 => 0.61726918755115
1209 => 0.61834462294135
1210 => 0.59382458207519
1211 => 0.59892307501997
1212 => 0.62018463815364
1213 => 0.59838733818056
1214 => 0.55603874490158
1215 => 0.54553570825329
1216 => 0.54413440955503
1217 => 0.51564934115851
1218 => 0.54623757138435
1219 => 0.53288498917717
1220 => 0.57506563638116
1221 => 0.55097227691759
1222 => 0.5499336603459
1223 => 0.54836363906587
1224 => 0.52384536399363
1225 => 0.52921330801678
1226 => 0.5470571715107
1227 => 0.55342406303084
1228 => 0.55275994408289
1229 => 0.54696972684489
1230 => 0.54962045864574
1231 => 0.54108152793904
]
'min_raw' => 0.29876768624587
'max_raw' => 0.92906784343245
'avg_raw' => 0.61391776483916
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.298767'
'max' => '$0.929067'
'avg' => '$0.613917'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.17019811627105
'max_diff' => 0.58027098935292
'year' => 2033
]
8 => [
'items' => [
101 => 0.53806625378403
102 => 0.52854921913433
103 => 0.5145618073472
104 => 0.51650684274598
105 => 0.48879411999028
106 => 0.47369475780746
107 => 0.46951545336165
108 => 0.46392671279156
109 => 0.47014671648011
110 => 0.48871561332864
111 => 0.46631758411809
112 => 0.42791773407568
113 => 0.43022563049339
114 => 0.43541078852339
115 => 0.42574828083774
116 => 0.41660352822608
117 => 0.42455414868469
118 => 0.40828362600544
119 => 0.43737700345583
120 => 0.43659010912905
121 => 0.44743432112016
122 => 0.45421542942384
123 => 0.43858717019375
124 => 0.43465670526069
125 => 0.43689567671623
126 => 0.39989046592666
127 => 0.44441020591624
128 => 0.44479521447639
129 => 0.44149853743889
130 => 0.46520392459058
131 => 0.5152296853763
201 => 0.49640798188715
202 => 0.48911964940715
203 => 0.47526452403493
204 => 0.49372565595747
205 => 0.49230812906434
206 => 0.48589753487249
207 => 0.48202038750299
208 => 0.48916415041112
209 => 0.48113519622215
210 => 0.47969297542891
211 => 0.47095468657354
212 => 0.46783551501898
213 => 0.46552620457778
214 => 0.46298388069018
215 => 0.46859161367859
216 => 0.45588375296815
217 => 0.44055931871831
218 => 0.43928525782311
219 => 0.44280305197133
220 => 0.44124668992972
221 => 0.43927780656043
222 => 0.43551867201498
223 => 0.43440341709655
224 => 0.43802745453669
225 => 0.43393612756128
226 => 0.43997310337961
227 => 0.43833137999813
228 => 0.42916084664426
301 => 0.41773096671903
302 => 0.41762921681271
303 => 0.41516666793158
304 => 0.41203024168476
305 => 0.41115775965461
306 => 0.42388456960575
307 => 0.45022868532324
308 => 0.44505670504663
309 => 0.44879399084234
310 => 0.46717773802951
311 => 0.47302137844174
312 => 0.46887370089135
313 => 0.46319610404275
314 => 0.4634458894898
315 => 0.48284795664688
316 => 0.48405803977641
317 => 0.48711552945711
318 => 0.4910452677433
319 => 0.46954295231415
320 => 0.46243313236676
321 => 0.45906410523789
322 => 0.44868880565856
323 => 0.45987767674391
324 => 0.45335840071771
325 => 0.45423807378382
326 => 0.4536651855455
327 => 0.45397802126216
328 => 0.43736887126391
329 => 0.44342037257205
330 => 0.43335857793929
331 => 0.41988696441547
401 => 0.41984180284319
402 => 0.42313896116792
403 => 0.42117768237855
404 => 0.41589993158545
405 => 0.41664961117533
406 => 0.41008162911805
407 => 0.41744708311423
408 => 0.41765829797998
409 => 0.41482219699246
410 => 0.42616969511037
411 => 0.43081877434795
412 => 0.42895199192279
413 => 0.43068779591654
414 => 0.44527162417722
415 => 0.44764942452075
416 => 0.44870548636467
417 => 0.4472905033952
418 => 0.43095436152523
419 => 0.4316789388838
420 => 0.42636247099124
421 => 0.4218706158576
422 => 0.42205026650627
423 => 0.42435966394525
424 => 0.43444493800566
425 => 0.45566880270641
426 => 0.45647423285736
427 => 0.45745043769637
428 => 0.45347972201488
429 => 0.45228211617072
430 => 0.45386206740747
501 => 0.46183263509128
502 => 0.48233509916206
503 => 0.47508815904591
504 => 0.46919628392614
505 => 0.4743650468443
506 => 0.47356935630716
507 => 0.46685292741897
508 => 0.46666441962984
509 => 0.4537734452212
510 => 0.44900794549561
511 => 0.44502553723343
512 => 0.44067685137454
513 => 0.43809880462811
514 => 0.44205985613191
515 => 0.44296579547661
516 => 0.43430488713623
517 => 0.43312443733259
518 => 0.44019712204204
519 => 0.43708469719767
520 => 0.44028590333452
521 => 0.44102861061771
522 => 0.44090901763912
523 => 0.43765928864188
524 => 0.43973056899641
525 => 0.43483137347957
526 => 0.42950423419038
527 => 0.42610585121638
528 => 0.42314031134148
529 => 0.42478576522226
530 => 0.41892002258527
531 => 0.41704345346162
601 => 0.43902886581758
602 => 0.45526972630794
603 => 0.45503357776432
604 => 0.45359608423753
605 => 0.45146026044163
606 => 0.46167638627738
607 => 0.45811729231409
608 => 0.46070683054464
609 => 0.46136597670689
610 => 0.4633610136179
611 => 0.46407406783437
612 => 0.4619187227442
613 => 0.45468512136837
614 => 0.43665967448996
615 => 0.4282687803093
616 => 0.42549964546829
617 => 0.42560029826042
618 => 0.42282384491948
619 => 0.4236416348603
620 => 0.42253945095185
621 => 0.42045218127617
622 => 0.42465688220156
623 => 0.42514143481371
624 => 0.42416000737529
625 => 0.42439116906523
626 => 0.41626536904825
627 => 0.41688315597523
628 => 0.41344323986123
629 => 0.41279829705867
630 => 0.40410248867024
701 => 0.38869660363257
702 => 0.39723295942888
703 => 0.3869222420202
704 => 0.38301741710467
705 => 0.40150225092993
706 => 0.39964688630335
707 => 0.39647130857028
708 => 0.39177396725466
709 => 0.3900316776679
710 => 0.3794460776806
711 => 0.37882062396137
712 => 0.38406713315032
713 => 0.38164604968098
714 => 0.37824593155401
715 => 0.36593104836259
716 => 0.35208504233773
717 => 0.35250296622673
718 => 0.35690712312913
719 => 0.36971280330437
720 => 0.36470940251939
721 => 0.36107937784248
722 => 0.36039958333863
723 => 0.36890863480044
724 => 0.38095072532028
725 => 0.38660060476561
726 => 0.38100174582468
727 => 0.37457007813732
728 => 0.37496154394797
729 => 0.37756579060646
