Prédiction du prix de Blend jusqu'à $0.063359 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.021225 | $0.063359 |
| 2027 | $0.020433 | $0.053679 |
| 2028 | $0.036876 | $0.090322 |
| 2029 | $0.081007 | $0.266476 |
| 2030 | $0.068893 | $0.19919 |
| 2031 | $0.081452 | $0.181837 |
| 2032 | $0.124331 | $0.337300047 |
| 2033 | $0.288919 | $0.898444 |
| 2034 | $0.232277 | $0.52033 |
| 2035 | $0.274624 | $0.613079 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur Blend aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,954.59, soit un rendement de 39.55% sur les 90 prochains jours.
Prévision du prix à long terme de Blend pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'Blend'
'name_with_ticker' => 'Blend <small>BLND</small>'
'name_lang' => 'Blend'
'name_lang_with_ticker' => 'Blend <small>BLND</small>'
'name_with_lang' => 'Blend'
'name_with_lang_with_ticker' => 'Blend <small>BLND</small>'
'image' => '/uploads/coins/blend.png?1732101081'
'price_for_sd' => 0.06143
'ticker' => 'BLND'
'marketcap' => '$2.17M'
'low24h' => '$0.06119'
'high24h' => '$0.06224'
'volume24h' => '$23.21K'
'current_supply' => '35.27M'
'max_supply' => '67.14M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.06143'
'change_24h_pct' => '-0.7675%'
'ath_price' => '$0.1245'
'ath_days' => 405
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '27 nov. 2024'
'ath_pct' => '-50.68%'
'fdv' => '$4.12M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$3.02'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.06196'
'next_week_prediction_price_date' => '13 janvier 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.054297'
'next_month_prediction_price_date' => '5 février 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.021225'
'current_year_max_price_prediction' => '$0.063359'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.068893'
'grand_prediction_max_price' => '$0.19919'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.06259916093519
107 => 0.062832883478627
108 => 0.063359472303158
109 => 0.058859828452701
110 => 0.060880036438953
111 => 0.062066719362987
112 => 0.056705242740309
113 => 0.061960740208618
114 => 0.058781499664068
115 => 0.057702417672658
116 => 0.05915525941585
117 => 0.058589085575593
118 => 0.058102322554584
119 => 0.05783070042521
120 => 0.058897507057119
121 => 0.05884773925263
122 => 0.057102236544583
123 => 0.054825299417728
124 => 0.055589514255414
125 => 0.05531186784033
126 => 0.054305641414967
127 => 0.05498371653342
128 => 0.051997816877717
129 => 0.046860731713639
130 => 0.050254447526203
131 => 0.050123793159072
201 => 0.05005791130246
202 => 0.052608194940187
203 => 0.052363044013473
204 => 0.051918092680964
205 => 0.05429746953481
206 => 0.053428964976022
207 => 0.056105491380799
208 => 0.057868424777859
209 => 0.057421287843444
210 => 0.059079335224376
211 => 0.055607120221777
212 => 0.056760450764554
213 => 0.056998150590973
214 => 0.054268108393775
215 => 0.052403153736916
216 => 0.052278782523343
217 => 0.049045208154933
218 => 0.050772557482038
219 => 0.052292553407318
220 => 0.051564593315557
221 => 0.051334142897695
222 => 0.052511464103955
223 => 0.052602952044756
224 => 0.050517017299043
225 => 0.05095074918564
226 => 0.052759483254672
227 => 0.050905173727833
228 => 0.047302553216928
301 => 0.046409053520098
302 => 0.046289844190074
303 => 0.043866602147916
304 => 0.046468761442275
305 => 0.045332849176754
306 => 0.048921182413216
307 => 0.046871545713166
308 => 0.046783189971584
309 => 0.046649627309213
310 => 0.04456384278066
311 => 0.045020497033891
312 => 0.046538485322038
313 => 0.047080120644611
314 => 0.047023623642979
315 => 0.046531046351291
316 => 0.046756545713022
317 => 0.0460301336997
318 => 0.045773622498837
319 => 0.04496400258995
320 => 0.043774084987095
321 => 0.043939550327961
322 => 0.041582012197826
323 => 0.040297500300511
324 => 0.039941964336928
325 => 0.039466526787555
326 => 0.039995666273221
327 => 0.041575333588513
328 => 0.039669919661155
329 => 0.036403221131946
330 => 0.036599555279735
331 => 0.037040659817685
401 => 0.036218664429414
402 => 0.035440714779258
403 => 0.036117078883018
404 => 0.034732935652067
405 => 0.037207926914323
406 => 0.037140985336762
407 => 0.038063509026898
408 => 0.038640382022432
409 => 0.037310876532576
410 => 0.036976509497243
411 => 0.037166980156703
412 => 0.034018924434458
413 => 0.037806245712643
414 => 0.037838998624328
415 => 0.037558548309606
416 => 0.039575179969814
417 => 0.04383090177604
418 => 0.042229728046524
419 => 0.041609705182724
420 => 0.040431041265405
421 => 0.042001540953094
422 => 0.041880951080691
423 => 0.041335597945334
424 => 0.041005766667465
425 => 0.041613490910118
426 => 0.040930462908414
427 => 0.040807772310954
428 => 0.040064400779031
429 => 0.039799050963384
430 => 0.039602596523759
501 => 0.039386319488947
502 => 0.039863372734863
503 => 0.038782307318037
504 => 0.037478648403494
505 => 0.037370263270534
506 => 0.037669524151953
507 => 0.037537123489278
508 => 0.0373696293871
509 => 0.037049837531737
510 => 0.036954962119523
511 => 0.037263261182212
512 => 0.036915209515388
513 => 0.037428778709143
514 => 0.037289116305521
515 => 0.036508973471993
516 => 0.035536626655546
517 => 0.035527970729313
518 => 0.035318480202678
519 => 0.035051662519896
520 => 0.034977439944508
521 => 0.036060117384732
522 => 0.038301227284188
523 => 0.03786124378571
524 => 0.038179176954683
525 => 0.039743093476006
526 => 0.040240215509524
527 => 0.039887370065114
528 => 0.039404373458245
529 => 0.039425622857698
530 => 0.041076168476383
531 => 0.04117911098202
601 => 0.041439213483254
602 => 0.041773518702297
603 => 0.039944303689493
604 => 0.039339466995094
605 => 0.039052861814225
606 => 0.038170228787313
607 => 0.039122072835601
608 => 0.03856747407069
609 => 0.038642308391868
610 => 0.038593572442028
611 => 0.038620185566151
612 => 0.037207235103825
613 => 0.037722039989806
614 => 0.036866077018812
615 => 0.035720038687003
616 => 0.035716196764662
617 => 0.035996688022781
618 => 0.035829840846828
619 => 0.035380859386371
620 => 0.035444635083696
621 => 0.034885892867186
622 => 0.035512476505135
623 => 0.035530444681847
624 => 0.035289175850995
625 => 0.036254514397136
626 => 0.036650014387131
627 => 0.036491206074185
628 => 0.036638871972544
629 => 0.037879527086478
630 => 0.038081808003627
701 => 0.038171647825097
702 => 0.038051274365822
703 => 0.036661548870524
704 => 0.03672318910581
705 => 0.036270913958223
706 => 0.035888789118093
707 => 0.035904072107718
708 => 0.036100533948296
709 => 0.036958494328439
710 => 0.038764021368922
711 => 0.038832539800285
712 => 0.038915586137921
713 => 0.038577794947011
714 => 0.038475913891606
715 => 0.038610321301417
716 => 0.03928838232772
717 => 0.041032539379146
718 => 0.04041603778884
719 => 0.039914812399502
720 => 0.040354522195346
721 => 0.040286832318835
722 => 0.039715461640399
723 => 0.039699425168464
724 => 0.038602782158289
725 => 0.03819737820678
726 => 0.03785859232094
727 => 0.037488646977832
728 => 0.037269330977757
729 => 0.037606300031211
730 => 0.037683368840637
731 => 0.036946580116048
801 => 0.036846158535415
802 => 0.037447836112603
803 => 0.037183060243683
804 => 0.037455388790993
805 => 0.03751857134996
806 => 0.037508397502748
807 => 0.037231941086281
808 => 0.037408146162088
809 => 0.036991368628543
810 => 0.036538185658775
811 => 0.036249083158359
812 => 0.035996802882864
813 => 0.036136782642324
814 => 0.035637780359143
815 => 0.035478139485822
816 => 0.037348451847145
817 => 0.0387300716977
818 => 0.038709982397891
819 => 0.038587693951855
820 => 0.03840599812635
821 => 0.039275090146371
822 => 0.038972315864639
823 => 0.039192609452237
824 => 0.039248683415974
825 => 0.039418402415806
826 => 0.039479062370405
827 => 0.039295705856559
828 => 0.03868033900098
829 => 0.0371469033042
830 => 0.036433084847918
831 => 0.036197512867759
901 => 0.036206075461823
902 => 0.035969880892437
903 => 0.036039450778619
904 => 0.03594568732515
905 => 0.035768122028096
906 => 0.036125818485597
907 => 0.036167039670151
908 => 0.036083549042816
909 => 0.036103214107958
910 => 0.035411947372937
911 => 0.035464502881449
912 => 0.035171867131627
913 => 0.035117001456312
914 => 0.034377243763473
915 => 0.033066655781016
916 => 0.03379284874515
917 => 0.032915709762659
918 => 0.032583523939164
919 => 0.034156039962091
920 => 0.033998202968194
921 => 0.033728054644735
922 => 0.033328448970495
923 => 0.033180231338805
924 => 0.032279707928659
925 => 0.032226500201482
926 => 0.032672823919728
927 => 0.032466860880819
928 => 0.032177610769888
929 => 0.03112997618891
930 => 0.029952088060001
1001 => 0.029987641098672
1002 => 0.03036230539709
1003 => 0.031451692375105
1004 => 0.031026050036209
1005 => 0.030717241635656
1006 => 0.030659411104979
1007 => 0.031383281272819
1008 => 0.032407709215802
1009 => 0.032888347886366
1010 => 0.03241204956105
1011 => 0.031864903690651
1012 => 0.031898205924552
1013 => 0.032119750767035
1014 => 0.032143031997504
1015 => 0.031786896283378
1016 => 0.031887146400828
1017 => 0.031734857305359
1018 => 0.030800259407571
1019 => 0.030783355495242
1020 => 0.030553990098698
1021 => 0.030547045005646
1022 => 0.030156837248245
1023 => 0.030102244485606
1024 => 0.029327463299368
1025 => 0.029837426622404
1026 => 0.029495369999588
1027 => 0.028979809986004
1028 => 0.028890927245336
1029 => 0.028888255322822
1030 => 0.029417620179663
1031 => 0.02983124068584
1101 => 0.029501320220989
1102 => 0.029426203726382
1103 => 0.030228251368011
1104 => 0.030126183494787
1105 => 0.030037793374842
1106 => 0.032315982929532
1107 => 0.030512618127647
1108 => 0.029726248141561
1109 => 0.028752965956169
1110 => 0.029069871543448
1111 => 0.029136648206999
1112 => 0.026796079998432
1113 => 0.025846511767716
1114 => 0.025520655734658
1115 => 0.025333120980705
1116 => 0.025418582922995
1117 => 0.024563860142105
1118 => 0.025138247986673
1119 => 0.024398130306341
1120 => 0.024274047168682
1121 => 0.025597469264102
1122 => 0.02578161571736
1123 => 0.024995989737943
1124 => 0.025500488798022
1125 => 0.025317550425776
1126 => 0.024410817499704
1127 => 0.024376186971404
1128 => 0.023921220262304
1129 => 0.023209285461478
1130 => 0.022883912153739
1201 => 0.022714454910048
1202 => 0.022784376271451
1203 => 0.022749021891497
1204 => 0.022518310647672
1205 => 0.022762245989932
1206 => 0.0221390919915
1207 => 0.021890947048231
1208 => 0.021778865734276
1209 => 0.021225780693262
1210 => 0.022105984951549
1211 => 0.022279396278953
1212 => 0.022453149280242
1213 => 0.023965550530243
1214 => 0.023889995237795
1215 => 0.02457297828461
1216 => 0.024546438819336
1217 => 0.024351640990792
1218 => 0.023529820994855
1219 => 0.023857383797703
1220 => 0.0228491964051
1221 => 0.023604598949717
1222 => 0.023259864774718
1223 => 0.023488043978378
1224 => 0.023077757196108
1225 => 0.023304826841742
1226 => 0.022320518537817
1227 => 0.021401385293203
1228 => 0.021771271342008
1229 => 0.022173379778659
1230 => 0.023045253324643
1231 => 0.022525972633455
]
'min_raw' => 0.021225780693262
'max_raw' => 0.063359472303158
'avg_raw' => 0.04229262649821
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.021225'
'max' => '$0.063359'
'avg' => '$0.042292'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.040209219306738
'max_diff' => 0.0019244723031581
'year' => 2026
]
1 => [
'items' => [
101 => 0.022712725606183
102 => 0.022087134409615
103 => 0.020796361079803
104 => 0.020803666716672
105 => 0.020605109360906
106 => 0.020433526815676
107 => 0.022585618267476
108 => 0.022317971675914
109 => 0.021891511860978
110 => 0.022462345270109
111 => 0.022613282683827
112 => 0.022617579659803
113 => 0.023034044979761
114 => 0.023256312595678
115 => 0.023295488226347
116 => 0.02395080540563
117 => 0.024170459080284
118 => 0.025075181479629
119 => 0.023237454741365
120 => 0.02319960796854
121 => 0.022470378066808
122 => 0.022007888934461
123 => 0.022502045093377
124 => 0.022939799991134
125 => 0.022483980331719
126 => 0.02254350075636
127 => 0.02193160010543
128 => 0.022150325795536
129 => 0.022338721825387
130 => 0.02223470061111
131 => 0.022078975818653
201 => 0.022903909081608
202 => 0.022857363113973
203 => 0.023625559933571
204 => 0.024224424288729
205 => 0.02529769627298
206 => 0.02417768100648
207 => 0.024136863198511
208 => 0.024535863818788
209 => 0.024170397995367
210 => 0.024401359780318
211 => 0.025260484758769
212 => 0.025278636715772
213 => 0.024974568048492
214 => 0.024956065442454
215 => 0.025014465156152
216 => 0.025356514103363
217 => 0.025236991691105
218 => 0.025375306052507
219 => 0.025548270279385
220 => 0.026263723657065
221 => 0.026436217044267
222 => 0.026017147540932
223 => 0.026054984824961
224 => 0.025898241326999
225 => 0.025746829071958
226 => 0.026087181709307
227 => 0.02670918284371
228 => 0.026705313406934
301 => 0.026849605580142
302 => 0.026939498408669
303 => 0.026553612583058
304 => 0.0263024151
305 => 0.026398740199116
306 => 0.026552766130289
307 => 0.026348791665546
308 => 0.025089766778987
309 => 0.025471674502748
310 => 0.025408106383181
311 => 0.025317577650769
312 => 0.025701588820216
313 => 0.025664550006121
314 => 0.024555093724591
315 => 0.024626117516112
316 => 0.024559412916592
317 => 0.024774949124121
318 => 0.024158758332831
319 => 0.024348294470124
320 => 0.024467169758642
321 => 0.024537188216823
322 => 0.024790142899877
323 => 0.024760461587413
324 => 0.02478829786782
325 => 0.025163362885229
326 => 0.027060313036514
327 => 0.027163559847864
328 => 0.02665513478803
329 => 0.026858240571193
330 => 0.026468321881873
331 => 0.026730076910242
401 => 0.026909163052795
402 => 0.026099907210882
403 => 0.026051988331951
404 => 0.025660460309498
405 => 0.025870845291483
406 => 0.025536107657929
407 => 0.025618240564578
408 => 0.025388589797369
409 => 0.025801915455333
410 => 0.02626407776525
411 => 0.026380838216078
412 => 0.026073691738485
413 => 0.025851297446768
414 => 0.025460846331747
415 => 0.026110175237797
416 => 0.026300058797866
417 => 0.026109177860292
418 => 0.026064946576225
419 => 0.025981128372843
420 => 0.026082729004307
421 => 0.026299024651218
422 => 0.026197023618488
423 => 0.026264397097633
424 => 0.026007638870363
425 => 0.026553740327323
426 => 0.027421080867448
427 => 0.027423869509109
428 => 0.027321867926556
429 => 0.02728013107663
430 => 0.027384790890303
501 => 0.027441564545851
502 => 0.027780015191943
503 => 0.028143186219669
504 => 0.029837946942132
505 => 0.029362064912959
506 => 0.030865757447695
507 => 0.032054983012633
508 => 0.032411579761026
509 => 0.032083527531678
510 => 0.03096127857611
511 => 0.030906215688379
512 => 0.032583329429285
513 => 0.032109467980803
514 => 0.032053103669321
515 => 0.031453482624157
516 => 0.03180793292636
517 => 0.031730409445796
518 => 0.031608034839147
519 => 0.032284301324529
520 => 0.033550211814437
521 => 0.033352907792951
522 => 0.033205629493583
523 => 0.032560298857817
524 => 0.032948932040363
525 => 0.032810547207837
526 => 0.033405136269556
527 => 0.033052914881154
528 => 0.032105878014275
529 => 0.0322566967568
530 => 0.032233900807273
531 => 0.032703039833209
601 => 0.032562215942369
602 => 0.032206402682443
603 => 0.033545885070005
604 => 0.033458906534349
605 => 0.033582222211847
606 => 0.033636509586746
607 => 0.034451828911727
608 => 0.034785839151864
609 => 0.034861665324047
610 => 0.035178949218897
611 => 0.034853771011704
612 => 0.03615471568861
613 => 0.037019767986526
614 => 0.03802457074574
615 => 0.039492857642472
616 => 0.040044947098056
617 => 0.039945217079466
618 => 0.041058455447241
619 => 0.043058920048235
620 => 0.040349568170799
621 => 0.043202522276559
622 => 0.042299309945615
623 => 0.04015780975704
624 => 0.040019922391525
625 => 0.041470171182556
626 => 0.044686683419789
627 => 0.043880983585742
628 => 0.044688001256083
629 => 0.043746572276363
630 => 0.043699822392533
701 => 0.044642278151847
702 => 0.046844377404074
703 => 0.045798242593797
704 => 0.044298351820486
705 => 0.045405847826614
706 => 0.044446432292189
707 => 0.042284600569631
708 => 0.043880367482263
709 => 0.042813323592611
710 => 0.043124743726785
711 => 0.045367511272033
712 => 0.045097655547362
713 => 0.045446873843054
714 => 0.044830512691792
715 => 0.044254734185281
716 => 0.043180000845005
717 => 0.042861825286662
718 => 0.042949757564231
719 => 0.042861781711792
720 => 0.042260478285217
721 => 0.042130626867499
722 => 0.041914202149047
723 => 0.041981281219024
724 => 0.041574339431051
725 => 0.042342322663421
726 => 0.042484867118794
727 => 0.043043741270826
728 => 0.043101765439284
729 => 0.044658221997619
730 => 0.043800951880478
731 => 0.044376082688197
801 => 0.044324637575413