730 => 0.3778394601082
731 => 0.37365310562985
801 => 0.3748315398938
802 => 0.37304139048858
803 => 0.36205524689311
804 => 0.3618565423929
805 => 0.35916036557908
806 => 0.35907872641668
807 => 0.35449185706354
808 => 0.3538501223335
809 => 0.34474261482977
810 => 0.3507372038488
811 => 0.34671634826488
812 => 0.34065597047598
813 => 0.33961115906087
814 => 0.33957975076809
815 => 0.34580240368162
816 => 0.3506644885265
817 => 0.34678629276924
818 => 0.34590330277098
819 => 0.3553313258622
820 => 0.3541315239855
821 => 0.35309250329818
822 => 0.37987248819304
823 => 0.35867404048047
824 => 0.3494303073127
825 => 0.33798943218027
826 => 0.34171463881329
827 => 0.34249959458554
828 => 0.31498635226478
829 => 0.3038242332818
830 => 0.29999381468242
831 => 0.29778935462431
901 => 0.29879395475466
902 => 0.28874673848401
903 => 0.29549863398351
904 => 0.28679859396317
905 => 0.28534000394138
906 => 0.30089675322589
907 => 0.30306138400762
908 => 0.2938263965947
909 => 0.29975675352245
910 => 0.29760632366232
911 => 0.28694773117869
912 => 0.28654065134512
913 => 0.28119254430448
914 => 0.27282379238346
915 => 0.26899904819196
916 => 0.26700708820908
917 => 0.26782900972054
918 => 0.26741342105313
919 => 0.26470142388328
920 => 0.26756886955636
921 => 0.260243730772
922 => 0.25732680148541
923 => 0.25600929219891
924 => 0.24950780990853
925 => 0.25985455945482
926 => 0.26189299946035
927 => 0.2639354558224
928 => 0.28171364400988
929 => 0.28082549596867
930 => 0.28885392171555
1001 => 0.28854195185436
1002 => 0.28625211477947
1003 => 0.27659166882045
1004 => 0.28044215039882
1005 => 0.26859096659828
1006 => 0.27747067930381
1007 => 0.27341834925068
1008 => 0.27610058243657
1009 => 0.27127768532112
1010 => 0.27394687571735
1011 => 0.2623763892068
1012 => 0.25157203170439
1013 => 0.25592002056222
1014 => 0.26064678170352
1015 => 0.27089560421419
1016 => 0.26479149007778
1017 => 0.26698676034335
1018 => 0.25963297243752
1019 => 0.24446000748213
1020 => 0.24454588481599
1021 => 0.24221185471862
1022 => 0.24019491194051
1023 => 0.26549262101521
1024 => 0.26234645099417
1025 => 0.2573334408262
1026 => 0.26404355414514
1027 => 0.26581781461048
1028 => 0.26586832531162
1029 => 0.27076385077602
1030 => 0.27337659359394
1031 => 0.27383710083988
1101 => 0.28154031593294
1102 => 0.28412233202428
1103 => 0.29475729088388
1104 => 0.27315492062006
1105 => 0.27271003402031
1106 => 0.26413797920026
1107 => 0.25870144651456
1108 => 0.26451022324441
1109 => 0.26965600644996
1110 => 0.26429787302827
1111 => 0.26499753213677
1112 => 0.25780467579375
1113 => 0.26037578348103
1114 => 0.26259036778693
1115 => 0.26136760450046
1116 => 0.25953706867821
1117 => 0.26923411090884
1118 => 0.26868696578317
1119 => 0.27771707444237
1120 => 0.28475668989148
1121 => 0.29737293925807
1122 => 0.28420722534408
1123 => 0.28372741440008
1124 => 0.28841764334177
1125 => 0.28412161397466
1126 => 0.28683655624078
1127 => 0.29693552008616
1128 => 0.29714889527847
1129 => 0.29357458588881
1130 => 0.29335708883761
1201 => 0.29404357405456
1202 => 0.29806433941218
1203 => 0.29665936045059
1204 => 0.29828523767466
1205 => 0.30031842203968
1206 => 0.3087285346257
1207 => 0.31075618429789
1208 => 0.30583004681029
1209 => 0.3062748218698
1210 => 0.30443231122394
1211 => 0.30265246902663
1212 => 0.3066532943611
1213 => 0.31396488129627
1214 => 0.31391939629342
1215 => 0.31561554234544
1216 => 0.31667222728421
1217 => 0.31213616198634
1218 => 0.30918335027317
1219 => 0.31031564617629
1220 => 0.31212621198358
1221 => 0.30972850408718
1222 => 0.2949287402243
1223 => 0.29941804316773
1224 => 0.29867080364224
1225 => 0.29760664369052
1226 => 0.30212067251488
1227 => 0.30168528342273
1228 => 0.28864368975915
1229 => 0.28947857027214
1230 => 0.28869446160835
1231 => 0.29122807711459
]
'min_raw' => 0.24019491194051
'max_raw' => 0.53806625378403
'avg_raw' => 0.38913058286227
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.240194'
'max' => '$0.538066'
'avg' => '$0.38913'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.058572774305365
'max_diff' => -0.39100158964842
'year' => 2034
]
9 => [
'items' => [
101 => 0.28398479042271
102 => 0.28621277662485
103 => 0.28761014868476
104 => 0.28843321156317
105 => 0.29140667905947
106 => 0.29105777696841
107 => 0.29138499081561
108 => 0.29579385814631
109 => 0.31809239616442
110 => 0.31930605638979
111 => 0.31332954956467
112 => 0.31571704615992
113 => 0.31113357478515
114 => 0.31421048982562
115 => 0.31631563695115
116 => 0.30680288188742
117 => 0.30623959826982
118 => 0.30163720927825
119 => 0.30411027242968
120 => 0.30017545113622
121 => 0.30114091864743
122 => 0.29844138731815
123 => 0.30330000623953
124 => 0.3087326971467
125 => 0.31010520941331
126 => 0.30649472054353
127 => 0.303880488659
128 => 0.29929075865128
129 => 0.30692358194292
130 => 0.30915565207947
131 => 0.30691185782871
201 => 0.30639192167294
202 => 0.30540664359726
203 => 0.30660095307441
204 => 0.30914349574615
205 => 0.30794447957555
206 => 0.30873645088017
207 => 0.3057182729442
208 => 0.3121376636127
209 => 0.32233320090478
210 => 0.32236598122431
211 => 0.32116695859056
212 => 0.32067634436214
213 => 0.32190661434714
214 => 0.32257398534568
215 => 0.32655245288424
216 => 0.33082150706225
217 => 0.35074332017677
218 => 0.34514935477263
219 => 0.36282517252179
220 => 0.37680444944371
221 => 0.38099622335289
222 => 0.37713998859464
223 => 0.36394801779638
224 => 0.3633007567734
225 => 0.38301513065241
226 => 0.37744491705606
227 => 0.37678235787305
228 => 0.3697338475772
301 => 0.37390039013703
302 => 0.3729891061597
303 => 0.37155059981996
304 => 0.37950007278024
305 => 0.39438077650755
306 => 0.3920614792813
307 => 0.390330231491
308 => 0.38274440763256
309 => 0.38731276795044
310 => 0.38568606234242
311 => 0.39267542196735
312 => 0.38853508015882
313 => 0.37740271720961
314 => 0.37917558270202
315 => 0.37890761764936
316 => 0.38442231944504
317 => 0.38276694284929
318 => 0.37858437880119