802 => 0.040204222559723
803 => 0.040771979394156
804 => 0.041655230856624
805 => 0.041257327270001
806 => 0.040694784693617
807 => 0.040240501401561
808 => 0.039552215761246
809 => 0.040520964582635
810 => 0.041794766267809
811 => 0.043134071152113
812 => 0.044743158215872
813 => 0.044384028715079
814 => 0.043103990388713
815 => 0.043161411972966
816 => 0.043516369612252
817 => 0.043056667218074
818 => 0.042921092007574
819 => 0.043497743660228
820 => 0.043501714743238
821 => 0.042972771581846
822 => 0.042384948053535
823 => 0.042382485051488
824 => 0.042277887532327
825 => 0.043765179942657
826 => 0.044583040386114
827 => 0.044676806767909
828 => 0.044576729161528
829 => 0.044615245060286
830 => 0.044139350088563
831 => 0.045227104871652
901 => 0.046225336228412
902 => 0.045957788900698
903 => 0.045556697422361
904 => 0.045237208740682
905 => 0.045882527520791
906 => 0.045853792491339
907 => 0.046216617548349
908 => 0.046200157707984
909 => 0.046078153287852
910 => 0.04595779325786
911 => 0.046435007171897
912 => 0.046297577228475
913 => 0.046159933818392
914 => 0.045883868887319
915 => 0.045921390696405
916 => 0.045520368472167
917 => 0.045334837241705
918 => 0.042544892687235
919 => 0.041799328338212
920 => 0.042033898059776
921 => 0.042111124502715
922 => 0.041786653942554
923 => 0.042251861376177
924 => 0.042179359290424
925 => 0.042461422493789
926 => 0.042285201650087
927 => 0.042292433814981
928 => 0.042810661742064
929 => 0.042961105513996
930 => 0.042884588597361
1001 => 0.042938178422925
1002 => 0.044173133334205
1003 => 0.043997562237456
1004 => 0.04390429359157
1005 => 0.043930129643889
1006 => 0.044245687101453
1007 => 0.044334025960772
1008 => 0.043959728006375
1009 => 0.044136249085459
1010 => 0.044887853436342
1011 => 0.045150872422028
1012 => 0.045990302768065
1013 => 0.045633697837384
1014 => 0.046288261621149
1015 => 0.048300167535205
1016 => 0.049907417192652
1017 => 0.048429323985262
1018 => 0.051380833299155
1019 => 0.053679006668886
1020 => 0.053590798947147
1021 => 0.053190059262427
1022 => 0.050573649981089
1023 => 0.048165991151937
1024 => 0.050180099997117
1025 => 0.050185234374768
1026 => 0.050012220638743
1027 => 0.048937647183439
1028 => 0.049974827811771
1029 => 0.050057155443561
1030 => 0.050011073862443
1031 => 0.049187200913733
1101 => 0.047929299198225
1102 => 0.048175090182444
1103 => 0.048577700828595
1104 => 0.047815474882052
1105 => 0.047571897507232
1106 => 0.048024754189513
1107 => 0.049483952776258
1108 => 0.049208099735996
1109 => 0.049200896098305
1110 => 0.050381112384441
1111 => 0.049536332230183
1112 => 0.048178190393887
1113 => 0.047835241668532
1114 => 0.046618004731465
1115 => 0.047458754619546
1116 => 0.04748901171126
1117 => 0.047028541589813
1118 => 0.048215555006446
1119 => 0.048204616468842
1120 => 0.049331509044304
1121 => 0.051485704407064
1122 => 0.05084860283678
1123 => 0.050107723026993
1124 => 0.050188277204686
1125 => 0.051071757709322
1126 => 0.050537585228321
1127 => 0.050729677376872
1128 => 0.051071466954849
1129 => 0.0512776770934
1130 => 0.050158606739142
1201 => 0.049897697908242
1202 => 0.049363970006776
1203 => 0.049224730359787
1204 => 0.049659440598933
1205 => 0.049544909809457
1206 => 0.047486468719863
1207 => 0.047271350172942
1208 => 0.047277947551657
1209 => 0.046737021737096
1210 => 0.045911980032819
1211 => 0.048080140370979
1212 => 0.04790600675244
1213 => 0.047713776714445
1214 => 0.04773732379725
1215 => 0.048678448714273
1216 => 0.048132548734452
1217 => 0.049583913302054
1218 => 0.049285556378967
1219 => 0.048979547726607
1220 => 0.0489372480096
1221 => 0.048819460785872
1222 => 0.048415524569016
1223 => 0.047927747314359
1224 => 0.047605674520292
1225 => 0.043913718318536
1226 => 0.04459892391446
1227 => 0.045387190494117
1228 => 0.045659296958634
1229 => 0.045193840021883
1230 => 0.048433903645873
1231 => 0.049025894492006
]
'min_raw' => 0.020433526815676
'max_raw' => 0.053679006668886
'avg_raw' => 0.037056266742281
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.020433'
'max' => '$0.053679'
'avg' => '$0.037056'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00079225387758593
'max_diff' => -0.0096804656342724
'year' => 2027
]
2 => [
'items' => [
101 => 0.047232715604462
102 => 0.046897285049614
103 => 0.048455894417205
104 => 0.047515862436302
105 => 0.047939158779744
106 => 0.047024223615943
107 => 0.048883301232688
108 => 0.048869138176055
109 => 0.048145914993969
110 => 0.048757178275049
111 => 0.048650956237511
112 => 0.047834439046156
113 => 0.048909186284049
114 => 0.04890971934527
115 => 0.04821363275674
116 => 0.047400756014285
117 => 0.047255432852026
118 => 0.047145951370684
119 => 0.04791223304667
120 => 0.048599278801259
121 => 0.049877700617462
122 => 0.050199126236609
123 => 0.051453671826653
124 => 0.050706651010498
125 => 0.051037795662761
126 => 0.051397300026063
127 => 0.051569659638165
128 => 0.051288808899571
129 => 0.053237634592476
130 => 0.053402175191434
131 => 0.053457344230993
201 => 0.05280021117229
202 => 0.053383899132326
203 => 0.053110810865539
204 => 0.053821310669614
205 => 0.05393272611101
206 => 0.053838361195867
207 => 0.053873726215539
208 => 0.052210747283055
209 => 0.052124513052493
210 => 0.050948703199878
211 => 0.051427854405966
212 => 0.050532104192499
213 => 0.050816155812439
214 => 0.050941363059966
215 => 0.050875961899307
216 => 0.051454944896246
217 => 0.050962691070436
218 => 0.049663552290101
219 => 0.048364059560275
220 => 0.048347745487596
221 => 0.048005611989784
222 => 0.047758312135742
223 => 0.047805950861065
224 => 0.047973835942716
225 => 0.047748554349598
226 => 0.047796629599557
227 => 0.048594999072581
228 => 0.048755106376685
229 => 0.048210999199377
301 => 0.046026330368191
302 => 0.045490207157191
303 => 0.045875561889472
304 => 0.045691387147465
305 => 0.036876515494559
306 => 0.03894743883657
307 => 0.037716966508659
308 => 0.03828402476867
309 => 0.037028031151137
310 => 0.037627457137689
311 => 0.037516765045505
312 => 0.040846748496382
313 => 0.040794755385039
314 => 0.040819641736025
315 => 0.039631751362437
316 => 0.041524092982301
317 => 0.042456328510649
318 => 0.042283796524997
319 => 0.04232721910873
320 => 0.041581075254296
321 => 0.040826866039525
322 => 0.039990331948379
323 => 0.04154450889099
324 => 0.041371710945657
325 => 0.041768047261513
326 => 0.042776042103659
327 => 0.042924473173164
328 => 0.04312396603582
329 => 0.043052462045427
330 => 0.044755977190317
331 => 0.044549670266116
401 => 0.045046810594887
402 => 0.044024155220477
403 => 0.042866923592992
404 => 0.043086875492625
405 => 0.043065692355949
406 => 0.04279600671319
407 => 0.042552546573367
408 => 0.04214725403503
409 => 0.043429659598336
410 => 0.043377596274414
411 => 0.044220440971728
412 => 0.044071459984521
413 => 0.043076528490122
414 => 0.043112062663085
415 => 0.043351047053408
416 => 0.044178174756988
417 => 0.04442372257456
418 => 0.044309975042072
419 => 0.044579207014355
420 => 0.044791996987776
421 => 0.044605930158845
422 => 0.047240244076294
423 => 0.046146293274043
424 => 0.0466794772834
425 => 0.046806638527928
426 => 0.046480917673981
427 => 0.046551554864013
428 => 0.046658550959429
429 => 0.047308210298813
430 => 0.049013104385801
501 => 0.049768190371322
502 => 0.052039903814046
503 => 0.049705490991528
504 => 0.049566976595401
505 => 0.049976180785609
506 => 0.051309917061778
507 => 0.052390785042135
508 => 0.052749371307989
509 => 0.052796764402635
510 => 0.053469496075742
511 => 0.053855093325063
512 => 0.053387808756027
513 => 0.052991834010503
514 => 0.051573501622229
515 => 0.051737677458162
516 => 0.052868686162402
517 => 0.05446630257322
518 => 0.05583722365736
519 => 0.055357174875118
520 => 0.059019608222
521 => 0.059382723528645
522 => 0.05933255273419
523 => 0.060159783441529
524 => 0.058517898950064
525 => 0.057815961519949
526 => 0.053077448244989
527 => 0.054408777193808
528 => 0.056343942007124
529 => 0.056087815687586
530 => 0.054682447273052
531 => 0.055836157559395
601 => 0.055454704858874
602 => 0.055153837287486
603 => 0.056532169958063
604 => 0.055016636567978
605 => 0.056328823402236
606 => 0.054645930214465
607 => 0.055359367697519
608 => 0.054954386077049
609 => 0.055216458818174
610 => 0.053684386928587
611 => 0.054511055731265
612 => 0.053649994788561
613 => 0.05364958653356
614 => 0.053630578565526
615 => 0.054643612946089
616 => 0.05467664796087
617 => 0.053928014023024
618 => 0.05382012417672
619 => 0.054219049485862
620 => 0.053752012427561
621 => 0.053970536127644
622 => 0.053758631287823
623 => 0.05371092704498
624 => 0.053330811521803
625 => 0.053167047302924
626 => 0.053231263472831
627 => 0.053012060579236
628 => 0.052879982906929
629 => 0.053604304992157
630 => 0.05321732892109
701 => 0.053544995359248
702 => 0.053171578098165
703 => 0.051877151181096
704 => 0.051132712572773
705 => 0.048687660119867
706 => 0.049381073962433
707 => 0.049840808057443
708 => 0.049688865941784
709 => 0.050015296400011
710 => 0.050035336578988
711 => 0.049929210709454
712 => 0.049806330548099
713 => 0.049746519281251
714 => 0.050192303461887
715 => 0.050451096183152
716 => 0.049886948524326
717 => 0.049754776621127
718 => 0.050325161051646
719 => 0.050673095224763
720 => 0.053242045671729
721 => 0.053051729525017
722 => 0.053529385705607
723 => 0.053475608949904
724 => 0.053976268723758
725 => 0.054794635859403
726 => 0.053130666653587
727 => 0.053419474171991
728 => 0.053348665238018
729 => 0.054121738612036
730 => 0.054124152062725
731 => 0.053660655957123
801 => 0.053911924715336
802 => 0.053771673387699
803 => 0.054025126492842
804 => 0.053049187736848
805 => 0.05423777579557
806 => 0.054911628633943
807 => 0.054920985081258
808 => 0.05524038597862
809 => 0.055564915788792
810 => 0.056187822498828
811 => 0.055547543258732
812 => 0.054395743235728
813 => 0.054478899477097
814 => 0.053803599545037
815 => 0.053814951458898
816 => 0.053754354053043
817 => 0.053936211429573
818 => 0.053089095204268
819 => 0.053287911689156
820 => 0.053009567446046
821 => 0.053418869105966
822 => 0.05297852817988
823 => 0.053348631091806
824 => 0.053508355239487
825 => 0.054097740783047
826 => 0.052891475455882
827 => 0.050431818796809
828 => 0.050948868447
829 => 0.050184111400994
830 => 0.050254892577237
831 => 0.050397881817989
901 => 0.049934406905543
902 => 0.050022823313065
903 => 0.050019664456811
904 => 0.049992443140172
905 => 0.049871875415194
906 => 0.049697028360379
907 => 0.050393565211677
908 => 0.050511920395624
909 => 0.050775009308432
910 => 0.051557783458036
911 => 0.051479565861405
912 => 0.051607142006727
913 => 0.051328643997798
914 => 0.05026781130112
915 => 0.050325419620369
916 => 0.049607042956215
917 => 0.050756638801999
918 => 0.050484399331793
919 => 0.050308884774329
920 => 0.050260994001194
921 => 0.051045708496509
922 => 0.0512805073724
923 => 0.051134196469711
924 => 0.050834108539726
925 => 0.051410366078331
926 => 0.051564548285307
927 => 0.051599063995429
928 => 0.052620081867413
929 => 0.051656127552379
930 => 0.051888160936889
1001 => 0.05369841916599
1002 => 0.052056764750756
1003 => 0.052926385707768
1004 => 0.052883822287211
1005 => 0.053328690942449
1006 => 0.052847330072738
1007 => 0.052853297117624
1008 => 0.053248310345463
1009 => 0.052693585507974
1010 => 0.052556227837099
1011 => 0.052366469198559
1012 => 0.05278080024363
1013 => 0.053029172966568
1014 => 0.055030874703789
1015 => 0.056324065314722
1016 => 0.056267924499754
1017 => 0.056780946457362
1018 => 0.056549825366717
1019 => 0.055803474398362
1020 => 0.05707740449354
1021 => 0.056674279707926
1022 => 0.056707512825456
1023 => 0.056706275887161
1024 => 0.056974318627814
1025 => 0.056784385780305
1026 => 0.056410008641659
1027 => 0.056658537657742
1028 => 0.057396579984759
1029 => 0.059687486013726
1030 => 0.060969507378004
1031 => 0.059610306717843
1101 => 0.0605478651328
1102 => 0.059985664170047
1103 => 0.059883495531085
1104 => 0.0604723515007
1105 => 0.061062238184739
1106 => 0.061024664953116
1107 => 0.06059643751152
1108 => 0.060354542695632
1109 => 0.062186251282247
1110 => 0.063535822966523
1111 => 0.063443791225299
1112 => 0.063849989400737
1113 => 0.06504259980706
1114 => 0.065151637156334
1115 => 0.065137900956521
1116 => 0.064867640509474
1117 => 0.066041920334531
1118 => 0.067021525224081
1119 => 0.064805083024558
1120 => 0.065649075198778
1121 => 0.066027970477514
1122 => 0.066584301159863
1123 => 0.067522924272834
1124 => 0.068542517931006
1125 => 0.068686699653547
1126 => 0.068584395821673
1127 => 0.067911946395961
1128 => 0.069027597943014
1129 => 0.06968112045403
1130 => 0.070070278153743
1201 => 0.071057117330549
1202 => 0.066030310405764
1203 => 0.062472086615887
1204 => 0.061916418589723
1205 => 0.063046391371493
1206 => 0.063344356182682
1207 => 0.063224246940908
1208 => 0.059219142565847
1209 => 0.061895332544064
1210 => 0.064774687940181
1211 => 0.06488529570749
1212 => 0.066326761223268
1213 => 0.066796161482873
1214 => 0.067956730160279
1215 => 0.067884136273518
1216 => 0.068166716277785
1217 => 0.068101756028408
1218 => 0.070251465116734
1219 => 0.072622913476047
1220 => 0.072540797760108
1221 => 0.072199874000753
1222 => 0.072706203919534
1223 => 0.075153792766195
1224 => 0.074928458007007
1225 => 0.075147351531589
1226 => 0.078033196721866
1227 => 0.081785205975916
1228 => 0.08004202098184
1229 => 0.083824230831016
1230 => 0.086204931444744
1231 => 0.090322106987148
]
'min_raw' => 0.036876515494559
'max_raw' => 0.090322106987148
'avg_raw' => 0.063599311240853
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.036876'
'max' => '$0.090322'
'avg' => '$0.063599'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.016442988678883
'max_diff' => 0.036643100318262
'year' => 2028
]
3 => [
'items' => [
101 => 0.089806616331722
102 => 0.09140940255715
103 => 0.088883780472363
104 => 0.083084441653254
105 => 0.082166674086152
106 => 0.084004067997065
107 => 0.088521121636769
108 => 0.083861809903122
109 => 0.084804382598538
110 => 0.084532921598848
111 => 0.08451845659581
112 => 0.085070526928371
113 => 0.084269720116939
114 => 0.081007089104771
115 => 0.082502333670842
116 => 0.081924947936341
117 => 0.082565600455728
118 => 0.086022937877666
119 => 0.084494366590797
120 => 0.082884140911129
121 => 0.084903721251116
122 => 0.087475341027019
123 => 0.087314413683088
124 => 0.08700214737345
125 => 0.088762376211145
126 => 0.091669758552356
127 => 0.092455612316378
128 => 0.093035713498905
129 => 0.093115699651086
130 => 0.093939606729664
131 => 0.08950925071683
201 => 0.09654033948881
202 => 0.097754414289823
203 => 0.097526218545477
204 => 0.098875611590726
205 => 0.098478585926016
206 => 0.09790335802927
207 => 0.10004243303012
208 => 0.097590156156097
209 => 0.094109457866493
210 => 0.09219987794441
211 => 0.094714566827227
212 => 0.096250199577416
213 => 0.097265155140704
214 => 0.097572280080902
215 => 0.089853166642501
216 => 0.08569299262086
217 => 0.08835961647224
218 => 0.09161308161147
219 => 0.089491177553711
220 => 0.089574352175479
221 => 0.086549074615692
222 => 0.091880751547003
223 => 0.091103971064572
224 => 0.095133909581524
225 => 0.094172132412176
226 => 0.097458390831439
227 => 0.096593008855134
228 => 0.10018516105592
301 => 0.10161816782245
302 => 0.10402440921315
303 => 0.10579445017532
304 => 0.10683385208379
305 => 0.1067714502919
306 => 0.11089007848124
307 => 0.10846146733189
308 => 0.10541055934862
309 => 0.10535537804869
310 => 0.10693548652493
311 => 0.11024696040954
312 => 0.11110557740783
313 => 0.11158542717519
314 => 0.11085052055279
315 => 0.1082144372103
316 => 0.10707618978827
317 => 0.10804600957005
318 => 0.10686000331449
319 => 0.10890738284616
320 => 0.1117188722398
321 => 0.11113831079785
322 => 0.11307904065566
323 => 0.11508749188777
324 => 0.11795966735487
325 => 0.11871056037831
326 => 0.11995175799217
327 => 0.12122935804901
328 => 0.12163968875497
329 => 0.12242313739081
330 => 0.12241900822978
331 => 0.12477998342604
401 => 0.12738421218083
402 => 0.12836724824773
403 => 0.13062768547864
404 => 0.12675676593587
405 => 0.12969290287498
406 => 0.13234137189033
407 => 0.12918375794667
408 => 0.13353579313832
409 => 0.13370477280288
410 => 0.13625616511596
411 => 0.13366984021903
412 => 0.13213408875108
413 => 0.1365677456952
414 => 0.13871305263158
415 => 0.13806686872326
416 => 0.13314937727488
417 => 0.1302871863308
418 => 0.12279628055472
419 => 0.13166958202953
420 => 0.13599150834015
421 => 0.13313818452984
422 => 0.13457723509183
423 => 0.14242822834433
424 => 0.14541737826071
425 => 0.14479565597384
426 => 0.1449007168059
427 => 0.14651360784387
428 => 0.15366605494156
429 => 0.1493801428482
430 => 0.15265656205351
501 => 0.154394362986
502 => 0.15600852934079
503 => 0.15204464693594
504 => 0.14688769416821
505 => 0.14525427075253
506 => 0.13285447770977
507 => 0.13220901463232
508 => 0.13184669664742
509 => 0.12956233300349
510 => 0.12776744891923
511 => 0.12634009045565
512 => 0.1225942756019
513 => 0.1238583781555
514 => 0.11788833109094
515 => 0.12170775563737
516 => 0.11217941637051
517 => 0.12011490044808
518 => 0.11579597724685
519 => 0.11869601801941
520 => 0.11868590005035
521 => 0.1133460055293
522 => 0.11026606581032
523 => 0.1122287232723
524 => 0.11433284786749
525 => 0.11467423500394
526 => 0.11740228746487
527 => 0.11816362826743
528 => 0.11585673009208
529 => 0.11198196271796
530 => 0.11288198280494
531 => 0.11024782693198
601 => 0.10563157008597
602 => 0.10894704634489
603 => 0.11007909571088
604 => 0.11057907320233
605 => 0.10603951477496
606 => 0.10461308695847
607 => 0.10385366875786
608 => 0.11139596273032
609 => 0.1118091466199
610 => 0.10969523942251
611 => 0.11925030040363
612 => 0.1170876958242
613 => 0.1195038549904
614 => 0.11280031541561
615 => 0.11305639965488
616 => 0.10988283659118
617 => 0.11165981984929
618 => 0.1104039053573
619 => 0.11151625716253
620 => 0.11218299624818
621 => 0.1153560385614
622 => 0.12015113149437
623 => 0.11488209185144
624 => 0.11258629582499
625 => 0.11401059476775
626 => 0.11780369054427
627 => 0.12355042481068
628 => 0.12014824246116
629 => 0.12165807321507
630 => 0.12198790406711
701 => 0.11947926075821
702 => 0.12364292206777
703 => 0.12587426198909
704 => 0.12816315503763
705 => 0.13015053673834
706 => 0.12724892082021
707 => 0.13035406578292
708 => 0.12785186707484
709 => 0.12560713616116
710 => 0.12561054049137
711 => 0.12420238799892
712 => 0.12147391510618
713 => 0.12097074284248
714 => 0.12358830850193
715 => 0.12568734827641
716 => 0.12586023524596
717 => 0.12702237151768
718 => 0.12771011179232
719 => 0.13445090142141
720 => 0.13716210277297
721 => 0.14047730846523
722 => 0.14176876791713
723 => 0.14565559785349
724 => 0.14251666700698
725 => 0.14183753957354
726 => 0.13240936152032
727 => 0.13395322514835
728 => 0.13642509977753
729 => 0.1324501218225
730 => 0.13497133042116
731 => 0.13546907040504
801 => 0.13231505359263
802 => 0.13399975024916
803 => 0.12952569540717
804 => 0.12024865366374
805 => 0.12365325006721
806 => 0.12616017899493
807 => 0.12258248231297
808 => 0.1289953651394
809 => 0.12524909138097
810 => 0.12406170245241
811 => 0.11942927490735
812 => 0.12161560239013
813 => 0.12457264161578
814 => 0.12274553516703
815 => 0.12653705538959
816 => 0.13190685918625
817 => 0.13573370114909
818 => 0.13602747855691
819 => 0.1335670755533
820 => 0.13750988706866
821 => 0.13753860614609
822 => 0.1330910986499
823 => 0.13036702507231
824 => 0.12974810982398
825 => 0.13129428145979
826 => 0.13317161926469
827 => 0.13613165773947
828 => 0.1379203469961
829 => 0.14258429992989
830 => 0.14384623186777
831 => 0.14523271247364
901 => 0.14708547813786
902 => 0.14931019835713
903 => 0.14444263717077
904 => 0.14463603445097
905 => 0.1401034288702
906 => 0.13525968976576
907 => 0.13893548396543
908 => 0.14374109591108
909 => 0.14263868322102
910 => 0.14251463927314
911 => 0.14272324678655
912 => 0.14189206361968
913 => 0.13813265296099
914 => 0.13624470046335
915 => 0.13868064085336
916 => 0.13997523475941
917 => 0.14198303700724
918 => 0.14173553300063
919 => 0.14690741596884
920 => 0.14891705330066
921 => 0.14840290207395
922 => 0.1484975182734
923 => 0.15213587066987
924 => 0.15618246681899
925 => 0.15997263810803
926 => 0.16382816313488
927 => 0.15918017723131
928 => 0.15682021663739
929 => 0.15925509357202
930 => 0.15796311359713
1001 => 0.165387213759
1002 => 0.16590124234637
1003 => 0.17332480566129
1004 => 0.18037065122863
1005 => 0.17594528186722
1006 => 0.18011820585202
1007 => 0.18463156336506
1008 => 0.19333856227359
1009 => 0.19040635135711
1010 => 0.18816032374869
1011 => 0.18603783851146
1012 => 0.19045439335509
1013 => 0.19613622060524
1014 => 0.19736003177505
1015 => 0.199343073402
1016 => 0.19725814760606
1017 => 0.19976921108023
1018 => 0.20863436856126
1019 => 0.20623892475498
1020 => 0.20283700946325
1021 => 0.20983519987575
1022 => 0.21236781778125
1023 => 0.23014305658439
1024 => 0.25258502983185
1025 => 0.24329390554546
1026 => 0.23752660487819
1027 => 0.2388820573372
1028 => 0.24707710625844
1029 => 0.24970909587409
1030 => 0.24255444079753
1031 => 0.24508158592455
1101 => 0.2590064040379
1102 => 0.26647662219406
1103 => 0.25633106255385
1104 => 0.22833986588522
1105 => 0.20253070421239
1106 => 0.20937645608972
1107 => 0.20860036027524
1108 => 0.2235608401816
1109 => 0.20618179421242
1110 => 0.2064744127755
1111 => 0.22174425956289
1112 => 0.21767052623146
1113 => 0.21107159995889
1114 => 0.20257888367699
1115 => 0.18687931214871
1116 => 0.17297376383117
1117 => 0.20024574633838
1118 => 0.19906972886179
1119 => 0.19736668127966
1120 => 0.2011566293847
1121 => 0.21955954158723
1122 => 0.21913529489655
1123 => 0.216436453903
1124 => 0.21848350101012
1125 => 0.21071274270369
1126 => 0.21271544405613
1127 => 0.20252661590932
1128 => 0.20713239175473
1129 => 0.21105744162684
1130 => 0.21184545350002
1201 => 0.21362088448719
1202 => 0.19845002109027
1203 => 0.20526129336234
1204 => 0.20926227769228
1205 => 0.19118568493257
1206 => 0.20890496157409
1207 => 0.19818593011066
1208 => 0.19454772983752
1209 => 0.19944608720886
1210 => 0.19753719257744
1211 => 0.1958960370674
1212 => 0.19498024409416
1213 => 0.1985770571357
1214 => 0.19840926150819
1215 => 0.1925241772609
1216 => 0.18484732476704
1217 => 0.18742392844807
1218 => 0.18648782417497
1219 => 0.18309526152937
1220 => 0.18538143913292
1221 => 0.17531426997486
1222 => 0.15799422868434
1223 => 0.16943637848807
1224 => 0.16899586816729
1225 => 0.16877374288801
1226 => 0.17737220222772
1227 => 0.17654565876241
1228 => 0.17504547427935
1229 => 0.18306770946488
1230 => 0.18013948570787
1231 => 0.18916358135068
]
'min_raw' => 0.081007089104771
'max_raw' => 0.26647662219406
'avg_raw' => 0.17374185564942
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.081007'
'max' => '$0.266476'
'avg' => '$0.173741'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.044130573610212
'max_diff' => 0.17615451520691
'year' => 2029
]
4 => [
'items' => [
101 => 0.19510743438295
102 => 0.19359988099046
103 => 0.19919010349645
104 => 0.18748328819288
105 => 0.19137182264081
106 => 0.19217324420126
107 => 0.18296871632795
108 => 0.17668089149537
109 => 0.17626156526549
110 => 0.16535934352144
111 => 0.17118322237745
112 => 0.17630799476226
113 => 0.17385362648834
114 => 0.17307664681498
115 => 0.17704606745983
116 => 0.17735452543973
117 => 0.17032165080924
118 => 0.17178400814709
119 => 0.17788228134262
120 => 0.17163034730912
121 => 0.15948386072967
122 => 0.15647136411965
123 => 0.15606944154055
124 => 0.14789931181006
125 => 0.15667267354795
126 => 0.15284286603788
127 => 0.16494118207404
128 => 0.15803068883876
129 => 0.15773279128721
130 => 0.15728247544598
131 => 0.15025010728314
201 => 0.15178974898049
202 => 0.15690775247654
203 => 0.15873391378236
204 => 0.15854343019687
205 => 0.15688267146729
206 => 0.15764295830923
207 => 0.15519380948985
208 => 0.1543289640671
209 => 0.15159927401843
210 => 0.14758738374301
211 => 0.14814526169216
212 => 0.14019665728835
213 => 0.1358658357448
214 => 0.13466712142085
215 => 0.13306415052915
216 => 0.13484818124841
217 => 0.14017413989077
218 => 0.13374990380293
219 => 0.12273600163809
220 => 0.12339795592497
221 => 0.12488517067161
222 => 0.12211375583017
223 => 0.11949084426996
224 => 0.12177125306802
225 => 0.11710451752707
226 => 0.12544912336614
227 => 0.12522342516368
228 => 0.12833377819352
301 => 0.13027874577395
302 => 0.12579622519179
303 => 0.1246688833874
304 => 0.12531106851401
305 => 0.11469717885623
306 => 0.12746639696796
307 => 0.12757682569644
308 => 0.12663126787994
309 => 0.13343048231906
310 => 0.14777894551376
311 => 0.14238047649432
312 => 0.1402900261204
313 => 0.13631607843147
314 => 0.1416111277773
315 => 0.14120455060318
316 => 0.13936585443198
317 => 0.13825380525056
318 => 0.14030278996462
319 => 0.13799991336938
320 => 0.13758625345406
321 => 0.13507992443364
322 => 0.13418527900405
323 => 0.13352291914485
324 => 0.132793726022
325 => 0.1344021443474
326 => 0.13075725681699
327 => 0.12636187976805
328 => 0.12599645172507
329 => 0.1270054306805
330 => 0.12655903260237
331 => 0.12599431454281
401 => 0.1249161139753
402 => 0.12459623489903
403 => 0.12563568671364
404 => 0.12446220621875
405 => 0.12619374061176
406 => 0.12572285906703
407 => 0.12309255303595
408 => 0.11981421785721
409 => 0.11978503379758
410 => 0.11907872186087
411 => 0.11817912741476
412 => 0.11792888081978
413 => 0.12157920339962
414 => 0.12913526189493
415 => 0.12765182681115
416 => 0.12872376068772
417 => 0.13399661442853
418 => 0.13567269607249
419 => 0.13448305302178
420 => 0.13285459623997
421 => 0.13292624007382
422 => 0.13849116986463
423 => 0.1388382477096
424 => 0.13971520145228
425 => 0.14084233483873
426 => 0.13467500871135
427 => 0.13263575956783
428 => 0.1316694501904
429 => 0.1286935913167
430 => 0.13190279998113
501 => 0.13003293152438
502 => 0.130285240663
503 => 0.13012092400548
504 => 0.13021065201153
505 => 0.12544679087874
506 => 0.12718249149436
507 => 0.12429655257623
508 => 0.12043260432669
509 => 0.12041965101728
510 => 0.12136534687731
511 => 0.12080280997468
512 => 0.11928903763387
513 => 0.11950406185008
514 => 0.11762022345698
515 => 0.119732793939
516 => 0.11979337490128
517 => 0.11897992019321
518 => 0.12223462649931
519 => 0.1235680823285
520 => 0.12303264901376
521 => 0.12353051489979
522 => 0.12771347023619
523 => 0.12839547447116
524 => 0.12869837570166
525 => 0.12829252817951
526 => 0.12360697164458
527 => 0.12381479600143
528 => 0.12228991876449
529 => 0.12100155818689
530 => 0.12105308585343
531 => 0.12171547066547
601 => 0.124608143988
602 => 0.13069560446287
603 => 0.13092661913801
604 => 0.13120661566346
605 => 0.13006772907948
606 => 0.12972422998807
607 => 0.13017739395428
608 => 0.13246352404517
609 => 0.13834407131721
610 => 0.13626549316272
611 => 0.13457557676813
612 => 0.13605808904438
613 => 0.13582986789976
614 => 0.13390345176559
615 => 0.13384938368083
616 => 0.13015197520685
617 => 0.12878512747994
618 => 0.12764288721256
619 => 0.12639559065951
620 => 0.1256561514531
621 => 0.12679226614325
622 => 0.127052109015
623 => 0.12456797438911
624 => 0.12422939601879
625 => 0.12625799397807
626 => 0.12536528364994
627 => 0.12628345836057
628 => 0.12649648276939
629 => 0.1264621809332
630 => 0.12553008882351
701 => 0.12612417653884
702 => 0.12471898198602
703 => 0.12319104396322
704 => 0.12221631469857
705 => 0.1213657341361
706 => 0.12183768566819
707 => 0.12015526463122
708 => 0.11961702428105
709 => 0.12592291298829
710 => 0.13058114077605
711 => 0.13051340829915
712 => 0.13010110426544
713 => 0.12948850410415
714 => 0.13241870852772
715 => 0.13139788389783
716 => 0.13214061910883
717 => 0.13232967639252
718 => 0.13290189584986
719 => 0.13310641512194
720 => 0.13248821583396
721 => 0.13041346351683
722 => 0.12524337800408
723 => 0.12283668924151
724 => 0.12204244186329
725 => 0.122071311247
726 => 0.12127496476574
727 => 0.12150952449421
728 => 0.12119339446449
729 => 0.12059472066826
730 => 0.12180071924829
731 => 0.12193969934999
801 => 0.1216582048708
802 => 0.1217245070109
803 => 0.11939385295107
804 => 0.11957104751732
805 => 0.11858440565563
806 => 0.1183994222007
807 => 0.11590527749106
808 => 0.11148653860588
809 => 0.11393494888563
810 => 0.11097761356627
811 => 0.10985762586989
812 => 0.11515947343075
813 => 0.114627314986
814 => 0.1137164910523
815 => 0.11236919262202
816 => 0.11186946652856
817 => 0.10883328897871
818 => 0.10865389541169
819 => 0.11015870698908
820 => 0.10946428822352
821 => 0.10848906127972
822 => 0.10495688814644
823 => 0.1009855560823
824 => 0.10110542563441
825 => 0.10236863247476
826 => 0.10604157672971
827 => 0.10460649386672
828 => 0.10356532478394
829 => 0.10337034511216
830 => 0.10581092392204
831 => 0.10926485425508
901 => 0.11088536109001
902 => 0.10927948803212
903 => 0.10743474752956
904 => 0.10754702833625
905 => 0.10829398224044
906 => 0.10837247653441
907 => 0.10717174010964
908 => 0.10750974037986
909 => 0.106996287062
910 => 0.10384522499807
911 => 0.10378823227746
912 => 0.10301491082923
913 => 0.10299149496311
914 => 0.1016758822656
915 => 0.10149181895482
916 => 0.098879590091921
917 => 0.10059896704004
918 => 0.099445699254582
919 => 0.097707452673533
920 => 0.097407778307776
921 => 0.097398769734474
922 => 0.099183560308387
923 => 0.10057811072302
924 => 0.099465760841466
925 => 0.099212500335432
926 => 0.10191665995636
927 => 0.10157253099564
928 => 0.10127451753504
929 => 0.10895559267679
930 => 0.10287542234033
1001 => 0.10022412102964
1002 => 0.096942632189201
1003 => 0.098011101502352
1004 => 0.098236243685713
1005 => 0.090344854557276
1006 => 0.087143318970679
1007 => 0.086044672604682
1008 => 0.085412386088472
1009 => 0.085700526993663
1010 => 0.082818769463056
1011 => 0.084755358183494
1012 => 0.082259999750889
1013 => 0.081841644789064
1014 => 0.086303654782154
1015 => 0.086924517406009
1016 => 0.084275724565748
1017 => 0.085976678369804
1018 => 0.085359888875427
1019 => 0.082302775509103
1020 => 0.082186016265113
1021 => 0.080652064240623
1022 => 0.078251726353937
1023 => 0.077154707530057
1024 => 0.076583370601826
1025 => 0.076819115353549
1026 => 0.07669991559317
1027 => 0.075922056526869
1028 => 0.076744501564321
1029 => 0.074643494351385
1030 => 0.073806856350228
1031 => 0.07342896637496
1101 => 0.071564201544015
1102 => 0.074531871654732
1103 => 0.075116540052266
1104 => 0.075702360427156
1105 => 0.080801526834021
1106 => 0.080546786890429
1107 => 0.082849511917119
1108 => 0.082760032257021
1109 => 0.082103257777737
1110 => 0.079332434283795
1111 => 0.0804368351433
1112 => 0.077037660959742
1113 => 0.079584553379441
1114 => 0.078422258039861
1115 => 0.079191580155965
1116 => 0.077808269624231
1117 => 0.078573850787985
1118 => 0.075255186619089
1119 => 0.072156264713039
1120 => 0.073403361351203
1121 => 0.074759098019688
1122 => 0.077698680552241
1123 => 0.075947889446881
1124 => 0.07657754013311
1125 => 0.074468315736496
1126 => 0.07011638333612
1127 => 0.070141014800887
1128 => 0.06947156481309
1129 => 0.068893062282335
1130 => 0.076148988866308
1201 => 0.075246599696366
1202 => 0.073808760655838
1203 => 0.075733365349037
1204 => 0.076242261377502
1205 => 0.076256748932009
1206 => 0.077660890834929
1207 => 0.078410281620224
1208 => 0.078542364994178
1209 => 0.080751812616916
1210 => 0.081492390316739
1211 => 0.084542725051832
1212 => 0.078346701047794
1213 => 0.078219098010837
1214 => 0.075760448483941
1215 => 0.074201134084273
1216 => 0.075867216074938
1217 => 0.077343137275796
1218 => 0.075806309469766
1219 => 0.076006986737028
1220 => 0.073943920970878
1221 => 0.07468136990601
1222 => 0.075316560274045
1223 => 0.07496584548758
1224 => 0.074440808477455
1225 => 0.077222128568509
1226 => 0.077065195588891
1227 => 0.079655224799953
1228 => 0.081674337784742
1229 => 0.085292949213103
1230 => 0.081516739545129
1231 => 0.081379119455754
]
'min_raw' => 0.068893062282335
'max_raw' => 0.19919010349645
'avg_raw' => 0.13404158288939
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.068893'
'max' => '$0.19919'
'avg' => '$0.134041'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.012114026822436
'max_diff' => -0.067286518697615
'year' => 2030
]
5 => [
'items' => [
101 => 0.082724377904351
102 => 0.08149218436468
103 => 0.082270888147877
104 => 0.085167487994916
105 => 0.085228688585282
106 => 0.08420349984415
107 => 0.084141117016083
108 => 0.084338015728153
109 => 0.085491257634769
110 => 0.085088279477053
111 => 0.08555461600332
112 => 0.086137776970216
113 => 0.088549977984423
114 => 0.089131551482481
115 => 0.087718629393488
116 => 0.087846200438306
117 => 0.087317728791445
118 => 0.086807231802307
119 => 0.087954754481791
120 => 0.090051874733163
121 => 0.09003882865692
122 => 0.090525319793046
123 => 0.090828399740542
124 => 0.089527358737807
125 => 0.08868042888563
126 => 0.089005195682502
127 => 0.0895245048632
128 => 0.088836790714276
129 => 0.084591900406933
130 => 0.085879528961538
131 => 0.085665204608232
201 => 0.085359980666393
202 => 0.086654701134985
203 => 0.086529822187298
204 => 0.082789212874355
205 => 0.083028674546193
206 => 0.082803775331742
207 => 0.083530470703683
208 => 0.081452940429784
209 => 0.082091974749656
210 => 0.082492771084504
211 => 0.082728843204793
212 => 0.083581697579443
213 => 0.083481624962186