319 => 0.39432991587995
320 => 0.39330748828334
321 => 0.39475705685585
322 => 0.39539520177087
323 => 0.40497923272322
324 => 0.40890550354962
325 => 0.40979683576626
326 => 0.41352648938265
327 => 0.40970403858665
328 => 0.4249965671319
329 => 0.43516520627071
330 => 0.44697660390383
331 => 0.46423623045021
401 => 0.47072600969212
402 => 0.46955368915983
403 => 0.4826397410259
404 => 0.50615508534263
405 => 0.47430681257566
406 => 0.50784312113292
407 => 0.497225913039
408 => 0.47205270364371
409 => 0.4704318457313
410 => 0.48747943540076
411 => 0.52528934851791
412 => 0.51581839411855
413 => 0.52530483960643
414 => 0.5142383970426
415 => 0.513688854894
416 => 0.52476736719187
417 => 0.55065291503411
418 => 0.53835566155951
419 => 0.52072453329342
420 => 0.53374308403436
421 => 0.52246521057256
422 => 0.49705300518511
423 => 0.51581115185821
424 => 0.50326811337917
425 => 0.50692883883195
426 => 0.53329244007874
427 => 0.53012030182729
428 => 0.53422534245676
429 => 0.52698005319336
430 => 0.5202118105441
501 => 0.50757838302296
502 => 0.5038382479544
503 => 0.50487188673139
504 => 0.50383773573435
505 => 0.49676944914347
506 => 0.49524305332714
507 => 0.492698993427
508 => 0.49348750396909
509 => 0.48870392706585
510 => 0.49773152501969
511 => 0.49940712675084
512 => 0.50597665970245
513 => 0.50665873040708
514 => 0.52495478616587
515 => 0.51487762610666
516 => 0.52163825509452
517 => 0.52103352080434
518 => 0.47259828342316
519 => 0.47927223178657
520 => 0.48965480103966
521 => 0.48497746766438
522 => 0.47836481259919
523 => 0.47302473908591
524 => 0.46493398166274
525 => 0.47632156736662
526 => 0.49129503163248
527 => 0.50703848217084
528 => 0.52595320644094
529 => 0.52173166017552
530 => 0.50668488455742
531 => 0.50735987191997
601 => 0.51153237819753
602 => 0.50612860345592
603 => 0.50453492479041
604 => 0.51131343122148
605 => 0.51136011106987
606 => 0.50514241516166
607 => 0.49823258398603
608 => 0.4982036315411
609 => 0.49697409382445
610 => 0.51445712907096
611 => 0.5240710307223
612 => 0.52517324905305
613 => 0.52399684264662
614 => 0.52444959478256
615 => 0.51885547723951
616 => 0.53164197105889
617 => 0.54337612224073
618 => 0.54023111906042
619 => 0.53551631220459
620 => 0.53176074144806
621 => 0.53934642594394
622 => 0.53900864735431
623 => 0.54327363466681
624 => 0.54308015020655
625 => 0.54164599538765
626 => 0.54023117027861
627 => 0.54584079191137
628 => 0.5442253109689
629 => 0.54260732073832
630 => 0.53936219362898
701 => 0.539803260299
702 => 0.53508926752104
703 => 0.53290835876433
704 => 0.50011272379514
705 => 0.49134865850309
706 => 0.49410601185297
707 => 0.4950138041704
708 => 0.49119967172384
709 => 0.49666815788197
710 => 0.49581590010678
711 => 0.4991315365559
712 => 0.49706007085069
713 => 0.49714508452579
714 => 0.50323682348176
715 => 0.50500528121679
716 => 0.50410582933955
717 => 0.50473577460296
718 => 0.51925259731501
719 => 0.51718876934722
720 => 0.51609240187294
721 => 0.51639610315603
722 => 0.52010546260315
723 => 0.52114388072482
724 => 0.51674403017493
725 => 0.51881902512949
726 => 0.52765409028994
727 => 0.53074586307472
728 => 0.5406133176686
729 => 0.5364214475771
730 => 0.54411580654994
731 => 0.56776564283216
801 => 0.5866587684986
802 => 0.5692838693443
803 => 0.60397868860567
804 => 0.63099358207687
805 => 0.62995670546978
806 => 0.62524603392734
807 => 0.59449029593848
808 => 0.5661884072989
809 => 0.58986413890757
810 => 0.5899244932164
811 => 0.58789072687425
812 => 0.57525917879161
813 => 0.58745117638144
814 => 0.58841893287529
815 => 0.58787724658596
816 => 0.57819266828723
817 => 0.56340610723432
818 => 0.56629536587003
819 => 0.57102803045461
820 => 0.56206810905874
821 => 0.55920487127198
822 => 0.56452817507085
823 => 0.58168096906518
824 => 0.57843833271992
825 => 0.57835365438043
826 => 0.59222702775725
827 => 0.58229668648081
828 => 0.56633180867411
829 => 0.56230046647706
830 => 0.547991917515
831 => 0.5578748832484
901 => 0.55823055359084
902 => 0.55281775426012
903 => 0.56677102750816
904 => 0.56664244563876
905 => 0.57988900191713
906 => 0.60521144234203
907 => 0.59772235066677
908 => 0.5890133518593
909 => 0.58996026150402
910 => 0.6003455231344
911 => 0.59406635688021
912 => 0.59632438884512
913 => 0.60034210533258
914 => 0.60276609344375
915 => 0.58961148691788
916 => 0.58654451887913
917 => 0.58027057863136
918 => 0.57863382472936
919 => 0.58374381815111
920 => 0.58239751542321
921 => 0.55820066087578
922 => 0.55567195494554
923 => 0.55574950674626
924 => 0.54939095545128
925 => 0.53969263849925
926 => 0.56517923639276
927 => 0.5631323058972
928 => 0.56087265304994
929 => 0.56114944763033
930 => 0.57221231595495
1001 => 0.56579529363843
1002 => 0.58285599919618
1003 => 0.57934883102526
1004 => 0.57575171722451
1005 => 0.57525448652648
1006 => 0.57386990460452
1007 => 0.56912165801388
1008 => 0.56338786493029
1009 => 0.55960191808386
1010 => 0.51620318898689
1011 => 0.52425774066849
1012 => 0.53352376818269
1013 => 0.53672236374932
1014 => 0.53125094469653
1015 => 0.56933770298677
1016 => 0.57629652073954
1017 => 0.55521780785397
1018 => 0.55127484131125
1019 => 0.56959620321688
1020 => 0.55854618229239
1021 => 0.56352200603808
1022 => 0.55276699672996
1023 => 0.57462034532087
1024 => 0.57445385941898
1025 => 0.56595241323685
1026 => 0.57313777733459
1027 => 0.57188914349948
1028 => 0.562291031698
1029 => 0.57492462258481
1030 => 0.57493088868828
1031 => 0.56674843157536
1101 => 0.55719311303766
1102 => 0.55548484776967
1103 => 0.55419789936338
1104 => 0.56320549562151
1105 => 0.57128167826053
1106 => 0.58630945189626
1107 => 0.59008779123938
1108 => 0.60483490123387
1109 => 0.59605371525591
1110 => 0.59994630126454
1111 => 0.60417225401682
1112 => 0.60619833117054
1113 => 0.60289694717386
1114 => 0.62580527914794
1115 => 0.6277394442597
1116 => 0.62838795309122
1117 => 0.62066339244183
1118 => 0.62752461025442
1119 => 0.62431447365956
1120 => 0.63266635727775
1121 => 0.63397603927128
1122 => 0.63286678521605
1123 => 0.63328249895272
1124 => 0.61373427891953
1125 => 0.61272060058573
1126 => 0.59889902457708
1127 => 0.60453141896454
1128 => 0.59400192762488
1129 => 0.59734093779446
1130 => 0.59881274166196
1201 => 0.59804395484571
1202 => 0.60484986609243
1203 => 0.59906345117691
1204 => 0.58379215084017
1205 => 0.56851668984787
1206 => 0.56832491887824
1207 => 0.56430315963325
1208 => 0.56139616432106
1209 => 0.56195615474939
1210 => 0.56392963405951
1211 => 0.56128146211597
1212 => 0.56184658386585
1213 => 0.57123137030036
1214 => 0.57311342229057
1215 => 0.56671747426266
1216 => 0.54103681999973
1217 => 0.53473472302856
1218 => 0.53926454535542
1219 => 0.5370995820411
1220 => 0.43348128161083
1221 => 0.45782486430495
1222 => 0.44336073409806
1223 => 0.45002647076002
1224 => 0.43526233928715
1225 => 0.44230855668044
1226 => 0.44100737761456
1227 => 0.48015113820772
1228 => 0.47953996222654
1229 => 0.47983249982601
1230 => 0.46586891800029
1231 => 0.48811328300123
]
'min_raw' => 0.28398479042271
'max_raw' => 0.63397603927128
'avg_raw' => 0.45898041484699
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.283984'
'max' => '$0.633976'
'avg' => '$0.45898'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0437898784822
'max_diff' => 0.095909785487246
'year' => 2035
]
10 => [
'items' => [
101 => 0.49907165708219
102 => 0.49704355368749
103 => 0.49755398361817
104 => 0.48878310627391
105 => 0.47991742109089
106 => 0.47008401180376
107 => 0.48835327081313
108 => 0.48632204107794
109 => 0.49098095127708
110 => 0.50282987165826
111 => 0.50457467019406
112 => 0.50691969712017
113 => 0.50607917189754
114 => 0.52610389273537
115 => 0.52367876691455
116 => 0.52952262238641
117 => 0.5175013683064
118 => 0.50389817824695
119 => 0.50648369995547
120 => 0.50623469342348
121 => 0.50306455447496
122 => 0.50020269477872
123 => 0.49543850470845
124 => 0.51051310705825
125 => 0.5099011057323
126 => 0.51980869582564
127 => 0.51805743303945
128 => 0.50636207154655
129 => 0.50677977367027
130 => 0.50958902119305
131 => 0.51931185894481
201 => 0.52219825917081
202 => 0.52086116358297
203 => 0.5240259696616
204 => 0.52652730334661
205 => 0.52434009866122
206 => 0.55530630459979
207 => 0.54244697693775
208 => 0.5487145237656
209 => 0.55020929675351
210 => 0.54638046717666
211 => 0.54721080321177
212 => 0.54846853605194
213 => 0.55610524356809
214 => 0.57614617378958
215 => 0.58502216536146
216 => 0.61172602393915
217 => 0.58428513782118
218 => 0.58265690920062
219 => 0.58746708050973
220 => 0.60314507238534
221 => 0.61585061224163
222 => 0.62006577281214
223 => 0.62062287586625
224 => 0.6285307973151
225 => 0.63306347041558
226 => 0.62757056765223
227 => 0.62291590769118
228 => 0.60624349346837
229 => 0.60817337081214
301 => 0.62146831194341
302 => 0.64024819935947
303 => 0.65636329647671
304 => 0.65072035113408
305 => 0.69377204079969
306 => 0.69804043997965
307 => 0.69745068522685
308 => 0.70717473378177
309 => 0.68787447766831
310 => 0.67962324425495
311 => 0.62392229800739
312 => 0.63957199189088
313 => 0.66231974102483
314 => 0.65930899112727
315 => 0.64278896765712
316 => 0.65635076455752
317 => 0.65186681038565
318 => 0.64833012969086
319 => 0.66453234957295
320 => 0.64671734326209
321 => 0.66214202270911
322 => 0.64235971177042
323 => 0.65074612763308
324 => 0.64598559238415
325 => 0.64906624211946
326 => 0.6310568267148
327 => 0.64077427011331
328 => 0.63065254912143
329 => 0.6306477501078
330 => 0.6304243125559
331 => 0.64233247241627
401 => 0.6427207970818
402 => 0.63392064895276
403 => 0.63265241012321
404 => 0.63734175378692
405 => 0.63185176049777
406 => 0.63442049380416
407 => 0.63192956481281
408 => 0.63136880422987
409 => 0.62690056849942
410 => 0.62497552969005
411 => 0.62573038700934
412 => 0.62315366982297
413 => 0.62160110451425
414 => 0.6301154682385
415 => 0.62556658716908
416 => 0.62941828697447
417 => 0.62502878892296
418 => 0.60981287626316
419 => 0.60106204398716
420 => 0.57232059548865
421 => 0.58047163462917
422 => 0.5858757820122
423 => 0.58408971133435
424 => 0.58792688226797
425 => 0.58816245339908
426 => 0.58691495001324
427 => 0.5854705009075
428 => 0.58476742296588
429 => 0.5900075899218
430 => 0.59304968321561
501 => 0.58641816050025
502 => 0.5848644875129
503 => 0.59156932311454
504 => 0.59565926895828
505 => 0.62585713112642
506 => 0.62361997595919
507 => 0.6292347964094
508 => 0.62860265379315
509 => 0.63448788013601
510 => 0.64410773792436
511 => 0.6245478772861
512 => 0.62794279276381
513 => 0.62711043788873
514 => 0.63619787015975
515 => 0.63622624013138
516 => 0.63077787053399
517 => 0.63373152008243
518 => 0.63208287393363
519 => 0.63506220035241
520 => 0.62359009738801
521 => 0.63756188046166
522 => 0.64548298114261
523 => 0.64559296563325
524 => 0.64934750449028
525 => 0.65316233341725
526 => 0.66048456534098
527 => 0.65295812034304
528 => 0.6394187784764
529 => 0.64039627522736
530 => 0.6324581640448
531 => 0.63259160512792
601 => 0.63187928616828
602 => 0.63401700898702
603 => 0.62405920733214
604 => 0.62639628347717
605 => 0.62312436318822
606 => 0.6279356802481
607 => 0.62275949843088
608 => 0.627110036502
609 => 0.62898758451088
610 => 0.63591577708435
611 => 0.62173619875463
612 => 0.59282307866728
613 => 0.59890096704733
614 => 0.5899112927254
615 => 0.59074332131
616 => 0.59242415146725
617 => 0.58697603099418
618 => 0.58801536069043
619 => 0.58797822852003
620 => 0.58765824353594
621 => 0.5862409769845
622 => 0.58418566008726
623 => 0.59237341001266
624 => 0.59376466827377
625 => 0.59685726304777
626 => 0.60605872736812
627 => 0.60513928409704
628 => 0.6066389342195
629 => 0.60336520642235
630 => 0.59089518015323
701 => 0.59157236257475
702 => 0.58312788692728
703 => 0.59664131881969
704 => 0.59344115977898
705 => 0.59137799642717
706 => 0.59081504319156
707 => 0.60003931616219
708 => 0.60279936320777
709 => 0.60107948710884
710 => 0.59755197105311