214 => 0.083575476925046
215 => 0.084840034817444
216 => 0.091235734693331
217 => 0.09158383852626
218 => 0.089869647939926
219 => 0.090554433268252
220 => 0.089239795183955
221 => 0.090122320537253
222 => 0.090726121970266
223 => 0.087997659398818
224 => 0.087836097552913
225 => 0.086516033489599
226 => 0.087225361144973
227 => 0.086096769842809
228 => 0.086373686671912
301 => 0.085599403076565
302 => 0.086992959389865
303 => 0.088551171884892
304 => 0.088944837896813
305 => 0.087909272103325
306 => 0.087159454221728
307 => 0.08584302102701
308 => 0.088032278768454
309 => 0.088672484448473
310 => 0.088028916040561
311 => 0.0878797871782
312 => 0.087597188253496
313 => 0.087939741876007
314 => 0.088668997750848
315 => 0.088325094147515
316 => 0.088552248536318
317 => 0.087686570246788
318 => 0.089527789436515
319 => 0.092452088623332
320 => 0.092461490723388
321 => 0.092117585266286
322 => 0.091976866562786
323 => 0.092329734431701
324 => 0.09252115077519
325 => 0.09366226075836
326 => 0.09488671723413
327 => 0.10060072133433
328 => 0.09899625184795
329 => 0.10406605621327
330 => 0.10807561323454
331 => 0.10927790406854
401 => 0.10817185307341
402 => 0.1043881123668
403 => 0.10420246399644
404 => 0.10985697006625
405 => 0.10825931310874
406 => 0.10806927689735
407 => 0.10604761267937
408 => 0.10724266662018
409 => 0.10698129079294
410 => 0.10656869626271
411 => 0.10884877593359
412 => 0.11311688153336
413 => 0.1124516572496
414 => 0.11195509818063
415 => 0.1097793208866
416 => 0.11108962479506
417 => 0.11062305067047
418 => 0.11262774920494
419 => 0.11144021020263
420 => 0.10824720928595
421 => 0.1087557052062
422 => 0.10867884707081
423 => 0.11026058205099
424 => 0.10978578447101
425 => 0.10858613522309
426 => 0.11310229361242
427 => 0.11280903940681
428 => 0.11322480682312
429 => 0.11340784049782
430 => 0.11615674652577
501 => 0.11728288537024
502 => 0.11753853860377
503 => 0.11860828340731
504 => 0.11751192237854
505 => 0.12189814818579
506 => 0.12481473240424
507 => 0.12820249506001
508 => 0.13315292684486
509 => 0.13501433499002
510 => 0.13467808826942
511 => 0.13843144915019
512 => 0.14517615522042
513 => 0.13604138620474
514 => 0.1456603201592
515 => 0.14261507672515
516 => 0.1353948593246
517 => 0.13492996244478
518 => 0.13981957749688
519 => 0.15066427307442
520 => 0.14794779983177
521 => 0.1506687162515
522 => 0.1474946227179
523 => 0.14733700222059
524 => 0.15051455761328
525 => 0.15793908898782
526 => 0.15441197243617
527 => 0.14935498597493
528 => 0.15308898608249
529 => 0.14985424962392
530 => 0.14256548303705
531 => 0.14794572259587
601 => 0.14434810962329
602 => 0.14539808434831
603 => 0.15295973171215
604 => 0.15204989429569
605 => 0.15322730816126
606 => 0.15114920350682
607 => 0.14920792607255
608 => 0.14558438758032
609 => 0.14451163647106
610 => 0.14480810628412
611 => 0.14451148955534
612 => 0.14248415307098
613 => 0.14204634995021
614 => 0.14131665890166
615 => 0.1415428206694
616 => 0.14017078801947
617 => 0.14276009710629
618 => 0.14324069568971
619 => 0.14512497891264
620 => 0.14532061144771
621 => 0.15056831340246
622 => 0.14767796734983
623 => 0.14961706102241
624 => 0.14944361023288
625 => 0.13555134332929
626 => 0.13746557513609
627 => 0.14044351910845
628 => 0.13910195938541
629 => 0.13720530781366
630 => 0.13567365997745
701 => 0.13335305688656
702 => 0.13661926117376
703 => 0.14091397248931
704 => 0.14542953241403
705 => 0.15085468179236
706 => 0.14964385160682
707 => 0.14532811302005
708 => 0.14552171390041
709 => 0.14671847836361
710 => 0.14516855964624
711 => 0.14471145835848
712 => 0.14665567966594
713 => 0.14666906844956
714 => 0.14488569965129
715 => 0.14290381158507
716 => 0.1428955074017
717 => 0.14254284956309
718 => 0.14755735976395
719 => 0.15031483335026
720 => 0.15063097325304
721 => 0.15029355461594
722 => 0.15042341365769
723 => 0.1488189005346
724 => 0.1524863417304
725 => 0.15585194844401
726 => 0.15494989394906
727 => 0.15359758602653
728 => 0.15252040763026
729 => 0.15469614495212
730 => 0.15459926279411
731 => 0.15582255280545
801 => 0.15576705730447
802 => 0.15535571088392
803 => 0.15494990863954
804 => 0.15655886866872
805 => 0.15609551401942
806 => 0.15563143965237
807 => 0.15470066746302
808 => 0.15482717486204
809 => 0.15347510043455
810 => 0.15284956893767
811 => 0.14344307608456
812 => 0.14092935382819
813 => 0.14172022202158
814 => 0.14198059636573
815 => 0.14088662121833
816 => 0.14245510056054
817 => 0.14221065471649
818 => 0.14316165049966
819 => 0.14256750962177
820 => 0.14259189337064
821 => 0.14433913500832
822 => 0.14484636668904
823 => 0.14458838456237
824 => 0.14476906640078
825 => 0.14893280310595
826 => 0.14834085289528
827 => 0.14802639114387
828 => 0.14811349919808
829 => 0.14917742319777
830 => 0.14947526382959
831 => 0.14821329214369
901 => 0.14880844528613
902 => 0.15134253183047
903 => 0.15222931870411
904 => 0.15505951672293
905 => 0.15385719830178
906 => 0.15606410579893
907 => 0.16284738705495
908 => 0.16826634148962
909 => 0.16328284704374
910 => 0.17323406676333
911 => 0.18098251873271
912 => 0.18068512024041
913 => 0.17933399841462
914 => 0.17051259185073
915 => 0.16239500201087
916 => 0.16918571060298
917 => 0.1692030215157
918 => 0.16861969362526
919 => 0.16499669419638
920 => 0.16849362109844
921 => 0.16877119445695
922 => 0.1686158271889
923 => 0.16583808202135
924 => 0.16159697856362
925 => 0.1624256800275
926 => 0.16378310993037
927 => 0.16121321193469
928 => 0.16039197380945
929 => 0.16191881173121
930 => 0.16683860164441
1001 => 0.16590854385972
1002 => 0.1658842562923
1003 => 0.16986343790108
1004 => 0.16701520263034
1005 => 0.16243613260683
1006 => 0.16127985703538
1007 => 0.15717585771729
1008 => 0.16001050466423
1009 => 0.16011251856143
1010 => 0.15856001139798
1011 => 0.16256211000678
1012 => 0.16252522996355
1013 => 0.16632462695884
1014 => 0.17358764702551
1015 => 0.17143961460028
1016 => 0.16894168659501
1017 => 0.16921328062922
1018 => 0.17219199683323
1019 => 0.17039099701881
1020 => 0.17103864910909
1021 => 0.17219101653423
1022 => 0.17288626841349
1023 => 0.16911324458311
1024 => 0.16823357224366
1025 => 0.16643407136017
1026 => 0.16596461516895
1027 => 0.16743027109073
1028 => 0.16704412253773
1029 => 0.16010394468839
1030 => 0.15937865748835
1031 => 0.1594009010113
1101 => 0.15757713186127
1102 => 0.15479544615273
1103 => 0.16210555010896
1104 => 0.16151844645643
1105 => 0.16087032946226
1106 => 0.16094972009594
1107 => 0.16412278846093
1108 => 0.16228224856544
1109 => 0.16717562553615
1110 => 0.16616969433935
1111 => 0.16513796480308
1112 => 0.16499534835391
1113 => 0.16459822050547
1114 => 0.16323632134842
1115 => 0.16159174627882
1116 => 0.16050585536722
1117 => 0.14805816726885
1118 => 0.15036838577503
1119 => 0.15302608158336
1120 => 0.15394350752635
1121 => 0.15237418696693
1122 => 0.16329828768923
1123 => 0.16529422615844
1124 => 0.15924839834334
1125 => 0.15811747080865
1126 => 0.16337243111012
1127 => 0.16020304765557
1128 => 0.16163022083109
1129 => 0.1585454530476
1130 => 0.16481346302911
1201 => 0.16476571129484
1202 => 0.16232731384261
1203 => 0.16438823067181
1204 => 0.16403009565606
1205 => 0.161277150938
1206 => 0.16490073628701
1207 => 0.16490253354014
1208 => 0.16255562900769
1209 => 0.15981495831726
1210 => 0.15932499112957
1211 => 0.15895586667147
1212 => 0.16153943884214
1213 => 0.16385586157174
1214 => 0.16816614998163
1215 => 0.1692498588978
1216 => 0.17347964694421
1217 => 0.17096101410721
1218 => 0.1720774914221
1219 => 0.17328958548276
1220 => 0.17387070794873
1221 => 0.17292380007519
1222 => 0.17949440196148
1223 => 0.18004916207873
1224 => 0.18023516834738
1225 => 0.1780195983604
1226 => 0.17998754306945
1227 => 0.17906680691156
1228 => 0.18146230660652
1229 => 0.18183795154596
1230 => 0.18151979364621
1231 => 0.18163902927914
]
'min_raw' => 0.081452940429784
'max_raw' => 0.18183795154596
'avg_raw' => 0.13164544598787
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.081452'
'max' => '$0.181837'
'avg' => '$0.131645'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.012559878147449
'max_diff' => -0.017352151950486
'year' => 2031
]
6 => [
'items' => [
101 => 0.17603217970279
102 => 0.17574143497377
103 => 0.17177710996325
104 => 0.17339260170785
105 => 0.17037251732386
106 => 0.17133021719234
107 => 0.17175236216907
108 => 0.17153185758974
109 => 0.17348393918722
110 => 0.17182427104544
111 => 0.16744413394457
112 => 0.16306280347827
113 => 0.16300779944322
114 => 0.16185427246836
115 => 0.16102048374453
116 => 0.16118110103298
117 => 0.16174713730713
118 => 0.16098758468728
119 => 0.16114967374902
120 => 0.1638414321677
121 => 0.16438124512182
122 => 0.16254674978517
123 => 0.15518098629212
124 => 0.15337340945531
125 => 0.1546726598398
126 => 0.15405170183846
127 => 0.124331746626
128 => 0.13131400926084
129 => 0.12716538589845
130 => 0.12907726241282
131 => 0.12484259224064
201 => 0.12686359880488
202 => 0.12649039268781
203 => 0.13771766438446
204 => 0.13754236597953
205 => 0.13762627204938
206 => 0.13362121671897
207 => 0.14000137860942
208 => 0.14314447577985
209 => 0.14256277214443
210 => 0.14270917441715
211 => 0.14019349831782
212 => 0.13765062929302
213 => 0.13483019619978
214 => 0.14007021227096
215 => 0.1394876119339
216 => 0.14082388749413
217 => 0.14422241248037
218 => 0.14472285819434
219 => 0.14539546230893
220 => 0.14515438161307
221 => 0.15089790185969
222 => 0.15020232366086
223 => 0.15187846698854
224 => 0.1484305129942
225 => 0.1445288257668
226 => 0.14527040895297
227 => 0.1451989885287
228 => 0.14428972455529
229 => 0.14346888169603
301 => 0.14210240960641
302 => 0.14642612949779
303 => 0.14625059436624
304 => 0.14909230410878
305 => 0.14859000430889
306 => 0.14523552331162
307 => 0.14535532925669
308 => 0.14616108181401
309 => 0.14894980061485
310 => 0.14977768222539
311 => 0.14939417447801
312 => 0.15030190886974
313 => 0.15101934512165
314 => 0.15039200781714
315 => 0.15927378111174
316 => 0.15558544960475
317 => 0.15738311671801
318 => 0.15781184973205
319 => 0.15671365913187
320 => 0.15695181734979
321 => 0.15731256215571
322 => 0.15950293397621
323 => 0.1652511034224
324 => 0.167796928541
325 => 0.17545616901912
326 => 0.1675855332045
327 => 0.16711852224719
328 => 0.1684981827442
329 => 0.1729949677178
330 => 0.17663918957736
331 => 0.17784818820838
401 => 0.17800797733586
402 => 0.18027613914037
403 => 0.18157620718799
404 => 0.18000072463872
405 => 0.17866566813811
406 => 0.17388366146624
407 => 0.17443719175948
408 => 0.17825046657033
409 => 0.18363694184142
410 => 0.18825909799125
411 => 0.18664058000599
412 => 0.19898872973793
413 => 0.20021299834618
414 => 0.20004384400987
415 => 0.20283291009507
416 => 0.19729718189938
417 => 0.19493055084604
418 => 0.17895432250708
419 => 0.18344299100844
420 => 0.18996753428543
421 => 0.18910398651694
422 => 0.18436568878765
423 => 0.18825550356753
424 => 0.18696940915555
425 => 0.18595501313271
426 => 0.19060215796367
427 => 0.18549243132784
428 => 0.1899165608535
429 => 0.18424256897508
430 => 0.18664797325981
501 => 0.18528254945148
502 => 0.18616614599552
503 => 0.18100065865393
504 => 0.18378783023834
505 => 0.18088470315265
506 => 0.18088332669242
507 => 0.18081924000109
508 => 0.18423475614296
509 => 0.18434613600173
510 => 0.18182206441233
511 => 0.18145830626289
512 => 0.18280331079474
513 => 0.18122866274519
514 => 0.18196543065685
515 => 0.18125097869467
516 => 0.18109014050933
517 => 0.17980855448412
518 => 0.17925641198651
519 => 0.17947292128678
520 => 0.17873386342677
521 => 0.17828855433322
522 => 0.18073065681412
523 => 0.17942593997271
524 => 0.1805306902459
525 => 0.179271687879
526 => 0.1749074371541
527 => 0.17239751041109
528 => 0.16415384535801
529 => 0.16649173854083
530 => 0.16804176413976
531 => 0.16752948068856
601 => 0.16863006376912
602 => 0.1686976306317
603 => 0.1683398198531
604 => 0.16792552080987
605 => 0.1677238629478
606 => 0.16922685543647
607 => 0.17009939316455
608 => 0.16819732994528
609 => 0.1677517031457
610 => 0.16967479407617
611 => 0.17084787843282
612 => 0.17950927422316
613 => 0.17886761004707
614 => 0.18047806120882
615 => 0.18029674912239
616 => 0.18198475850489
617 => 0.18474394043929
618 => 0.17913375208726
619 => 0.18010748679945
620 => 0.17986874953484
621 => 0.1824752203896
622 => 0.1824833575071
623 => 0.1809206480268
624 => 0.18176781818814
625 => 0.18129495104498
626 => 0.1821494858845
627 => 0.17885904023079
628 => 0.18286644785534
629 => 0.18513838974682
630 => 0.18516993566219
701 => 0.1862468180875
702 => 0.18734099300045
703 => 0.18944116646329
704 => 0.18728242030244
705 => 0.18339904610877
706 => 0.18367941318233
707 => 0.18140259231345
708 => 0.1814408660836
709 => 0.18123655769899
710 => 0.18184970254083
711 => 0.17899359104345
712 => 0.17966391470317
713 => 0.17872545765415
714 => 0.18010544677711
715 => 0.17862080660118
716 => 0.1798686344085
717 => 0.18040715552399
718 => 0.18239431003369
719 => 0.1783273022644
720 => 0.17003439811059
721 => 0.17177766710546
722 => 0.16919923533122
723 => 0.16943787900871
724 => 0.16991997721709
725 => 0.168357339191
726 => 0.16865544128199
727 => 0.16864479097759
728 => 0.16855301240801
729 => 0.16814650990548
730 => 0.16755700085274
731 => 0.16990542347754
801 => 0.17030446624351
802 => 0.17119148888132
803 => 0.17383066657826
804 => 0.17356695049024
805 => 0.17399708237127
806 => 0.17305810689006
807 => 0.16948143538823
808 => 0.16967566585867
809 => 0.16725360878001
810 => 0.1711295514363
811 => 0.17021167705534
812 => 0.16961991747082
813 => 0.16945845038557
814 => 0.17210417009354
815 => 0.17289581089674
816 => 0.17240251347322
817 => 0.17139074606581
818 => 0.17333363859023
819 => 0.17385347466571
820 => 0.17396984679219
821 => 0.17741227983278
822 => 0.1741622405585
823 => 0.17494455731443
824 => 0.18104796932204
825 => 0.17551301684442
826 => 0.17844500461599
827 => 0.1783014990719
828 => 0.17980140480277
829 => 0.178178463023
830 => 0.17819858133143
831 => 0.17953039600804
901 => 0.17766010248879
902 => 0.17719699151143
903 => 0.17655720701307
904 => 0.17795415305919
905 => 0.17879155903541
906 => 0.1855404361968
907 => 0.18990051862925
908 => 0.18971123595196
909 => 0.19144092530008
910 => 0.19066168440661
911 => 0.18814531000824
912 => 0.19244045426709
913 => 0.19108129090712
914 => 0.19119333868314
915 => 0.19118916825932
916 => 0.19209289307357
917 => 0.19145252121751
918 => 0.19019028255639
919 => 0.19102821548585
920 => 0.19351657671986
921 => 0.20124052634247
922 => 0.20556295088001
923 => 0.20098031095792
924 => 0.20414135461218
925 => 0.20224585481464
926 => 0.2019013861152
927 => 0.20388675512937
928 => 0.20587559926918
929 => 0.20574891849548
930 => 0.20430511977825
1001 => 0.20348955451793
1002 => 0.20966528790351
1003 => 0.21421546306113
1004 => 0.21390517162015
1005 => 0.21527469712849
1006 => 0.21929566637881
1007 => 0.21966329341463
1008 => 0.21961698085793
1009 => 0.21870577889173
1010 => 0.2226649453075
1011 => 0.22596775158645
1012 => 0.21849486196371
1013 => 0.22134044050474
1014 => 0.22261791239062
1015 => 0.22449362012793
1016 => 0.22765825348589
1017 => 0.23109588469017
1018 => 0.23158200343416
1019 => 0.23123707892238
1020 => 0.22896986873466
1021 => 0.23273136581786
1022 => 0.23493476259123
1023 => 0.23624683494594
1024 => 0.23957403212945
1025 => 0.22262580162209
1026 => 0.21062900168727
1027 => 0.20875552814155
1028 => 0.21256531026747
1029 => 0.21356991943163
1030 => 0.21316496273723
1031 => 0.19966147370926
1101 => 0.20868443506643
1102 => 0.21839238281461
1103 => 0.21876530462448
1104 => 0.22362530625084
1105 => 0.22520792199858
1106 => 0.22912086032277
1107 => 0.22887610496521
1108 => 0.2298288431787
1109 => 0.22960982516255
1110 => 0.23685771944173
1111 => 0.24485322315439
1112 => 0.24457636428497
1113 => 0.24342691602777
1114 => 0.24513404269976
1115 => 0.25338625938148
1116 => 0.2526265275085
1117 => 0.25336454230929
1118 => 0.26309437085159
1119 => 0.27574453200854
1120 => 0.26986726209572
1121 => 0.28261924666768
1122 => 0.29064594500207
1123 => 0.3045272897953
1124 => 0.30278927706012
1125 => 0.30819318272211
1126 => 0.29967787152995
1127 => 0.28012499580442
1128 => 0.27703067837545
1129 => 0.28322558022884
1130 => 0.29845514194572
1201 => 0.28274594713297
1202 => 0.28592389678389
1203 => 0.28500864707063
1204 => 0.28495987730297
1205 => 0.28682122097352
1206 => 0.28412124489823
1207 => 0.27312105665109
1208 => 0.27816237810024
1209 => 0.27621568178458
1210 => 0.27837568648263
1211 => 0.29003234098428
1212 => 0.28487865616916
1213 => 0.27944966786779
1214 => 0.28625882398666
1215 => 0.29492921960587
1216 => 0.29438664183022
1217 => 0.29333381416554