711 => 0.6043258446966
712 => 0.60613824751681
713 => 0.60654397766942
714 => 0.61854598300424
715 => 0.60721475644199
716 => 0.60994229529823
717 => 0.63122177484431
718 => 0.61192422326346
719 => 0.62214656672259
720 => 0.62164623620477
721 => 0.62687564121322
722 => 0.62121727235919
723 => 0.62128741462262
724 => 0.62593077199955
725 => 0.61941001399758
726 => 0.61779538261466
727 => 0.61556478092338
728 => 0.62043521811137
729 => 0.62335482493465
730 => 0.64688471171532
731 => 0.66208609166884
801 => 0.66142615967427
802 => 0.66745670276371
803 => 0.66473988786847
804 => 0.6559665759122
805 => 0.67094154963014
806 => 0.66620284136627
807 => 0.66659349471802
808 => 0.66657895458075
809 => 0.66972978131116
810 => 0.66749713180364
811 => 0.66309635044754
812 => 0.66601779448758
813 => 0.67469343885116
814 => 0.70162290515697
815 => 0.71669299126968
816 => 0.70071566705043
817 => 0.71173661135197
818 => 0.70512797193502
819 => 0.70392698556297
820 => 0.71084895302573
821 => 0.71778303647621
822 => 0.71734136533728
823 => 0.71230757682135
824 => 0.70946411741636
825 => 0.73099574465974
826 => 0.74685988083096
827 => 0.7457780530986
828 => 0.75055288888
829 => 0.76457195441432
830 => 0.76585368207413
831 => 0.76569221384917
901 => 0.76251531810988
902 => 0.77631890873412
903 => 0.78783410688393
904 => 0.76177995853558
905 => 0.77170103715279
906 => 0.77615492898124
907 => 0.78269456359557
908 => 0.79372802335996
909 => 0.80571328714476
910 => 0.80740813485566
911 => 0.80620555929885
912 => 0.79830095565159
913 => 0.81141537429885
914 => 0.81909749317146
915 => 0.82367201915793
916 => 0.83527225593107
917 => 0.77618243470089
918 => 0.73435572227949
919 => 0.72782387714984
920 => 0.74110664107311
921 => 0.74460919999161
922 => 0.7431973228834
923 => 0.69611755533479
924 => 0.72757601191708
925 => 0.76142266609746
926 => 0.76272285392936
927 => 0.77966719671222
928 => 0.7851849692944
929 => 0.79882738618038
930 => 0.79797404928974
1001 => 0.80129576070321
1002 => 0.80053215677327
1003 => 0.82580186130476
1004 => 0.85367809799042
1005 => 0.852712832555
1006 => 0.84870529371477
1007 => 0.85465717227942
1008 => 0.8834284359381
1009 => 0.88077963903051
1010 => 0.88335271960225
1011 => 0.91727566093318
1012 => 0.96138031014554
1013 => 0.94088927255202
1014 => 0.98534892799273
1015 => 1.0133339243876
1016 => 1.0617310819499
1017 => 1.055671519462
1018 => 1.0745121777463
1019 => 1.04482363794
1020 => 0.97665274950088
1021 => 0.96586444545771
1022 => 0.9874629033555
1023 => 1.0405606045505
1024 => 0.98579066778619
1025 => 0.9968705546611
1026 => 0.99367954649574
1027 => 0.99350951123152
1028 => 0.99999906568341
1029 => 0.99058562847855
1030 => 0.95223359186093
1031 => 0.96981010423281
1101 => 0.96302296871258
1102 => 0.97055380158675
1103 => 1.0111946006569
1104 => 0.99322633463236
1105 => 0.97429822599887
1106 => 0.99803827470882
1107 => 1.0282675146824
1108 => 1.026375823172
1109 => 1.0227051509762
1110 => 1.043396537954
1111 => 1.0775726472338
1112 => 1.0868103122414
1113 => 1.0936293676943
1114 => 1.0945696002324
1115 => 1.1042545797257
1116 => 1.052176004061
1117 => 1.1348260411136
1118 => 1.1490974193514
1119 => 1.1464149917307
1120 => 1.1622770280106
1121 => 1.157610014556
1122 => 1.1508482442923
1123 => 1.1759929457479
1124 => 1.1471665746019
1125 => 1.1062511698994
1126 => 1.0838041696646
1127 => 1.1133641903216
1128 => 1.1314154634342
1129 => 1.1433462066851
1130 => 1.1469564423841
1201 => 1.0562187156411
1202 => 1.0073161134717
1203 => 1.0386621207928
1204 => 1.0769064131105
1205 => 1.0519635550861
1206 => 1.0529412678976
1207 => 1.0173793072227
1208 => 1.0800528575385
1209 => 1.070921848425
1210 => 1.1182935398583
1211 => 1.1069879055161
1212 => 1.1456176809215
1213 => 1.1354451664325
1214 => 1.1776707053386
1215 => 1.1945156160191
1216 => 1.2228008427526
1217 => 1.2436075706794
1218 => 1.2558256792873
1219 => 1.2550921498754
1220 => 1.3035063832174
1221 => 1.2749582012801
1222 => 1.239094956477
1223 => 1.2384463035256
1224 => 1.2570203861952
1225 => 1.2959465679201
1226 => 1.3060395604884
1227 => 1.3116801664227
1228 => 1.3030413820834
1229 => 1.2720543766571
1230 => 1.2586743448217
1231 => 1.2700745196023
]
'min_raw' => 0.47008401180376
'max_raw' => 1.3116801664227
'avg_raw' => 0.89088208911324
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.470084'
'max' => '$1.31'
'avg' => '$0.890882'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.18609922138106
'max_diff' => 0.67770412715145
'year' => 2036
]
11 => [
'items' => [
101 => 1.2561330854738
102 => 1.2801999120551
103 => 1.313248805348
104 => 1.3064243395725
105 => 1.3292375054789
106 => 1.3528467321769
107 => 1.3866089867119
108 => 1.3954356902599
109 => 1.4100258955755
110 => 1.4250440094779
111 => 1.4298674229139
112 => 1.4390768157804
113 => 1.4390282777341
114 => 1.466781403001
115 => 1.4973939596131
116 => 1.5089494910519
117 => 1.5355207984196
118 => 1.4900183657221
119 => 1.5245324836174
120 => 1.5556650819034
121 => 1.5185475147805
122 => 1.5697054337755
123 => 1.5716917798437
124 => 1.6016832471755
125 => 1.5712811493649
126 => 1.5532284807318
127 => 1.6053458586507
128 => 1.6305638161436
129 => 1.6229679621162
130 => 1.565163137914
131 => 1.5315182508628
201 => 1.4434630918357
202 => 1.5477682314031
203 => 1.5985722222637
204 => 1.565031567851
205 => 1.5819475229934
206 => 1.6742354892335
207 => 1.7093727715744
208 => 1.7020644624756
209 => 1.7032994464083
210 => 1.7222588861727
211 => 1.8063354832421
212 => 1.7559548373978
213 => 1.794468953419
214 => 1.8148967016836
215 => 1.8338711327226
216 => 1.7872759270214
217 => 1.7266562490236
218 => 1.7074554523608
219 => 1.5616966107837
220 => 1.5541092300811
221 => 1.5498502033715
222 => 1.522997642419
223 => 1.5018988850458
224 => 1.485120369836
225 => 1.4410885354368
226 => 1.4559479869785
227 => 1.3857704331041
228 => 1.4306675451331
301 => 1.3186624746533
302 => 1.4119436255975
303 => 1.361174936112
304 => 1.395264745682
305 => 1.3951458095479
306 => 1.3323756619456
307 => 1.2961711507882
308 => 1.3192420743983
309 => 1.3439759358806
310 => 1.3479889216914
311 => 1.3800570187231
312 => 1.3890065353032
313 => 1.3618890822525
314 => 1.3163414185226
315 => 1.3269211019755
316 => 1.2959567538407
317 => 1.2416929247609
318 => 1.2806661541616
319 => 1.2939733282109
320 => 1.299850534364
321 => 1.246488290707
322 => 1.2297207151992
323 => 1.2207937986925
324 => 1.3094530229608
325 => 1.3143099754031
326 => 1.2894611200045
327 => 1.4017803026717
328 => 1.376359012397
329 => 1.4047608220012
330 => 1.3259611065931
331 => 1.3289713618396
401 => 1.291666313744
402 => 1.3125546479533
403 => 1.2977914465966
404 => 1.3108670769717
405 => 1.3187045559057
406 => 1.3560034826101
407 => 1.4123695194264
408 => 1.35043226677
409 => 1.3234453188299
410 => 1.3401878695516
411 => 1.3847754884311
412 => 1.4523280134317
413 => 1.4123355590101
414 => 1.4300835311665
415 => 1.4339606735303
416 => 1.4044717182409
417 => 1.4534153132758
418 => 1.4796445834721
419 => 1.5065503873107
420 => 1.5299119429003
421 => 1.4958036175863
422 => 1.5323044149087
423 => 1.5028912155249
424 => 1.476504534997
425 => 1.4765445526994
426 => 1.4599918025564
427 => 1.4279187633735
428 => 1.4220040028594
429 => 1.4527733340053
430 => 1.4774474237178
501 => 1.4794796999275
502 => 1.4931405437928
503 => 1.5012248904745
504 => 1.5804624780908
505 => 1.6123324913178
506 => 1.6513025402233
507 => 1.6664835705036
508 => 1.7121730289468
509 => 1.6752750805375
510 => 1.6672919773002
511 => 1.5564642960251
512 => 1.5746123226252
513 => 1.6036690642361
514 => 1.556943430992
515 => 1.5865800905272
516 => 1.5924309949097
517 => 1.5553557118542
518 => 1.5751592224626
519 => 1.5225669696184
520 => 1.4135158868203
521 => 1.4535367183049
522 => 1.4830055211437
523 => 1.4409499060155
524 => 1.5163329683558
525 => 1.4722957395589
526 => 1.45833805219
527 => 1.4038841374893
528 => 1.4295842891046
529 => 1.4643441121551
530 => 1.4428665827731
531 => 1.4874356811081
601 => 1.5505574104948
602 => 1.5955417138197
603 => 1.5989950500567
604 => 1.570073156733
605 => 1.6164206753613
606 => 1.6167582664357
607 => 1.5644780760879
608 => 1.5324567505972
609 => 1.5251814380722
610 => 1.5433565951686
611 => 1.5654245912026
612 => 1.6002196702511
613 => 1.621245607788
614 => 1.6760701015885
615 => 1.6909040376694
616 => 1.7072020360541
617 => 1.7289811880124
618 => 1.7551326439984
619 => 1.6979147471043
620 => 1.7001881208154
621 => 1.6469076074633
622 => 1.5899697377481
623 => 1.6331784834563
624 => 1.6896681706512
625 => 1.6767093739931
626 => 1.6752512446449
627 => 1.6777034137573
628 => 1.6679329042718
629 => 1.6237412519811
630 => 1.601548480855
701 => 1.6301828175874
702 => 1.6454006931929
703 => 1.6690022911188
704 => 1.6660928960052
705 => 1.7268880776358
706 => 1.7505112468666
707 => 1.744467429285
708 => 1.7455796371726
709 => 1.7883482566754
710 => 1.8359157575999
711 => 1.8804689993003
712 => 1.9257904703642
713 => 1.8711536680695
714 => 1.8434124693938
715 => 1.8720343052705
716 => 1.8568471562728
717 => 1.9441170192144
718 => 1.9501593951777
719 => 2.037422947515
720 => 2.1202464498335
721 => 2.0682264919644
722 => 2.1172789692046
723 => 2.170333222647
724 => 2.2726834852798
725 => 2.2382155175508
726 => 2.2118135944522
727 => 2.1868639046972
728 => 2.2387802484256
729 => 2.3055697952484
730 => 2.3199556239316
731 => 2.3432661622081
801 => 2.3187579814874
802 => 2.3482753856779
803 => 2.4524847930751
804 => 2.4243264913145
805 => 2.3843371761415
806 => 2.4666004949037
807 => 2.4963712701732
808 => 2.7053181620904
809 => 2.9691222443014
810 => 2.859905622035
811 => 2.7921113401959
812 => 2.80804460453
813 => 2.9043769250217
814 => 2.9353158089287
815 => 2.8512132571968
816 => 2.8809197002755
817 => 3.0446051223123
818 => 3.1324170995779
819 => 3.0131566397292
820 => 2.684121760945
821 => 2.3807365758428
822 => 2.4612079885448
823 => 2.4520850276631
824 => 2.6279445934694
825 => 2.4236549251301
826 => 2.4270946392148
827 => 2.6065907946034
828 => 2.5587042976889
829 => 2.4811343055265
830 => 2.3813029226297
831 => 2.1967553780596
901 => 2.033296471345
902 => 2.3538770297505
903 => 2.3400530131341
904 => 2.3200337884691
905 => 2.3645844066547
906 => 2.5809095626501
907 => 2.5759225676282
908 => 2.5441978496861
909 => 2.5682607686363
910 => 2.476915959492
911 => 2.5004575966912
912 => 2.3806885180794
913 => 2.4348291436105
914 => 2.4809678751618
915 => 2.4902309086163
916 => 2.5111009959715
917 => 2.3327683845455
918 => 2.4128344915054
919 => 2.4598658281646
920 => 2.2473765381234
921 => 2.4556655981057
922 => 2.3296640105348
923 => 2.2868971792329
924 => 2.3444770834793
925 => 2.3220381387962
926 => 2.3027464518167
927 => 2.2919813590088
928 => 2.3342616858253
929 => 2.3322892580434
930 => 2.2631104371139
1001 => 2.1728694853008
1002 => 2.2031573107875
1003 => 2.1921534598383
1004 => 2.1522740844734
1005 => 2.1791479684152
1006 => 2.0608089840968
1007 => 1.8572129123021
1008 => 1.991714713646
1009 => 1.9865365406041
1010 => 1.9839254709449
1011 => 2.0849998572981
1012 => 2.0752838872331
1013 => 2.057649306426
1014 => 2.1519502115677
1015 => 2.1175291126648
1016 => 2.2236068288525
1017 => 2.2934764734103
1018 => 2.2757552715042
1019 => 2.3414680099201
1020 => 2.2038550811139
1021 => 2.2495645759909
1022 => 2.2589852395345
1023 => 2.1507865530362
1024 => 2.0768735400951
1025 => 2.071944384802
1026 => 1.9437894062029
1027 => 2.0122487613397
1028 => 2.0724901608195
1029 => 2.0436392053901
1030 => 2.0345058547989
1031 => 2.0811661621871
1101 => 2.0847920676897
1102 => 2.0021210379749
1103 => 2.0193109629036
1104 => 2.0909958074437
1105 => 2.0175046887456
1106 => 1.8747234498211
1107 => 1.8393117284628
1108 => 1.8345871520661
1109 => 1.7385477552033
1110 => 1.8416781090117
1111 => 1.7966589458527
1112 => 1.9388739428597
1113 => 1.8576414992836
1114 => 1.8541397309983
1115 => 1.8488462946373
1116 => 1.7661812184199
1117 => 1.7842796164718