1218 => 0.29926854858708
1219 => 0.30907099113743
1220 => 0.31172055196938
1221 => 0.31367640360765
1222 => 0.31394608250418
1223 => 0.31672394274296
1224 => 0.30178668812811
1225 => 0.32549249481778
1226 => 0.32958583277339
1227 => 0.32881645488921
1228 => 0.33336602775288
1229 => 0.33202742800487
1230 => 0.33008800698986
1231 => 0.33730004770068
]
'min_raw' => 0.124331746626
'max_raw' => 0.33730004770068
'avg_raw' => 0.23081589716334
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.124331'
'max' => '$0.337300047'
'avg' => '$0.230815'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.042878806196214
'max_diff' => 0.15546209615472
'year' => 2032
]
7 => [
'items' => [
101 => 0.3290320250074
102 => 0.31729660770941
103 => 0.31085832567949
104 => 0.31933677481788
105 => 0.3245142678496
106 => 0.32793626139316
107 => 0.32897175457181
108 => 0.30294622468295
109 => 0.28891990751492
110 => 0.29791061600758
111 => 0.30887990087417
112 => 0.30172575319683
113 => 0.30200618224118
114 => 0.29180624773023
115 => 0.30978236874994
116 => 0.30716339912034
117 => 0.32075061819157
118 => 0.31750791931597
119 => 0.32858776901575
120 => 0.3256700732636
121 => 0.33778126520461
122 => 0.34261274756731
123 => 0.35072555841446
124 => 0.35669337509871
125 => 0.36019779120185
126 => 0.35998739920375
127 => 0.37387364169753
128 => 0.36568540964731
129 => 0.35539906037411
130 => 0.35521301276877
131 => 0.36054045881606
201 => 0.37170532421773
202 => 0.3746002113742
203 => 0.37621805836689
204 => 0.37374026937992
205 => 0.36485253034528
206 => 0.36101484969198
207 => 0.3642846647969
208 => 0.360285961902
209 => 0.36718884493647
210 => 0.37666797771907
211 => 0.37471057428402
212 => 0.38125388049707
213 => 0.3880255140517
214 => 0.39770925416791
215 => 0.40024094242214
216 => 0.40442572683491
217 => 0.40873324462571
218 => 0.41011670324926
219 => 0.41275815502361
220 => 0.41274423326891
221 => 0.42070442598113
222 => 0.42948476504935
223 => 0.43279913978229
224 => 0.440420361725
225 => 0.42736928622759
226 => 0.43726867691232
227 => 0.44619817510777
228 => 0.43555205923916
301 => 0.45022524973718
302 => 0.45079497647406
303 => 0.45939717379011
304 => 0.45067719882869
305 => 0.44549930553174
306 => 0.4604476894669
307 => 0.46768074158344
308 => 0.46550208742141
309 => 0.44892242167492
310 => 0.43927234507514
311 => 0.41401623325278
312 => 0.44393318868921
313 => 0.45850486499274
314 => 0.44888468455355
315 => 0.4537365439946
316 => 0.48020671588425
317 => 0.49028484352313
318 => 0.48818866342567
319 => 0.48854288335608
320 => 0.49398085809906
321 => 0.51809583285682
322 => 0.50364558100123
323 => 0.51469225710422
324 => 0.52055137427749
325 => 0.52599364884018
326 => 0.51262914256277
327 => 0.49524211625944
328 => 0.48973491517147
329 => 0.4479281472019
330 => 0.4457519233715
331 => 0.44453034298916
401 => 0.43682845147449
402 => 0.4307768744696
403 => 0.42596443575466
404 => 0.41333515945081
405 => 0.41759716946707
406 => 0.39746873897355
407 => 0.41034619549552
408 => 0.37822073440992
409 => 0.40497577301524
410 => 0.3904142219047
411 => 0.40019191184377
412 => 0.40015779840468
413 => 0.38215397120744
414 => 0.37176973941035
415 => 0.3783869760718
416 => 0.38548117904978
417 => 0.38663218961519
418 => 0.39583000895377
419 => 0.39839692262471
420 => 0.39061905436404
421 => 0.37755500563458
422 => 0.3805894861952
423 => 0.37170824575864
424 => 0.35614421350555
425 => 0.36732257319166
426 => 0.37113935666627
427 => 0.37282506568602
428 => 0.35751962750629
429 => 0.35271032653298
430 => 0.35014989504874
501 => 0.37557926576304
502 => 0.37697234409432
503 => 0.36984515839003
504 => 0.40206071360092
505 => 0.39476934127317
506 => 0.40291559059286
507 => 0.38031413889025
508 => 0.38117754478218
509 => 0.37047765534183
510 => 0.37646887846156
511 => 0.37223447506667
512 => 0.3759848468399
513 => 0.37823280421742
514 => 0.38893093791119
515 => 0.40509792851738
516 => 0.38733299348866
517 => 0.37959255689809
518 => 0.38439468022501
519 => 0.39718336746101
520 => 0.41655888326441
521 => 0.4050881879402
522 => 0.41017868774005
523 => 0.41129073548574
524 => 0.40283266942189
525 => 0.41687074422464
526 => 0.42439386255655
527 => 0.4321110252751
528 => 0.43881162143362
529 => 0.42902862078126
530 => 0.43949783381735
531 => 0.43106149617514
601 => 0.42349322917753
602 => 0.42350470711452
603 => 0.41875702267218
604 => 0.40955778581841
605 => 0.40786130540096
606 => 0.4166866107744
607 => 0.42376366992436
608 => 0.42434657041278
609 => 0.42826479399063
610 => 0.43058355834309
611 => 0.45331060120446
612 => 0.46245160585126
613 => 0.47362905330301
614 => 0.47798329901189
615 => 0.49108801751212
616 => 0.48050489300998
617 => 0.47821516745297
618 => 0.44642740689215
619 => 0.4516326509032
620 => 0.45996674879624
621 => 0.44656483309677
622 => 0.45506526391231
623 => 0.45674342901905
624 => 0.44610944112961
625 => 0.45178951352885
626 => 0.43670492526056
627 => 0.4054267313202
628 => 0.41690556579584
629 => 0.42535785170382
630 => 0.4132953975538
701 => 0.43491687973627
702 => 0.42228605620326
703 => 0.41828269152975
704 => 0.40266413863582
705 => 0.41003549438852
706 => 0.4200053585917
707 => 0.41384514163525
708 => 0.4266285167811
709 => 0.44473318518925
710 => 0.45763565004854
711 => 0.45862614108989
712 => 0.45033072058338
713 => 0.46362418488573
714 => 0.46372101326037
715 => 0.44872593122192
716 => 0.43954152696633
717 => 0.43745481099531
718 => 0.44266783661569
719 => 0.44899741209644
720 => 0.45897738847747
721 => 0.46500807918847
722 => 0.48073292213156
723 => 0.48498761376538
724 => 0.48966222992905
725 => 0.49590895872194
726 => 0.5034097582662
727 => 0.48699843588412
728 => 0.48765048831689
729 => 0.47236849214492
730 => 0.45603748757524
731 => 0.46843068435517
801 => 0.48463314054706
802 => 0.48091627919451
803 => 0.48049805636377
804 => 0.48120139115975
805 => 0.47839899908127
806 => 0.46572388357184
807 => 0.45935851991342
808 => 0.46757146301024
809 => 0.47193627675015
810 => 0.47870572220901
811 => 0.47787124517054
812 => 0.49530860968718
813 => 0.50208424225981
814 => 0.50035074550207
815 => 0.50066975062442
816 => 0.51293670975077
817 => 0.52658009119184
818 => 0.53935891831415
819 => 0.55235809012635
820 => 0.53668708114043
821 => 0.52873030923084
822 => 0.53693966681363
823 => 0.53258366612513
824 => 0.55761453815499
825 => 0.55934762142563
826 => 0.58437668343854
827 => 0.60813224369406
828 => 0.59321180192264
829 => 0.60728110648163
830 => 0.62249820644941
831 => 0.65185446117276
901 => 0.64196830734743
902 => 0.63439566845301
903 => 0.62723956128851
904 => 0.64213028429782
905 => 0.66128696156418
906 => 0.66541312636699
907 => 0.67209908966379
908 => 0.6650696167779
909 => 0.67353584259792
910 => 0.70342533999075
911 => 0.69534893395331
912 => 0.6838791390331
913 => 0.70747402660689
914 => 0.71601292469704
915 => 0.77594338334938
916 => 0.85160806300172
917 => 0.82028238878457
918 => 0.80083753192481
919 => 0.80540753452502
920 => 0.83303771412301
921 => 0.84191165087182
922 => 0.81778923175912
923 => 0.82630967799454
924 => 0.87325817446345
925 => 0.89844453653092
926 => 0.86423807386358
927 => 0.76986380001237
928 => 0.68284640949428
929 => 0.70592733990384
930 => 0.70331067868006
1001 => 0.75375098119169
1002 => 0.69515631434037
1003 => 0.69614289825574
1004 => 0.74762625280611
1005 => 0.73389137646022
1006 => 0.71164263580992
1007 => 0.68300884992296
1008 => 0.63007664840628
1009 => 0.58319312139933
1010 => 0.67514251449141
1011 => 0.67117748946215
1012 => 0.66543554563601
1013 => 0.67821362027788
1014 => 0.74026032361903
1015 => 0.73882994628144
1016 => 0.7297306154446
1017 => 0.73663237768652
1018 => 0.71043272351938
1019 => 0.71718497095329
1020 => 0.68283262549504
1021 => 0.69836132032284
1022 => 0.7115949000049
1023 => 0.71425173705257
1024 => 0.72023772658244
1025 => 0.66908810144387
1026 => 0.69205278145699
1027 => 0.70554237946517
1028 => 0.64459588490843
1029 => 0.70433766322571
1030 => 0.66819770026785
1031 => 0.65593125403593
1101 => 0.67244640790581
1102 => 0.6660104363812
1103 => 0.66047716599727
1104 => 0.65738950604939
1105 => 0.66951641234041
1106 => 0.66895067766715
1107 => 0.64910870524395
1108 => 0.62322566108016
1109 => 0.63191286028349
1110 => 0.62875671936999
1111 => 0.6173184575492
1112 => 0.62502646495542
1113 => 0.59108430127171
1114 => 0.53268857281405
1115 => 0.57126657974272
1116 => 0.56978136844076
1117 => 0.56903245755335
1118 => 0.59802276354244
1119 => 0.59523601454175
1120 => 0.59017803781756
1121 => 0.61722556384015
1122 => 0.60735285300134
1123 => 0.63777822150332
1124 => 0.65781833698818
1125 => 0.6527355154714
1126 => 0.67158334094719
1127 => 0.63211299580746
1128 => 0.64522346118749
1129 => 0.64792550993199
1130 => 0.61689180156751
1201 => 0.59569196114257
1202 => 0.5942781734821
1203 => 0.55752057170322
1204 => 0.5771561858765
1205 => 0.59443471377207
1206 => 0.58615963977802
1207 => 0.58353999856231
1208 => 0.59692317740252
1209 => 0.59796316501758
1210 => 0.57425133718128
1211 => 0.57918177704437
1212 => 0.59974253089092
1213 => 0.5786636988009
1214 => 0.53771097125767
1215 => 0.5275541286112
1216 => 0.5261990185744
1217 => 0.49865285576781
1218 => 0.52823285740367
1219 => 0.51532039399486
1220 => 0.55611071118822
1221 => 0.53281150077023
1222 => 0.53180711837665
1223 => 0.5302888470779
1224 => 0.50657872683261
1225 => 0.51176973630958
1226 => 0.52902544242409
1227 => 0.53518247276519
1228 => 0.53454024405755
1229 => 0.52894088005031
1230 => 0.53150424021944
1231 => 0.52324676398078
]
'min_raw' => 0.28891990751492
'max_raw' => 0.89844453653092
'avg_raw' => 0.59368222202292
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.288919'
'max' => '$0.898444'
'avg' => '$0.593682'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.16458816088892
'max_diff' => 0.56114448883024
'year' => 2033
]
8 => [
'items' => [
101 => 0.5203308772564
102 => 0.51112753667644
103 => 0.49760116851163
104 => 0.49948209296698
105 => 0.47268281826572
106 => 0.45808115106331
107 => 0.45403960202857
108 => 0.44863507375134
109 => 0.45465005787838
110 => 0.47260689928764
111 => 0.45094713879165
112 => 0.41381299867681
113 => 0.41604482377121
114 => 0.42105907212351
115 => 0.41171505349158
116 => 0.4028717240405
117 => 0.41056028151622
118 => 0.39482605681884
119 => 0.42296047800704
120 => 0.4221995207597
121 => 0.43268629315772
122 => 0.43924388714844
123 => 0.4241307560461
124 => 0.42032984444412
125 => 0.42249501643441
126 => 0.38670954641509
127 => 0.42976185679712
128 => 0.43013417496509
129 => 0.42694616077001
130 => 0.44987018695748
131 => 0.49824703239612
201 => 0.48004571718801
202 => 0.47299761780176
203 => 0.45959917571638
204 => 0.47745180427438
205 => 0.47608100094551
206 => 0.46988170843066
207 => 0.46613235697471
208 => 0.47304065199369
209 => 0.46527634277114
210 => 0.46388165948582
211 => 0.45543139620717
212 => 0.45241503667917
213 => 0.45018184416937
214 => 0.44772331864505
215 => 0.45314621332532
216 => 0.44085722053862
217 => 0.42603789994269
218 => 0.42480583378241
219 => 0.42820767677531
220 => 0.42670261448838
221 => 0.42479862812322
222 => 0.4211633996323
223 => 0.42008490499341
224 => 0.42358948935859
225 => 0.41963301794027
226 => 0.42547100703815
227 => 0.42388339703419
228 => 0.41501513660832
301 => 0.40396200066716
302 => 0.40386360457254
303 => 0.40148222456479
304 => 0.39844917908204
305 => 0.39760545521542
306 => 0.40991277265074
307 => 0.43538855141484
308 => 0.43038704645973
309 => 0.43400114636464
310 => 0.45177894089066
311 => 0.45742996717355
312 => 0.45341900256985
313 => 0.44792854683478
314 => 0.44817009902259
315 => 0.4669326483433
316 => 0.46810284552982
317 => 0.47105955630024
318 => 0.47485976520659
319 => 0.45406619457917
320 => 0.44719072371597
321 => 0.44393274418439
322 => 0.43389942822386
323 => 0.44471949929579
324 => 0.43841510724382
325 => 0.43926578512033
326 => 0.43871178003727
327 => 0.43901430427428
328 => 0.42295261386293
329 => 0.42880464967123
330 => 0.41907450511892
331 => 0.40604693382337
401 => 0.40600326083633
402 => 0.40919174045477
403 => 0.4072951080125
404 => 0.40219131887723
405 => 0.40291628803469
406 => 0.39656479536696
407 => 0.40368747424204
408 => 0.40389172718601
409 => 0.40114910784416
410 => 0.41212257739151
411 => 0.41661841681856
412 => 0.41481316601515
413 => 0.41649175560976
414 => 0.43059488157105
415 => 0.43289430646527
416 => 0.4339155591118
417 => 0.4325472158555
418 => 0.41674953486286
419 => 0.41745022919181
420 => 0.41230899912397
421 => 0.40796520148612
422 => 0.40813893061141
423 => 0.41037220725143
424 => 0.42012505731835
425 => 0.44064935532226
426 => 0.44142823742845
427 => 0.44237226526273
428 => 0.43853242963031
429 => 0.4373742984613
430 => 0.43890217241225
501 => 0.4466100196262
502 => 0.46643669532058
503 => 0.45942862395104
504 => 0.45373095284047
505 => 0.45872934648554
506 => 0.45795988296258
507 => 0.45146483646814
508 => 0.45128254214546
509 => 0.43881647133064
510 => 0.4342080487891
511 => 0.43035690597893
512 => 0.42615155856687
513 => 0.42365848765647
514 => 0.4274889776553
515 => 0.42836505603906
516 => 0.41998962271111
517 => 0.4188480820968
518 => 0.42568764174869
519 => 0.42267780655038
520 => 0.42577349669216
521 => 0.4264917233594
522 => 0.42637607232381
523 => 0.4232334586994
524 => 0.42523646690951
525 => 0.42049875536711
526 => 0.41534720564602
527 => 0.41206083787685
528 => 0.40919304612482
529 => 0.41078426366588
530 => 0.40511186367684
531 => 0.40329714875749
601 => 0.42455789279704
602 => 0.44026343301056
603 => 0.44003506823578
604 => 0.43864495639995
605 => 0.4365795321858
606 => 0.4464589209802
607 => 0.44301713946884
608 => 0.44552132308882
609 => 0.44615874292036
610 => 0.44808802077186
611 => 0.44877757177674
612 => 0.44669326971604
613 => 0.43969809742426
614 => 0.42226679315416
615 => 0.41415247396153
616 => 0.41147461347328
617 => 0.41157194861605
618 => 0.40888701085533
619 => 0.40967784535633
620 => 0.40861199088962
621 => 0.40659352038756
622 => 0.41065962880028
623 => 0.41112820991642
624 => 0.41017913162652
625 => 0.41040267392092
626 => 0.40254471103715
627 => 0.40314213488861
628 => 0.39981560296675
629 => 0.39919191833335
630 => 0.39078273530917
701 => 0.37588464865127
702 => 0.38413963485201
703 => 0.37416877234823
704 => 0.37039265563483
705 => 0.38826820484944
706 => 0.38647399549885
707 => 0.3834030890147
708 => 0.37886057829165
709 => 0.37717571687776
710 => 0.36693903228931
711 => 0.36633419435324
712 => 0.37140777164901
713 => 0.36906649029815
714 => 0.36577844456895
715 => 0.35386947624165
716 => 0.34047985291785
717 => 0.34088400148182
718 => 0.34514299153833
719 => 0.35752657953067
720 => 0.35268809746381
721 => 0.34917772320912
722 => 0.34852033563268
723 => 0.35674891748595
724 => 0.36839408474951
725 => 0.37385773668364
726 => 0.36844342355049
727 => 0.36222375215045
728 => 0.36260231472939
729 => 0.36512072196804
730 => 0.36538537096047
731 => 0.36133700427159
801 => 0.36247659578107
802 => 0.36074545207174
803 => 0.35012142632306
804 => 0.34992927138642
805 => 0.34732196413214
806 => 0.34724301590469
807 => 0.34280733584188
808 => 0.34218675353868
809 => 0.33337944154743
810 => 0.33917644097107
811 => 0.33528811811382
812 => 0.32942749840532
813 => 0.32841712535857
814 => 0.32838675232473
815 => 0.33440429835477
816 => 0.33910612244212
817 => 0.33535575715466
818 => 0.33450187167648
819 => 0.34361913463685
820 => 0.34245887981944
821 => 0.34145410663041
822 => 0.36735138774637
823 => 0.34685166895304
824 => 0.33791262147611
825 => 0.32684885274433
826 => 0.33045127163176
827 => 0.33121035422189
828 => 0.30460398481617
829 => 0.29380978406188
830 => 0.29010562113389
831 => 0.28797382299965
901 => 0.28894531017886
902 => 0.27922926346653
903 => 0.28575860754579
904 => 0.2773453323699
905 => 0.2759348194075
906 => 0.29097879762679
907 => 0.29307207931036
908 => 0.28414148931661
909 => 0.28987637382379
910 => 0.28779682498063
911 => 0.27748955382523
912 => 0.27709589188225
913 => 0.27192406553457
914 => 0.26383115876336
915 => 0.26013248320725
916 => 0.25820618086425
917 => 0.25900101075385
918 => 0.25859912043947
919 => 0.25597651428905
920 => 0.2587494451541
921 => 0.25166575264805
922 => 0.24884496921495
923 => 0.24757088677989
924 => 0.24128370195864
925 => 0.25128940893303
926 => 0.25326065925556
927 => 0.25523579355018
928 => 0.27242798910335
929 => 0.27156911559816
930 => 0.27933291379677
1001 => 0.27903122687548
1002 => 0.27681686586404
1003 => 0.2674748410015
1004 => 0.27119840560613
1005 => 0.2597378525235
1006 => 0.26832487813486
1007 => 0.2644061182486
1008 => 0.2669999414754
1009 => 0.262336013438
1010 => 0.26491722378277
1011 => 0.2537281158356
1012 => 0.24327988426954