1118 => 1.8444414480603
1119 => 1.8659078673427
1120 => 1.8636687439423
1121 => 1.8441466222644
1122 => 1.8530837495991
1123 => 1.8242941485524
1124 => 1.8141279412191
1125 => 1.7820405944395
1126 => 1.7348810590292
1127 => 1.7414388816743
1128 => 1.6480035020629
1129 => 1.5970949482597
1130 => 1.5830041315309
1201 => 1.5641613025055
1202 => 1.5851324792082
1203 => 1.647738811372
1204 => 1.5722222921082
1205 => 1.4427545166983
1206 => 1.4505357506028
1207 => 1.4680178729171
1208 => 1.4354400536402
1209 => 1.4046078817437
1210 => 1.4314139537145
1211 => 1.3765567505298
1212 => 1.4746471038386
1213 => 1.4719940346766
1214 => 1.5085560525233
1215 => 1.5314190326111
1216 => 1.4787272654866
1217 => 1.4654754285485
1218 => 1.4730242771308
1219 => 1.3482586253325
1220 => 1.4983600369763
1221 => 1.4996581202173
1222 => 1.4885431434188
1223 => 1.568467511258
1224 => 1.7371328564341
1225 => 1.673674169031
1226 => 1.6491010472196
1227 => 1.6023875246932
1228 => 1.6646305198851
1229 => 1.6598512289964
1230 => 1.6382374631052
1231 => 1.6251653900551
]
'min_raw' => 1.2207937986925
'max_raw' => 3.1324170995779
'avg_raw' => 2.1766054491352
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.22'
'max' => '$3.13'
'avg' => '$2.17'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.75070978688874
'max_diff' => 1.8207369331552
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.03831932237113
]
1 => [
'year' => 2028
'avg' => 0.065767081367627
]
2 => [
'year' => 2029
'avg' => 0.17966381293321
]
3 => [
'year' => 2030
'avg' => 0.13861036411459
]
4 => [
'year' => 2031
'avg' => 0.13613255535385
]
5 => [
'year' => 2032
'avg' => 0.23868321202718
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.03831932237113
'min' => '$0.038319'
'max_raw' => 0.23868321202718
'max' => '$0.238683'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.23868321202718
]
1 => [
'year' => 2033
'avg' => 0.61391776483916
]
2 => [
'year' => 2034
'avg' => 0.38913058286227
]
3 => [
'year' => 2035
'avg' => 0.45898041484699
]
4 => [
'year' => 2036
'avg' => 0.89088208911324
]
5 => [
'year' => 2037
'avg' => 2.1766054491352
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.23868321202718
'min' => '$0.238683'
'max_raw' => 2.1766054491352
'max' => '$2.17'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 2.1766054491352
]
]
]
]
'prediction_2025_max_price' => '$0.065519'
'last_price' => 0.063529
'sma_50day_nextmonth' => '$0.059537'
'sma_200day_nextmonth' => '$0.077972'
'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' => '$0.062658'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.062194'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.061318'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.061339'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.063522'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.08104'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.079568'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.062789'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.062367'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.061818'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.062042'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.066418'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.073583'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.088743'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.081765'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.091801'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.26413'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.819584'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.062553'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.063213'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.0678072'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.076771'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.131787'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.6808098'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$2.98'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '53.80'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 111.8
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.061976'
'vwma_10_action' => 'BUY'
'hma_9' => '0.062964'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 147.76
'cci_20_action' => 'SELL'
'adx_14' => 18.85
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000423'
'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' => 75.84
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.019492'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 15
'buy_signals' => 19
'sell_pct' => 44.12
'buy_pct' => 55.88
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767682904
'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 $0.021949 na extremidade inferior e $0.065519 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 $0.038319 na extremidade inferior e $0.238683 na extremidade superior. Considerando a volatilidade de preços no mercado, se CryptoBlades atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de CryptoBlades | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.021129 | $0.038319 | $0.0555086 |
| 2028 | $0.038133 | $0.065767 | $0.09340071 |
| 2029 | $0.083768 | $0.179663 | $0.275559 |
| 2030 | $0.071241 | $0.13861 | $0.205979 |
| 2031 | $0.084229 | $0.136132 | $0.188035 |
| 2032 | $0.128569 | $0.238683 | $0.348796 |
Previsão de preço de CryptoBlades 2032-2037
A previsão de preço de CryptoBlades para 2032-2037 é atualmente estimada entre $0.238683 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 | $0.128569 | $0.238683 | $0.348796 |
| 2033 | $0.298767 | $0.613917 | $0.929067 |
| 2034 | $0.240194 | $0.38913 | $0.538066 |
| 2035 | $0.283984 | $0.45898 | $0.633976 |
| 2036 | $0.470084 | $0.890882 | $1.31 |
| 2037 | $1.22 | $2.17 | $3.13 |
CryptoBlades Histograma de preços potenciais
Previsão de preço de CryptoBlades baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 55.88%