1013 => 0.24748455765461
1014 => 0.25205551848692
1015 => 0.26196652623052
1016 => 0.25606361178247
1017 => 0.2581865230319
1018 => 0.25107512571737
1019 => 0.23640228178728
1020 => 0.23648532849046
1021 => 0.2342282311171
1022 => 0.2322777694449
1023 => 0.25674163251538
1024 => 0.25369916442612
1025 => 0.24885138971427
1026 => 0.25534032880899
1027 => 0.25705610729895
1028 => 0.25710495310046
1029 => 0.26183911556021
1030 => 0.26436573891363
1031 => 0.26481106723068
1101 => 0.27226037414945
1102 => 0.27475728356989
1103 => 0.28504170009682
1104 => 0.26415137257463
1105 => 0.26372115002657
1106 => 0.25543164148921
1107 => 0.25017430412287
1108 => 0.25579161587653
1109 => 0.26076778725075
1110 => 0.25558626500483
1111 => 0.25626286242224
1112 => 0.24930709215302
1113 => 0.25179345272485
1114 => 0.25393504139826
1115 => 0.25275258200957
1116 => 0.25098238307302
1117 => 0.26035979794558
1118 => 0.25983068744808
1119 => 0.26856315176324
1120 => 0.27537073216143
1121 => 0.28757113323553
1122 => 0.27483937869341
1123 => 0.27437538295375
1124 => 0.27891101573615
1125 => 0.27475658918814
1126 => 0.27738204336055
1127 => 0.28714813197899
1128 => 0.28735447404229
1129 => 0.28389797862517
1130 => 0.28368765056492
1201 => 0.28435150831969
1202 => 0.28823974392462
1203 => 0.28688107493085
1204 => 0.28845336108774
1205 => 0.29041952900262
1206 => 0.29855243313652
1207 => 0.30051324878938
1208 => 0.29574948331928
1209 => 0.29617959800361
1210 => 0.2943978189495
1211 => 0.29267664270886
1212 => 0.29654559554022
1213 => 0.30361618288398
1214 => 0.30357219712708
1215 => 0.30521243595825
1216 => 0.3062342911616
1217 => 0.3018477405851
1218 => 0.29899225745773
1219 => 0.30008723138787
1220 => 0.30183811854761
1221 => 0.29951944227984
1222 => 0.28520749823986
1223 => 0.28954882781106
1224 => 0.28882621829025
1225 => 0.28779713446028
1226 => 0.29216237491464
1227 => 0.29174133682374
1228 => 0.27912961136415
1229 => 0.27993697310943
1230 => 0.27917870970594
1231 => 0.2816288138887
]
'min_raw' => 0.2322777694449
'max_raw' => 0.5203308772564
'avg_raw' => 0.37630432335065
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.232277'
'max' => '$0.52033'
'avg' => '$0.3763043'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.056642138070017
'max_diff' => -0.37811365927451
'year' => 2034
]
9 => [
'items' => [
101 => 0.27462427552172
102 => 0.27677882434711
103 => 0.27813013717276
104 => 0.27892607080834
105 => 0.28180152887687
106 => 0.28146412706094
107 => 0.28178055550625
108 => 0.28604410072909
109 => 0.30760764939415
110 => 0.3087813057707
111 => 0.30300179252791
112 => 0.30531059407255
113 => 0.30087819998624
114 => 0.30385369583084
115 => 0.30588945451831
116 => 0.2966902524635
117 => 0.29614553542014
118 => 0.29169484726675
119 => 0.29408639498052
120 => 0.29028127060954
121 => 0.29121491503258
122 => 0.28860436383211
123 => 0.2933028362374
124 => 0.29855645845531
125 => 0.29988373089938
126 => 0.29639224852574
127 => 0.29386418518732
128 => 0.2894257387609
129 => 0.29680697408527
130 => 0.29896547223319
131 => 0.2967956364134
201 => 0.29629283804211
202 => 0.29534003603704
203 => 0.29649497949167
204 => 0.29895371658871
205 => 0.29779422157949
206 => 0.29856008846076
207 => 0.29564139366788
208 => 0.30184919271586
209 => 0.31170867159226
210 => 0.31174037142904
211 => 0.31058087016971
212 => 0.31010642723619
213 => 0.31129614589269
214 => 0.31194151945902
215 => 0.31578885143703
216 => 0.31991719193391
217 => 0.33918235569676
218 => 0.33377277480295
219 => 0.35086597418307
220 => 0.3643844756186
221 => 0.36843808310669
222 => 0.36470895495462
223 => 0.35195180898992
224 => 0.35132588254771
225 => 0.37039044454707
226 => 0.36500383256999
227 => 0.36436311221538
228 => 0.35754693015639
301 => 0.36157613795382
302 => 0.36069489110361
303 => 0.35930379983848
304 => 0.36699124763894
305 => 0.38138146365819
306 => 0.379138613541
307 => 0.37746442997134
308 => 0.3701286449166
309 => 0.37454642602646
310 => 0.37297333879026
311 => 0.37973231986281
312 => 0.37572844920519
313 => 0.36496302368639
314 => 0.36667745318357
315 => 0.36641832061402
316 => 0.37175125053292
317 => 0.37015043734272
318 => 0.3661057361465
319 => 0.38133227946426
320 => 0.38034355243569
321 => 0.38174534130773
322 => 0.38236245212097
323 => 0.3916305807167
324 => 0.39542743645533
325 => 0.39628938918132
326 => 0.39989610847366
327 => 0.39619965071968
328 => 0.41098811726532
329 => 0.42082158458722
330 => 0.43224366290721
331 => 0.44893438929793
401 => 0.4552102568187
402 => 0.45407657752418
403 => 0.46673129578501
404 => 0.48947154320112
405 => 0.45867303169554
406 => 0.49110393909555
407 => 0.48083668824554
408 => 0.45649322118011
409 => 0.45492578889172
410 => 0.47141146742189
411 => 0.50797511571405
412 => 0.49881633651833
413 => 0.50799009619577
414 => 0.4972884182391
415 => 0.49675698972773
416 => 0.50747033958401
417 => 0.5325026654775
418 => 0.52061074576821
419 => 0.50356076284659
420 => 0.5161502049088
421 => 0.50524406509665
422 => 0.48066947966357
423 => 0.49880933297249
424 => 0.48667972965809
425 => 0.49021979275041
426 => 0.51571441477494
427 => 0.51264683440255
428 => 0.51661656745472
429 => 0.50961009252364
430 => 0.50306494011832
501 => 0.4908479271044
502 => 0.48723107184244
503 => 0.48823064051603
504 => 0.48723057650585
505 => 0.4803952700047
506 => 0.47891918621658
507 => 0.47645898190098
508 => 0.47722150209103
509 => 0.47259559821956
510 => 0.48132563458553
511 => 0.48294600626388
512 => 0.48929899870642
513 => 0.48995858745705
514 => 0.50765158098034
515 => 0.49790657746639
516 => 0.50444436716667
517 => 0.50385956571982
518 => 0.45702081792727
519 => 0.46347478411131
520 => 0.47351513012752
521 => 0.46899196785659
522 => 0.46259727466245
523 => 0.45743321704643
524 => 0.44960914170616
525 => 0.46062137749953
526 => 0.47510129654711
527 => 0.4903258220996
528 => 0.50861709200049
529 => 0.50453469349246
530 => 0.48998387953194
531 => 0.49063661841684
601 => 0.49467159335996
602 => 0.48944593419248
603 => 0.48790478528701
604 => 0.4944598631663
605 => 0.49450500438505
606 => 0.48849225197086
607 => 0.48181017798457
608 => 0.48178217985058
609 => 0.4805931693259
610 => 0.49749994057004
611 => 0.50679695528694
612 => 0.50786284304135
613 => 0.50672521254852
614 => 0.50716304137427
615 => 0.50175331335625
616 => 0.51411834740044
617 => 0.52546572541453
618 => 0.52242438570538
619 => 0.51786498512945
620 => 0.51423320296025
621 => 0.52156885324601
622 => 0.52124220828617
623 => 0.52536661596681
624 => 0.52517950901068
625 => 0.5237926258345
626 => 0.52242443523535
627 => 0.52784915630775
628 => 0.52628692375725
629 => 0.5247222646281
630 => 0.52158410120727
701 => 0.52201062973553
702 => 0.5174520164044
703 => 0.51534299328947
704 => 0.48362834589486
705 => 0.47515315580502
706 => 0.47781962313569
707 => 0.47869749341574
708 => 0.47500907982739
709 => 0.48029731743737
710 => 0.47947315120748
711 => 0.48267949988685
712 => 0.48067631243546
713 => 0.4807585239472
714 => 0.48664947111716
715 => 0.48835963814247
716 => 0.48748983339066
717 => 0.48809901482367
718 => 0.50213734382798
719 => 0.50014154236406
720 => 0.49908131261415
721 => 0.49937500350061
722 => 0.50296209754638
723 => 0.50396628803112
724 => 0.49971146238406
725 => 0.50171806275607
726 => 0.51026191246458
727 => 0.51325177632255
728 => 0.52279398654111
729 => 0.51874028604101
730 => 0.526181028749
731 => 0.54905133509726
801 => 0.56732171831307
802 => 0.55051951885229
803 => 0.58407075090886
804 => 0.61019519770329
805 => 0.60919249792278
806 => 0.60463709635483
807 => 0.57489510823372
808 => 0.54752608733662
809 => 0.57042143546706
810 => 0.57047980041791
811 => 0.56851306970863
812 => 0.55629787418442
813 => 0.56808800738236
814 => 0.56902386534013
815 => 0.5685000337485
816 => 0.55913467198013
817 => 0.54483549556801
818 => 0.54762952041155
819 => 0.55220619010182
820 => 0.54354159958482
821 => 0.54077273790858
822 => 0.54592057856219
823 => 0.56250799374332
824 => 0.55937223898768
825 => 0.55929035175843
826 => 0.57270644037002
827 => 0.56310341629725
828 => 0.54766476201253
829 => 0.54376629819481
830 => 0.52992937796178
831 => 0.53948658805215
901 => 0.53983053502893
902 => 0.53459614873475
903 => 0.54808950361195
904 => 0.5479651599713
905 => 0.56077509220637
906 => 0.58526287144899
907 => 0.57802063015651
908 => 0.56959869148698
909 => 0.57051438973538
910 => 0.58055733938456
911 => 0.57448514276843
912 => 0.57666874700845
913 => 0.58055403423802
914 => 0.58289812448987
915 => 0.57017711122164
916 => 0.56721123451242
917 => 0.56114409164661
918 => 0.55956128732151
919 => 0.56450284859062
920 => 0.56320092178414
921 => 0.53980162761736
922 => 0.53735627118449
923 => 0.53743126677512
924 => 0.5312823017543
925 => 0.52190365417685
926 => 0.54655018004044
927 => 0.54457071908568
928 => 0.54238554738974
929 => 0.54265321845408
930 => 0.55335143998319
1001 => 0.54714593122317
1002 => 0.56364429332458
1003 => 0.56025272606269
1004 => 0.55677417789809
1005 => 0.55629333658257
1006 => 0.55495439231498
1007 => 0.5503626542222
1008 => 0.54481785455449
1009 => 0.54115669753155
1010 => 0.49918844803805
1011 => 0.50697751102597
1012 => 0.51593811799814
1013 => 0.51903128361755
1014 => 0.513740209785
1015 => 0.55057157806659
1016 => 0.55730102396753
1017 => 0.53691709338268
1018 => 0.53310409224066
1019 => 0.55082155778666
1020 => 0.54013576019035
1021 => 0.54494757419367
1022 => 0.53454706424003
1023 => 0.55568009751117
1024 => 0.55551909920516
1025 => 0.54729787195148
1026 => 0.55424639692976
1027 => 0.55303891971998
1028 => 0.54375717439856
1029 => 0.55597434539341
1030 => 0.5559804049578
1031 => 0.54806765247103
1101 => 0.53882728989073
1102 => 0.537175331309
1103 => 0.53593080242707
1104 => 0.54464149637972
1105 => 0.55245147734004
1106 => 0.56698391564871
1107 => 0.57063771592172
1108 => 0.58489874163457
1109 => 0.57640699517931
1110 => 0.5801712763964
1111 => 0.58425793614764
1112 => 0.58621723111432
1113 => 0.58302466510768
1114 => 0.60517790811209
1115 => 0.60704832057949
1116 => 0.60767545370081
1117 => 0.60020550480353
1118 => 0.60684056778762
1119 => 0.60373624154756
1120 => 0.61181283601754
1121 => 0.61307934915756
1122 => 0.61200665758547
1123 => 0.61240866884667
1124 => 0.59350478404226
1125 => 0.59252451788922
1126 => 0.57915851933594
1127 => 0.58460526254287
1128 => 0.5744228371867
1129 => 0.57765178915775
1130 => 0.57907508042
1201 => 0.57833163383567
1202 => 0.58491321323157
1203 => 0.57931752621721
1204 => 0.56454958817022
1205 => 0.54977762660838
1206 => 0.54959217666395
1207 => 0.5457029799315
1208 => 0.54289180303585
1209 => 0.54343333543781
1210 => 0.5453417662555
1211 => 0.54278088156739
1212 => 0.54332737615575
1213 => 0.55240282759689
1214 => 0.55422284466025
1215 => 0.54803771555237
1216 => 0.52320352967437
1217 => 0.51710915816807
1218 => 0.52148967155016
1219 => 0.51939606829471
1220 => 0.4191931643149
1221 => 0.44273435027427
1222 => 0.42874697696035
1223 => 0.43519300211151
1224 => 0.42091551597075
1225 => 0.42772948070428
1226 => 0.42647119022415
1227 => 0.46432472061249
1228 => 0.46373368980131
1229 => 0.46401658497396
1230 => 0.45051326130346
1231 => 0.47202442256577
]
'min_raw' => 0.27462427552172
'max_raw' => 0.61307934915756
'avg_raw' => 0.44385181233964
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.274624'
'max' => '$0.613079'
'avg' => '$0.443851'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.042346506076814
'max_diff' => 0.09274847190116
'year' => 2035
]
10 => [
'items' => [
101 => 0.48262159411992
102 => 0.48066033969983
103 => 0.4811539451838
104 => 0.47267216757603
105 => 0.46409870712146
106 => 0.45458942003123
107 => 0.47225650006146
108 => 0.47029222234921
109 => 0.4747975686963
110 => 0.48625593296486
111 => 0.4879432206295
112 => 0.49021095236156
113 => 0.48939813196375
114 => 0.50876281147503
115 => 0.50641762101395
116 => 0.51206885526782
117 => 0.50044383764743
118 => 0.48728902675316
119 => 0.48978932624099
120 => 0.48954852729417
121 => 0.48648288032503
122 => 0.48371535131563
123 => 0.47910819526143
124 => 0.49368591874771
125 => 0.49309408979622
126 => 0.502675112595
127 => 0.50098157375023
128 => 0.48967170686556
129 => 0.49007564097393
130 => 0.49279229197681
131 => 0.50219465211595
201 => 0.50498591276674
202 => 0.50369288962079
203 => 0.5067533794985
204 => 0.50917226591161
205 => 0.50705715439015
206 => 0.53700267315852
207 => 0.52456720597161
208 => 0.53062816615309
209 => 0.53207366944312
210 => 0.52837104316136
211 => 0.52917401022077
212 => 0.53039028652034
213 => 0.53777527804003
214 => 0.55715563265222
215 => 0.56573905978342
216 => 0.59156272380648
217 => 0.56502632564725
218 => 0.56345176559901
219 => 0.56810338728951
220 => 0.58326461178349
221 => 0.59555136021446
222 => 0.59962758350853
223 => 0.60016632370796
224 => 0.60781358958984
225 => 0.61219685978027
226 => 0.60688501036872
227 => 0.60238377416625
228 => 0.58626090480299
229 => 0.5881271708329
301 => 0.60098389309203
302 => 0.61914477054021
303 => 0.63472869270799
304 => 0.62927174631935
305 => 0.67090439526089
306 => 0.67503210234932
307 => 0.67446178669445
308 => 0.68386531772707
309 => 0.6652012236231
310 => 0.65722196179387
311 => 0.60335699252442
312 => 0.61849085176559
313 => 0.64048880495302
314 => 0.63757729336057
315 => 0.62160179174889
316 => 0.63471657385746
317 => 0.63038041675521
318 => 0.62696030974135
319 => 0.64262848299224
320 => 0.6254006828898
321 => 0.64031694446842
322 => 0.62118668470487
323 => 0.6292966731908
324 => 0.62469305149018
325 => 0.62767215892914
326 => 0.61025635771417
327 => 0.61965350130509
328 => 0.60986540564585
329 => 0.60986076481406
330 => 0.60964469205988
331 => 0.62116034319591
401 => 0.62153586816603
402 => 0.61302578457732
403 => 0.61179934857969
404 => 0.61633412526404
405 => 0.61102508942657
406 => 0.61350915388025
407 => 0.61110032920831
408 => 0.61055805203705
409 => 0.60623709527557
410 => 0.60437550829555
411 => 0.6051054845176
412 => 0.6026136993432
413 => 0.60111230864381
414 => 0.60934602766031
415 => 0.60494708373707
416 => 0.60867182641434
417 => 0.60442701203359
418 => 0.58971263601233
419 => 0.5812502427608
420 => 0.55345615048002
421 => 0.56133852057239
422 => 0.56656454009853
423 => 0.56483734067631
424 => 0.56854803337267
425 => 0.56877583976723
426 => 0.56756945574561
427 => 0.56617261759594
428 => 0.56549271403467
429 => 0.57056015814581
430 => 0.57350198001466
501 => 0.56708904107309
502 => 0.56558657920564
503 => 0.57207041454362
504 => 0.5760255503542
505 => 0.60522805098068
506 => 0.60306463541143
507 => 0.60849438394137
508 => 0.60788307758318
509 => 0.61357431906933
510 => 0.62287709360108
511 => 0.60396195188137
512 => 0.60724496644752
513 => 0.60644004709178
514 => 0.61522794555658
515 => 0.61525538041636
516 => 0.60998659629862
517 => 0.61284288964511
518 => 0.61124858505741
519 => 0.61412970893057
520 => 0.60303574167753
521 => 0.61654699627197
522 => 0.624207006981
523 => 0.62431336623713
524 => 0.62794415051961
525 => 0.63163323763145
526 => 0.63871411909086
527 => 0.6314357556907
528 => 0.61834268846822
529 => 0.61928796563133
530 => 0.61161150510936
531 => 0.6117405477976
601 => 0.61105170781451
602 => 0.6131189684572
603 => 0.60348938913645
604 => 0.6057494321557
605 => 0.60258535869396
606 => 0.60723808836975
607 => 0.60223252036237
608 => 0.60643965893529
609 => 0.60825532047452
610 => 0.61495515064265
611 => 0.60124294999907
612 => 0.57328284465242
613 => 0.5791603977798
614 => 0.57046703503258
615 => 0.5712716388528
616 => 0.57289706662139
617 => 0.5676285234165
618 => 0.56863359542912
619 => 0.56859768718425
620 => 0.56828824932913
621 => 0.56691769776075
622 => 0.56493012683122
623 => 0.57284799767237
624 => 0.57419339821812
625 => 0.57718405697145
626 => 0.58608222883817
627 => 0.58519309163534
628 => 0.5866433113031
629 => 0.58347748991102
630 => 0.57141849222738
701 => 0.57207335381919
702 => 0.56390721927588
703 => 0.57697523055121
704 => 0.57388055299189
705 => 0.57188539423733
706 => 0.57134099668613
707 => 0.5802612253998
708 => 0.58293029763839
709 => 0.58126711093408
710 => 0.57785586648063
711 => 0.58440646427514
712 => 0.58615912789742
713 => 0.5865514846467
714 => 0.59815788798604
715 => 0.58720015366231
716 => 0.58983778922455
717 => 0.61041586893481
718 => 0.59175439021849
719 => 0.60163979169516
720 => 0.60115595273403
721 => 0.60621298962574
722 => 0.60074112810506
723 => 0.60080895838658
724 => 0.60529926455307
725 => 0.59899343937321
726 => 0.59743202837966
727 => 0.59527495027511
728 => 0.59998485140128
729 => 0.60280822411591
730 => 0.62556253465709
731 => 0.64026285698933
801 => 0.63962467722754
802 => 0.64545644562779
803 => 0.6428291805506
804 => 0.63434504857885
805 => 0.64882642732496
806 => 0.64424391316307
807 => 0.64462169006282
808 => 0.64460762918775
809 => 0.64765460049506
810 => 0.64549554207301
811 => 0.64123981630034
812 => 0.64406496567464
813 => 0.65245464930694
814 => 0.67849648472852
815 => 0.69306984083887
816 => 0.67761915039183
817 => 0.68827682976921
818 => 0.68188601986223
819 => 0.68072461959201
820 => 0.68741842983732
821 => 0.69412395671135
822 => 0.69369684363827
823 => 0.68882897546034
824 => 0.6860792402442
825 => 0.70690115652963
826 => 0.72224238975664
827 => 0.72119622049949
828 => 0.72581367136808
829 => 0.73937064993064
830 => 0.74061013014881
831 => 0.74045398413045
901 => 0.73738180308332
902 => 0.75073040907429
903 => 0.76186605103833
904 => 0.73667068193475
905 => 0.7462647486578
906 => 0.75057183431129
907 => 0.75689591390536
908 => 0.76756569621935
909 => 0.77915590983233
910 => 0.78079489311743
911 => 0.77963195604408
912 => 0.77198789860465
913 => 0.78467004863998
914 => 0.79209895469767
915 => 0.79652269824752
916 => 0.80774057584922
917 => 0.75059843340598
918 => 0.7101503848359
919 => 0.70383383797478
920 => 0.71667878440281
921 => 0.72006589433935
922 => 0.718700554571
923 => 0.67317259852969
924 => 0.70359414270845
925 => 0.73632516632871
926 => 0.73758249824726
927 => 0.75396833304499
928 => 0.75930423253319
929 => 0.77249697728583
930 => 0.77167176750956
1001 => 0.7748839909144
1002 => 0.77414555638159
1003 => 0.79858233797569
1004 => 0.82553973697116
1005 => 0.82460628796323
1006 => 0.82073084291216
1007 => 0.82648653967457
1008 => 0.85430946436834
1009 => 0.85174797531582
1010 => 0.85423624374323
1011 => 0.88704103998851
1012 => 0.92969194153522
1013 => 0.90987631568627
1014 => 0.95287052198576
1015 => 0.97993309582634
1016 => 1.0267350189613
1017 => 1.0208751876804
1018 => 1.0390948329085
1019 => 1.0103848667041
1020 => 0.94446098105725
1021 => 0.93402827380714
1022 => 0.95491481792008
1023 => 1.0062623485426
1024 => 0.95329770145043
1025 => 0.96401238057587
1026 => 0.96092655226693
1027 => 0.96076212159027
1028 => 0.96703777173039
1029 => 0.95793461388625
1030 => 0.92084671120238
1031 => 0.93784387844201
1101 => 0.93128045589978
1102 => 0.93856306254595
1103 => 0.9778642870399
1104 => 0.96048827886695
1105 => 0.94218406576903
1106 => 0.96514161102388
1107 => 0.99437445520175
1108 => 0.99254511634957
1109 => 0.98899543437202
1110 => 1.0090048058242
1111 => 1.0420544252673
1112 => 1.0509876045987
1113 => 1.0575818949503
1114 => 1.0584911361784
1115 => 1.0678568859174
1116 => 1.0174948890976
1117 => 1.0974206714384
1118 => 1.1112216461435
1119 => 1.1086276348908
1120 => 1.1239668374416
1121 => 1.1194536549332
1122 => 1.112914761575
1123 => 1.1372306603601
1124 => 1.1093544445948
1125 => 1.069787665834
1126 => 1.0480805484636
1127 => 1.0766662316801
1128 => 1.0941225109176
1129 => 1.1056600010656
1130 => 1.1091512386133
1201 => 1.0214043475485
1202 => 0.97411363993032
1203 => 1.0044264413245
1204 => 1.0414101511033
1205 => 1.0172894427225
1206 => 1.0182349288245
1207 => 0.98384513748408
1208 => 1.0444528845547
1209 => 1.0356228455979
1210 => 1.0814331033259
1211 => 1.0705001176688
1212 => 1.107856604502
1213 => 1.0980193895666
1214 => 1.1388531187722
1215 => 1.1551427988813
1216 => 1.1824957070709
1217 => 1.2026166176815
1218 => 1.2144320012437
1219 => 1.213722649933
1220 => 1.2605410860073
1221 => 1.2329338899659
1222 => 1.1982527452213
1223 => 1.1976254727305
1224 => 1.2155873290293
1225 => 1.2532304522371
1226 => 1.2629907663997
1227 => 1.26844545049
1228 => 1.2600914119267
1229 => 1.2301257792493
1230 => 1.2171867709884
1231 => 1.2282111809058
]
'min_raw' => 0.45458942003123
'max_raw' => 1.26844545049
'avg_raw' => 0.86151743526062
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.454589'
'max' => '$1.26'
'avg' => '$0.861517'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.17996514450952
'max_diff' => 0.65536610133244
'year' => 2036
]
11 => [
'items' => [
101 => 1.2147292749152
102 => 1.2380028270098
103 => 1.2699623849982
104 => 1.2633628626554
105 => 1.2854240763918
106 => 1.3082551117016
107 => 1.3409045176005
108 => 1.3494402813065
109 => 1.3635495741264
110 => 1.3780726710994
111 => 1.3827370984387
112 => 1.3916429375162
113 => 1.3915959993482
114 => 1.4184343448404
115 => 1.4480378710326
116 => 1.459212516847
117 => 1.4849079987235
118 => 1.440905386487
119 => 1.474281873334
120 => 1.5043882999376
121 => 1.4684941769985
122 => 1.517965863212
123 => 1.5198867366825
124 => 1.5488896455198
125 => 1.5194896411281
126 => 1.5020320123685
127 => 1.5524315324687
128 => 1.5768182726752
129 => 1.5694727880591
130 => 1.5135732874396
131 => 1.4810373804366
201 => 1.3958846361021
202 => 1.4967517400911
203 => 1.5458811641104
204 => 1.5134460541001
205 => 1.5298044369517
206 => 1.619050469566
207 => 1.6530295805329
208 => 1.6459621629837
209 => 1.6471564402099
210 => 1.6654909517231
211 => 1.7467962727727
212 => 1.6980762397572
213 => 1.7353208794927
214 => 1.7550753021129
215 => 1.7734243107685
216 => 1.7283649447742
217 => 1.6697433716691
218 => 1.6511754587005
219 => 1.5102210216358
220 => 1.5028837310525
221 => 1.4987650875054
222 => 1.4727976225348
223 => 1.4523943081552
224 => 1.436168835034
225 => 1.3935883482277
226 => 1.4079580125615
227 => 1.3400936038305
228 => 1.3835108475696
301 => 1.2751976125915
302 => 1.3654040932264
303 => 1.3163088070022
304 => 1.3492749712883
305 => 1.3491599554467
306 => 1.2884587950641
307 => 1.2534476325563
308 => 1.2757581079611
309 => 1.2996767086028
310 => 1.3035574210851
311 => 1.3345685111563
312 => 1.3432230398141
313 => 1.3169994139398
314 => 1.2729530615457
315 => 1.2831840246165
316 => 1.2532403024162
317 => 1.2007650810289
318 => 1.2384537011588
319 => 1.2513222531227
320 => 1.2570057387753
321 => 1.2054023853607
322 => 1.1891874913546
323 => 1.1805548178418
324 => 1.266291716627
325 => 1.2709885774826
326 => 1.2469587732763
327 => 1.3555757668881
328 => 1.3309923960177
329 => 1.358458044352
330 => 1.2822556719537
331 => 1.2851667051994
401 => 1.2490912809089
402 => 1.2692911079509
403 => 1.2550145212684
404 => 1.2676591615445
405 => 1.2752383067901
406 => 1.3113078114585
407 => 1.3658159490305
408 => 1.305920230273
409 => 1.2798228078879
410 => 1.2960135019582
411 => 1.339131453852
412 => 1.4044573581384
413 => 1.3657831079945
414 => 1.382946083477
415 => 1.3866954300923
416 => 1.3581784698347
417 => 1.4055088191393
418 => 1.4308735378427
419 => 1.4568924907434
420 => 1.4794840185125
421 => 1.4464999487858
422 => 1.4817976314741
423 => 1.4533539301071
424 => 1.4278369895251
425 => 1.427875688191
426 => 1.4118685386209
427 => 1.3808526692982
428 => 1.3751328671263
429 => 1.404888000356
430 => 1.4287487993846
501 => 1.4307140890781
502 => 1.4439246534325
503 => 1.4517425293377
504 => 1.5283683410963
505 => 1.5591878764676
506 => 1.5968734209356
507 => 1.6115540643468
508 => 1.6557375377126
509 => 1.6200557945635
510 => 1.6123358249845
511 => 1.5051611709031
512 => 1.5227110145049
513 => 1.5508100074194
514 => 1.5056245129468
515 => 1.5342843089225
516 => 1.5399423597456
517 => 1.504089127135
518 => 1.5232398877991
519 => 1.4723811452802
520 => 1.3669245306365
521 => 1.4056262224978
522 => 1.4341236945563
523 => 1.3934542882158
524 => 1.4663526249577
525 => 1.4237669215602
526 => 1.4102692980575
527 => 1.3576102565231
528 => 1.3824632970949
529 => 1.4160773903296
530 => 1.3953077887683
531 => 1.4384078305793
601 => 1.499448984145
602 => 1.5429505452394
603 => 1.5462900549392
604 => 1.5183214655337
605 => 1.5631413085491
606 => 1.5634677721746
607 => 1.5129108061587
608 => 1.4819449459764
609 => 1.4749094373903
610 => 1.4924855172312
611 => 1.5138261228814
612 => 1.5474743100297
613 => 1.5678072048112
614 => 1.6208246106674
615 => 1.6351696005639
616 => 1.6509303953309
617 => 1.6719916775889
618 => 1.6972811469414
619 => 1.6419492277283
620 => 1.6441476680303
621 => 1.5926233509816
622 => 1.5375622288805
623 => 1.5793467570894
624 => 1.6339744693598
625 => 1.6214428118067
626 => 1.6200327443334
627 => 1.6224040867033
628 => 1.612955626154
629 => 1.5702205892656
630 => 1.5487593212758
701 => 1.5764498323361
702 => 1.5911661066018
703 => 1.6139897645939
704 => 1.6111762669974
705 => 1.6699675589031
706 => 1.6928120771813
707 => 1.6869674718337
708 => 1.6880430198759
709 => 1.7294019290222
710 => 1.7754015421012
711 => 1.8184862499333
712 => 1.8623138652713
713 => 1.8094779643604
714 => 1.7826511523431
715 => 1.8103295745925
716 => 1.795643014145
717 => 1.8800363467934
718 => 1.8858795580403
719 => 1.9702667880902
720 => 2.0503603180519
721 => 2.0000550069076
722 => 2.0474906495157
723 => 2.0987961644811
724 => 2.1977728268691
725 => 2.1644409690178
726 => 2.1389092882805
727 => 2.1147819733519
728 => 2.1649870856149
729 => 2.2295751604949
730 => 2.2434868132072
731 => 2.2660290052614
801 => 2.2423286466445
802 => 2.2708731180897
803 => 2.3716476453677
804 => 2.3444174785358
805 => 2.3057462641668
806 => 2.3852980749643
807 => 2.4140875660421
808 => 2.6161472915994
809 => 2.8712560417865
810 => 2.7656393440747
811 => 2.7000796515754
812 => 2.7154877344095
813 => 2.8086448140016
814 => 2.8385639113087
815 => 2.7572334910967
816 => 2.785960770458
817 => 2.9442509041423
818 => 3.0291684823084
819 => 2.9138390052065
820 => 2.5956495519158
821 => 2.3022643444238
822 => 2.3800833127588
823 => 2.3712610567533
824 => 2.5413240583008
825 => 2.3437680480625
826 => 2.3470943846143
827 => 2.5206741089339
828 => 2.4743660143953
829 => 2.3993528319353
830 => 2.3028120236703
831 => 2.1243474106486
901 => 1.9662763260413
902 => 2.2762901245529
903 => 2.2629217658375
904 => 2.243562401338
905 => 2.2866445721297
906 => 2.4958393644069
907 => 2.4910167473475
908 => 2.4603377181361
909 => 2.4836074914004
910 => 2.3952735281744
911 => 2.4180392018247
912 => 2.302217870708
913 => 2.3545739494988
914 => 2.3991918873359
915 => 2.4081495989366
916 => 2.4283317805649
917 => 2.2558772482575
918 => 2.3333042702645
919 => 2.3787853917627
920 => 2.1733000302163
921 => 2.3747236068507
922 => 2.2528751985267
923 => 2.2115180186398
924 => 2.2672000129634
925 => 2.245500685623
926 => 2.226844878203
927 => 2.2164346171151
928 => 2.2573213283489
929 => 2.2554139143996
930 => 2.1885153190526
1001 => 2.1012488285579
1002 => 2.1305383271928
1003 => 2.1198971777482
1004 => 2.0813322794255
1005 => 2.1073203645514
1006 => 1.9928819899256
1007 => 1.7959967143711
1008 => 1.9260651581615
1009 => 1.9210576645628
1010 => 1.9185326592186
1011 => 2.0162754998994
1012 => 2.0068797810789
1013 => 1.9898264594167
1014 => 2.0810190817998
1015 => 2.0477325479161
1016 => 2.1503138020519
1017 => 2.2178804505653
1018 => 2.2007433629502
1019 => 2.264290122455
1020 => 2.1312130980849
1021 => 2.1754159474571
1022 => 2.1845260934502
1023 => 2.079893778995
1024 => 2.0084170368768
1025 => 2.003650353072
1026 => 1.8797195323407
1027 => 1.9459223764407
1028 => 2.0041781395889
1029 => 1.9762781498708
1030 => 1.9674458466145
1031 => 2.012568168458
1101 => 2.0160745593118
1102 => 1.9361284762547
1103 => 1.9527517984855
1104 => 2.0220738155851
1105 => 1.9510050615165
1106 => 1.8129300813764
1107 => 1.7786855772657
1108 => 1.7741167291659
1109 => 1.6812429180518
1110 => 1.7809739587768
1111 => 1.7374386868746
1112 => 1.8749660891811
1113 => 1.7964111745579
1114 => 1.7930248291942
1115 => 1.7879058715081
1116 => 1.7079655457134
1117 => 1.7254673965897
1118 => 1.7836462145097
1119 => 1.8044050721749
1120 => 1.8022397532481
1121 => 1.7833611065625
1122 => 1.7920036543409
1123 => 1.7641629966836
1124 => 1.7543318810117
1125 => 1.7233021756896
1126 => 1.6776970810411
1127 => 1.6840387491643
1128 => 1.5936831234434
1129 => 1.5444525830146
1130 => 1.530826218272
1201 => 1.5126044738532
1202 => 1.5328844127903
1203 => 1.5934271573083
1204 => 1.5203997625599
1205 => 1.3951994165398
1206 => 1.4027241706666
1207 => 1.41963005907
1208 => 1.3881260478739
1209 => 1.3583101452081
1210 => 1.3842326535354
1211 => 1.3311836164397
1212 => 1.4260407817583
1213 => 1.4234751612705
1214 => 1.4588320465736
1215 => 1.4809414325498
1216 => 1.4299864558732
1217 => 1.4171714170359
1218 => 1.4244714455687
1219 => 1.3038182349368
1220 => 1.4489721052061
1221 => 1.4502274019039
1222 => 1.4394787894651
1223 => 1.5167687442606
1224 => 1.6798746562204
1225 => 1.618507651221
1226 => 1.5947444920577
1227 => 1.5495707091175
1228 => 1.6097620927315
1229 => 1.6051403336018
1230 => 1.5842389860672
1231 => 1.5715977858621
]
'min_raw' => 1.1805548178418
'max_raw' => 3.0291684823084
'avg_raw' => 2.1048616500751
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.18'
'max' => '$3.02'
'avg' => '$2.10'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.72596539781059
'max_diff' => 1.7607230318184
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.037056266742281
]
1 => [
'year' => 2028
'avg' => 0.063599311240853
]
2 => [
'year' => 2029
'avg' => 0.17374185564942
]
3 => [
'year' => 2030
'avg' => 0.13404158288939
]
4 => [
'year' => 2031
'avg' => 0.13164544598787
]
5 => [
'year' => 2032
'avg' => 0.23081589716334
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.037056266742281
'min' => '$0.037056'
'max_raw' => 0.23081589716334
'max' => '$0.230815'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.23081589716334
]
1 => [
'year' => 2033
'avg' => 0.59368222202292
]
2 => [
'year' => 2034
'avg' => 0.37630432335065
]
3 => [
'year' => 2035
'avg' => 0.44385181233964
]
4 => [
'year' => 2036
'avg' => 0.86151743526062
]
5 => [
'year' => 2037
'avg' => 2.1048616500751
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.23081589716334
'min' => '$0.230815'
'max_raw' => 2.1048616500751
'max' => '$2.10'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 2.1048616500751
]
]
]
]
'prediction_2025_max_price' => '$0.063359'
'last_price' => 0.061435
'sma_50day_nextmonth' => '$0.057745'
'sma_200day_nextmonth' => '$0.049989'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'augmenter'
'sma_200day_date_nextmonth' => '4 févr. 2026'
'sma_50day_date_nextmonth' => '4 févr. 2026'
'daily_sma3' => '$0.061323'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.060986'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.060713'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.059138'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.053931'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.051592'
'daily_sma100_action' => 'BUY'
'daily_sma200' => '$0.048192'
'daily_sma200_action' => 'BUY'
'daily_ema3' => '$0.061294'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.06110045'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.060513'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.058727'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.055363'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.052715'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.053371'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '$0.050428'
'weekly_sma21_action' => 'BUY'
'weekly_sma50' => '$0.05382'
'weekly_sma50_action' => 'BUY'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.060253'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.0585071'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.055364'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.052832'
'weekly_ema21_action' => 'BUY'
'weekly_ema50' => '$0.059504'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.037175'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.018587'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '71.47'
'rsi_14_action' => 'SELL'
'stoch_rsi_14' => 42.58
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.060662'
'vwma_10_action' => 'BUY'
'hma_9' => '0.061417'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 97.05
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 101.95
'cci_20_action' => 'SELL'
'adx_14' => 34.93
'adx_14_action' => 'BUY'
'ao_5_34' => '0.005383'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => -0
'macd_12_26_action' => 'SELL'
'williams_percent_r_14' => -2.95
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 71.41
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.000025'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 3
'buy_signals' => 29
'sell_pct' => 9.38
'buy_pct' => 90.63
'overall_action' => 'bullish'
'overall_action_label' => 'Haussier'
'overall_action_dir' => 1
'last_updated' => 1767695685
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de Blend pour 2026
La prévision du prix de Blend pour 2026 suggère que le prix moyen pourrait varier entre $0.021225 à la baisse et $0.063359 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, Blend pourrait potentiellement gagner 3.13% d'ici 2026 si BLND atteint l'objectif de prix prévu.