Baixista 44.12%
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para CryptoBlades é Altista, com 19 indicadores técnicos mostrando sinais de alta e 15 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 $0.077972 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para CryptoBlades é esperado para alcançar $0.059537 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 53.80, 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 | $0.062658 | BUY |
| SMA 5 | $0.062194 | BUY |
| SMA 10 | $0.061318 | BUY |
| SMA 21 | $0.061339 | BUY |
| SMA 50 | $0.063522 | BUY |
| SMA 100 | $0.08104 | SELL |
| SMA 200 | $0.079568 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.062789 | BUY |
| EMA 5 | $0.062367 | BUY |
| EMA 10 | $0.061818 | BUY |
| EMA 21 | $0.062042 | BUY |
| EMA 50 | $0.066418 | SELL |
| EMA 100 | $0.073583 | SELL |
| EMA 200 | $0.088743 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.081765 | SELL |
| SMA 50 | $0.091801 | SELL |
| SMA 100 | $0.26413 | SELL |
| SMA 200 | $0.819584 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.076771 | SELL |
| EMA 50 | $0.131787 | SELL |
| EMA 100 | $0.6808098 | SELL |
| EMA 200 | $2.98 | SELL |
Osciladores de CryptoBlades
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 53.80 | NEUTRAL |
| Stoch RSI (14) | 111.8 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 147.76 | SELL |
| Índice Direcional Médio (14) | 18.85 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.000423 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 75.84 | SELL |
| VWMA (10) | 0.061976 | BUY |
| Média Móvel de Hull (9) | 0.062964 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.019492 | SELL |
Previsão do preço de CryptoBlades com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do CryptoBlades
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de CryptoBlades por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.089268 | $0.125437 | $0.17626 | $0.247675 | $0.348026 | $0.489034 |
| Amazon.com stock | $0.132557 | $0.276588 | $0.577117 | $1.20 | $2.51 | $5.24 |
| Apple stock | $0.090111 | $0.127815 | $0.181296 | $0.257155 | $0.364755 | $0.517377 |
| Netflix stock | $0.100238 | $0.158161 | $0.249553 | $0.393756 | $0.621285 | $0.980291 |
| Google stock | $0.082269 | $0.106538 | $0.137967 | $0.178667 | $0.231373 | $0.299627 |
| Tesla stock | $0.144015 | $0.326472 | $0.740087 | $1.67 | $3.80 | $8.62 |
| Kodak stock | $0.047639 | $0.035724 | $0.026789 | $0.020089 | $0.015065 | $0.011297 |
| Nokia stock | $0.042085 | $0.027879 | $0.018469 | $0.012235 | $0.0081052 | $0.005369 |
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 $0.06352 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 | $0.06518 | $0.066874 | $0.068612 | $0.070396 |
| Se CryptoBlades tiver 2% da média anterior do crescimento anual do Bitcoin | $0.066831 | $0.0703059 | $0.07396 | $0.0778059 |
| Se CryptoBlades tiver 5% da média anterior do crescimento anual do Bitcoin | $0.071785 | $0.081115 | $0.091657 | $0.103569 |
| Se CryptoBlades tiver 10% da média anterior do crescimento anual do Bitcoin | $0.080042 | $0.100847 | $0.127061 | $0.160088 |
| Se CryptoBlades tiver 20% da média anterior do crescimento anual do Bitcoin | $0.096555 | $0.146751 | $0.223041 | $0.338993 |
| Se CryptoBlades tiver 50% da média anterior do crescimento anual do Bitcoin | $0.146095 | $0.335969 | $0.772615 | $1.77 |
| Se CryptoBlades tiver 100% da média anterior do crescimento anual do Bitcoin | $0.228661 | $0.823025 | $2.96 | $10.66 |
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 -0.6079% 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 $0.065519 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 $0.205979. 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 $0.0640726 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 $0.056148 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 $0.021949 e $0.065519. 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 $0.205979 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 $0.205979, enquanto seu pico mais baixo está previsto para cerca de $0.071241.
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 $0.065519 se o melhor cenário ocorrer. O preço ficará entre $0.065519 e $0.021949 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 $0.0555086 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.0555086 e $0.021129 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 $0.09340071 no melhor cenário. O preço é esperado para variar entre $0.09340071 e $0.038133 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 $0.275559 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.275559 e $0.083768.
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 $0.205979 no melhor cenário. O preço está previsto para variar entre $0.205979 e $0.071241 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 $0.188035 sob condições ideais. O preço provavelmente oscilará entre $0.188035 e $0.084229 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 $0.348796 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.348796 e $0.128569 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 $0.929067. Ao longo do ano, o preço de SKILL poderia variar entre $0.929067 e $0.298767.
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 $0.538066 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.538066 e $0.240194.
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 $0.633976 em 2035. A faixa de preço esperada para o ano está entre $0.633976 e $0.283984.
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 $1.31 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $1.31 e $0.470084.
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 $3.13 sob condições favoráveis. O preço é esperado para cair entre $3.13 e $1.22 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
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 SkycoinComo 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