Prévision du prix de Blend de 2027 à 2032
La prévision du prix de BLND pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.037056 à la baisse et $0.230815 à la hausse. Compte tenu de la volatilité des prix sur le marché, si Blend atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de Blend | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.020433 | $0.037056 | $0.053679 |
| 2028 | $0.036876 | $0.063599 | $0.090322 |
| 2029 | $0.081007 | $0.173741 | $0.266476 |
| 2030 | $0.068893 | $0.134041 | $0.19919 |
| 2031 | $0.081452 | $0.131645 | $0.181837 |
| 2032 | $0.124331 | $0.230815 | $0.337300047 |
Prévision du prix de Blend de 2032 à 2037
La prévision du prix de Blend pour 2032-2037 est actuellement estimée entre $0.230815 à la baisse et $2.10 à la hausse. Par rapport au prix actuel, Blend pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de Blend | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.124331 | $0.230815 | $0.337300047 |
| 2033 | $0.288919 | $0.593682 | $0.898444 |
| 2034 | $0.232277 | $0.3763043 | $0.52033 |
| 2035 | $0.274624 | $0.443851 | $0.613079 |
| 2036 | $0.454589 | $0.861517 | $1.26 |
| 2037 | $1.18 | $2.10 | $3.02 |
Blend Histogramme des prix potentiels
Prévision du prix de Blend basée sur l'analyse technique
Au 6 janvier 2026, le sentiment global de prévision du prix pour Blend est Haussier, avec 29 indicateurs techniques montrant des signaux haussiers et 3 indiquant des signaux baissiers. La prévision du prix de BLND a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de Blend et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de Blend devrait augmenter au cours du prochain mois, atteignant $0.049989 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour Blend devrait atteindre $0.057745 d'ici le 4 févr. 2026.
Le Relative Strength Index (RSI), un oscillateur de momentum, est un outil couramment utilisé pour identifier si une cryptomonnaie est survendue (en dessous de 30) ou surachetée (au-dessus de 70). Actuellement, le RSI est à 71.47, ce qui suggère que le marché de BLND est dans un état SELL.
Moyennes Mobiles et Oscillateurs Populaires de BLND pour le Samedi 19 Octobre 2024
Les moyennes mobiles (MA) sont des indicateurs largement utilisés sur les marchés financiers, conçus pour lisser les mouvements de prix sur une période donnée. En tant qu'indicateurs retardés, ils sont basés sur des données historiques de prix. Le tableau ci-dessous met en évidence deux types : la moyenne mobile simple (SMA) et la moyenne mobile exponentielle (EMA).
Moyenne Mobile Simple Quotidienne (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 3 | $0.061323 | BUY |
| SMA 5 | $0.060986 | BUY |
| SMA 10 | $0.060713 | BUY |
| SMA 21 | $0.059138 | BUY |
| SMA 50 | $0.053931 | BUY |
| SMA 100 | $0.051592 | BUY |
| SMA 200 | $0.048192 | BUY |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.061294 | BUY |
| EMA 5 | $0.06110045 | BUY |
| EMA 10 | $0.060513 | BUY |
| EMA 21 | $0.058727 | BUY |
| EMA 50 | $0.055363 | BUY |
| EMA 100 | $0.052715 | BUY |
| EMA 200 | $0.053371 | BUY |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $0.050428 | BUY |
| SMA 50 | $0.05382 | BUY |
| SMA 100 | — | — |
| SMA 200 | — | — |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.052832 | BUY |
| EMA 50 | $0.059504 | BUY |
| EMA 100 | $0.037175 | BUY |
| EMA 200 | $0.018587 | BUY |
Oscillateurs de Blend
Un oscillateur est un outil d'analyse technique qui établit des limites hautes et basses entre deux extrêmes, créant un indicateur de tendance qui fluctue à l'intérieur de ces limites. Les traders utilisent cet indicateur pour identifier les conditions de surachat ou de survente à court terme.
| Période | Valeur | Action |
|---|---|---|
| RSI (14) | 71.47 | SELL |
| Stoch RSI (14) | 42.58 | NEUTRAL |
| Stochastique Rapide (14) | 97.05 | SELL |
| Indice de Canal des Matières Premières (20) | 101.95 | SELL |
| Indice Directionnel Moyen (14) | 34.93 | BUY |
| Oscillateur Impressionnant (5, 34) | 0.005383 | NEUTRAL |
| Momentum (10) | 0 | SELL |
| MACD (12, 26) | -0 | SELL |
| Plage de Pourcentage de Williams (14) | -2.95 | SELL |
| Oscillateur Ultime (7, 14, 28) | 71.41 | SELL |
| VWMA (10) | 0.060662 | BUY |
| Moyenne Mobile de Hull (9) | 0.061417 | BUY |
| Nuage Ichimoku B/L (9, 26, 52, 26) | -0.000025 | NEUTRAL |
Prévision du cours de Blend basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de Blend
M0 : le total de toutes les devises physiques, plus les comptes à la banque centrale qui peuvent être échangés contre des devises physiques.
M1 : M0 plus le montant des comptes à vue, y compris les comptes de "chèques" et les comptes "courants".
M2 : M1 plus la plupart des comptes d'épargne, comptes du marché monétaire et comptes de certificats de dépôt (CD) de moins de 100 000 $.
Prédictions du cours de Blend par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.086326 | $0.121303 | $0.170451 | $0.239512 | $0.336554 | $0.472915 |
| Action Amazon.com | $0.128187 | $0.267471 | $0.558095 | $1.16 | $2.42 | $5.06 |
| Action Apple | $0.08714 | $0.1236026 | $0.17532 | $0.248679 | $0.352732 | $0.500324 |
| Action Netflix | $0.096934 | $0.152947 | $0.241327 | $0.380777 | $0.6008072 | $0.947979 |
| Action Google | $0.079558 | $0.103027 | $0.133419 | $0.172778 | $0.223747 | $0.289751 |
| Action Tesla | $0.139268 | $0.315711 | $0.715693 | $1.62 | $3.67 | $8.33 |
| Action Kodak | $0.046069 | $0.034547 | $0.0259068 | $0.019427 | $0.014568 | $0.010924 |
| Action Nokia | $0.040698 | $0.02696 | $0.01786 | $0.011831 | $0.007838 | $0.005192 |
Ce calcul montre la valeur potentielle des cryptomonnaies si l'on suppose que leur capitalisation se comportera comme celle de certaines sociétés Internet ou niches technologiques. En extrapolant les données, vous pourrez obtenir une potentielle image des cours futurs pour 2024, 2025, 2026, 2027, 2028, 2029 et 2030.
Aperçu des prévisions relatives à Blend
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans Blend maintenant ?", "Devrais-je acheter BLND aujourd'hui ?", " Blend sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de Blend avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme Blend en utilisant des méthodes d'analyse technique.
Si vous souhaitez trouver des cryptomonnaies ayant un bon rendement, vous devriez consulter un maximum d'informations disponibles à propos de Blend afin de prendre une décision responsable concernant cet investissement.
Le cours de Blend est de $0.06143 USD actuellement, mais ce cours peut subir une hausse ou une baisse, ce qui pourrait causer la perte de votre investissement, car les cryptomonnaies sont des actifs à haut risque.
Prévision du cours de Blend basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Blend présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.063031 | $0.06467 | $0.066351 | $0.068075 |
| Si Blend présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.064628 | $0.067988 | $0.071523 | $0.075241 |
| Si Blend présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.069419 | $0.078441 | $0.088636 | $0.100156 |
| Si Blend présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.0774039 | $0.097523 | $0.122873 | $0.154811 |
| Si Blend présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.093372 | $0.141914 | $0.21569 | $0.327819 |
| Si Blend présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.141279 | $0.324895 | $0.747148 | $1.71 |
| Si Blend présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.221124 | $0.795897 | $2.86 | $10.31 |
Boîte à questions
Est-ce que BLND est un bon investissement ?
La décision d'acquérir Blend dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de Blend a connu une baisse de -0.7675% au cours des 24 heures précédentes, et Blend a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans Blend dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que Blend peut monter ?
Il semble que la valeur moyenne de Blend pourrait potentiellement s'envoler jusqu'à $0.063359 pour la fin de cette année. En regardant les perspectives de Blend sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.19919. Cependant, compte tenu de l'imprévisibilité du marché, il est essentiel de mener des recherches approfondies avant d'investir des fonds dans un projet, un réseau ou un actif particulier.
Quel sera le prix de Blend la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de Blend, le prix de Blend va augmenter de 0.86% durant la prochaine semaine et atteindre $0.06196 d'ici 13 janvier 2026.
Quel sera le prix de Blend le mois prochain ?
Basé sur notre nouveau pronostic expérimental de Blend, le prix de Blend va diminuer de -11.62% durant le prochain mois et atteindre $0.054297 d'ici 5 février 2026.
Jusqu'où le prix de Blend peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de Blend en 2026, BLND devrait fluctuer dans la fourchette de $0.021225 et $0.063359. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de Blend ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera Blend dans 5 ans ?
L'avenir de Blend semble suivre une tendance haussière, avec un prix maximum de $0.19919 prévue après une période de cinq ans. Selon la prévision de Blend pour 2030, la valeur de Blend pourrait potentiellement atteindre son point le plus élevé d'environ $0.19919, tandis que son point le plus bas devrait être autour de $0.068893.
Combien vaudra Blend en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de Blend, il est attendu que la valeur de BLND en 2026 augmente de 3.13% jusqu'à $0.063359 si le meilleur scénario se produit. Le prix sera entre $0.063359 et $0.021225 durant 2026.
Combien vaudra Blend en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de Blend, le valeur de BLND pourrait diminuer de -12.62% jusqu'à $0.053679 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.053679 et $0.020433 tout au long de l'année.
Combien vaudra Blend en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de Blend suggère que la valeur de BLND en 2028 pourrait augmenter de 47.02%, atteignant $0.090322 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.090322 et $0.036876 durant l'année.
Combien vaudra Blend en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de Blend pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $0.266476 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.266476 et $0.081007.
Combien vaudra Blend en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de Blend, il est prévu que la valeur de BLND en 2030 augmente de 224.23%, atteignant $0.19919 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.19919 et $0.068893 au cours de 2030.
Combien vaudra Blend en 2031 ?
Notre simulation expérimentale indique que le prix de Blend pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.181837 dans des conditions idéales. Il est probable que le prix fluctue entre $0.181837 et $0.081452 durant l'année.
Combien vaudra Blend en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de Blend, BLND pourrait connaître une 449.04% hausse en valeur, atteignant $0.337300047 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $0.337300047 et $0.124331 tout au long de l'année.
Combien vaudra Blend en 2033 ?
Selon notre prédiction expérimentale de prix de Blend, la valeur de BLND est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $0.898444. Tout au long de l'année, le prix de BLND pourrait osciller entre $0.898444 et $0.288919.
Combien vaudra Blend en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de Blend suggèrent que BLND pourrait augmenter de 746.96% en 2034, atteignant potentiellement $0.52033 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $0.52033 et $0.232277.
Combien vaudra Blend en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de Blend, BLND pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $0.613079 en 2035. La fourchette de prix attendue pour l'année se situe entre $0.613079 et $0.274624.
Combien vaudra Blend en 2036 ?
Notre récente simulation de prédiction de prix de Blend suggère que la valeur de BLND pourrait augmenter de 1964.7% en 2036, pouvant atteindre $1.26 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $1.26 et $0.454589.
Combien vaudra Blend en 2037 ?
Selon la simulation expérimentale, la valeur de Blend pourrait augmenter de 4830.69% en 2037, avec un maximum de $3.02 sous des conditions favorables. Il est prévu que le prix chute entre $3.02 et $1.18 au cours de l'année.
Prévisions liées
Comment lire et prédire les mouvements de prix de Blend ?
Les traders de Blend utilisent des indicateurs et des modèles graphiques pour prédire la direction du marché. Ils identifient également des niveaux clés de support et de résistance pour évaluer quand une tendance baissière pourrait ralentir ou une tendance haussière pourrait s'arrêter.
Indicateurs de prédiction du prix de Blend
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de Blend. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de BLND sur une période spécifique, comme une SMA de 12 jours. Une moyenne mobile exponentielle (EMA) donne plus de poids aux prix récents, réagissant plus rapidement aux changements de prix.
Les moyennes mobiles couramment utilisées sur le marché des cryptomonnaies incluent les moyennes sur 50 jours, 100 jours et 200 jours, qui aident à identifier les niveaux clés de résistance et de support. Un mouvement de prix de BLND au-dessus de ces moyennes est considéré comme haussier, tandis qu'une chute en dessous indique une faiblesse.
Les traders utilisent également le RSI et les niveaux de retracement de Fibonacci pour évaluer la direction future de BLND.
Comment lire les graphiques de Blend et prédire les mouvements de prix ?
La plupart des traders préfèrent les graphiques en chandeliers aux simples graphiques linéaires parce qu'ils fournissent des informations plus détaillées. Les chandeliers peuvent représenter l'action des prix de Blend dans différentes périodes, comme 5 minutes pour les tendances à court terme et hebdomadaire pour les tendances à long terme. Les options populaires incluent les graphiques de 1 heure, 4 heures et 1 jour.
Par exemple, un graphique en chandeliers de 1 heure montre les prix d'ouverture, de clôture, les plus hauts et les plus bas de BLND au sein de chaque heure. La couleur du chandelier est cruciale : le vert indique que le prix a clôturé plus haut qu'il n'a ouvert, tandis que le rouge signifie le contraire. Certains graphiques utilisent des chandeliers creux et pleins pour transmettre la même information.
Qu'est-ce qui affecte le prix de Blend ?
L'action du prix de Blend est déterminée par l'offre et la demande, influencée par des facteurs tels que les réductions de récompenses de bloc, les hard forks et les mises à jour de protocole. Les événements du monde réel, tels que les réglementations, l'adoption par les entreprises et les gouvernements et les piratages d'échanges de cryptomonnaies, impactent également le prix de BLND. La capitalisation boursière de Blend peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de BLND, de grands détenteurs de Blend, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de Blend.
Modèles de prédiction de prix haussiers et baissiers
Les traders identifient souvent des modèles de chandeliers pour obtenir un avantage dans les prédictions de prix des cryptomonnaies. Certaines formations indiquent des tendances haussières, tandis que d'autres suggèrent des mouvements baissiers.
Modèles de chandeliers haussiers couramment suivis :
- Marteau
- Englobante haussière
- Ligne pénétrante
- Étoile du matin
- Trois soldats blancs
Modèles de chandeliers baissiers courants :
- Harami baissier
- Nuage sombre
- Étoile du soir
- Étoile filante
- Pendu


