Prédiction du prix de Thought jusqu'à $0.040654 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.013619 | $0.040654 |
| 2027 | $0.01311 | $0.034442 |
| 2028 | $0.023661 | $0.057954 |
| 2029 | $0.051977 | $0.170982 |
| 2030 | $0.0442045 | $0.1278084 |
| 2031 | $0.052263 | $0.116674 |
| 2032 | $0.079776 | $0.216425 |
| 2033 | $0.185382 | $0.576478 |
| 2034 | $0.149038 | $0.333865 |
| 2035 | $0.17621 | $0.393376 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur Thought aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,954.47, soit un rendement de 39.54% sur les 90 prochains jours.
$
≈ $3,954.47
(39.54% ROI)
Prévision du prix à long terme de Thought pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'Thought'
'name_with_ticker' => 'Thought <small>THT</small>'
'name_lang' => 'Thought'
'name_lang_with_ticker' => 'Thought <small>THT</small>'
'name_with_lang' => 'Thought'
'name_with_lang_with_ticker' => 'Thought <small>THT</small>'
'image' => '/uploads/coins/thought.jpg?1717124800'
'price_for_sd' => 0.03941
'ticker' => 'THT'
'marketcap' => '$22.82M'
'low24h' => '$0.03523'
'high24h' => '$0.04106'
'volume24h' => '$6.17K'
'current_supply' => '579.03M'
'max_supply' => '1.61B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '0.1364'
'price' => '$0.03941'
'change_24h_pct' => '-4.0146%'
'ath_price' => '$0.1552'
'ath_days' => 1475
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '23 déc. 2021'
'ath_pct' => '-74.60%'
'fdv' => '$63.36M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.94'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.039756'
'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' => '$0.034839'
'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' => '$0.013619'
'current_year_max_price_prediction' => '$0.040654'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.0442045'
'grand_prediction_max_price' => '$0.1278084'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.040166173105501
107 => 0.040316139015556
108 => 0.040654019868359
109 => 0.037766864975058
110 => 0.039063112759736
111 => 0.039824536891242
112 => 0.036384394964251
113 => 0.039756536346245
114 => 0.037716606031706
115 => 0.037024223044226
116 => 0.037956425522345
117 => 0.037593145310026
118 => 0.037280818316003
119 => 0.037106534486879
120 => 0.037791041103377
121 => 0.037759108051555
122 => 0.036639122369956
123 => 0.035178146704766
124 => 0.035668498092895
125 => 0.035490348836519
126 => 0.034844712949701
127 => 0.035279793583042
128 => 0.033363918663076
129 => 0.030067755441789
130 => 0.032245301829981
131 => 0.032161468662751
201 => 0.032119196178301
202 => 0.033755562106067
203 => 0.033598263279497
204 => 0.033312764368999
205 => 0.034839469538318
206 => 0.034282201614435
207 => 0.035999570047009
208 => 0.037130739969128
209 => 0.036843838687365
210 => 0.037907709466537
211 => 0.035679794798507
212 => 0.036419818682805
213 => 0.03657233657973
214 => 0.034820630233513
215 => 0.033623999312871
216 => 0.033544197673056
217 => 0.031469404562561
218 => 0.032577742295042
219 => 0.033553033633494
220 => 0.033085944768041
221 => 0.032938078387122
222 => 0.033693495658935
223 => 0.033752198050666
224 => 0.032413777298192
225 => 0.032692077354905
226 => 0.033852634854929
227 => 0.032662834283588
228 => 0.030351246126292
301 => 0.029777940303075
302 => 0.029701450738136
303 => 0.028146599876115
304 => 0.029816251339551
305 => 0.029087403731884
306 => 0.031389824591569
307 => 0.030074694144648
308 => 0.030018001499599
309 => 0.029932302251605
310 => 0.028593977884584
311 => 0.028886985866011
312 => 0.02986098902265
313 => 0.03020852432187
314 => 0.030172273542888
315 => 0.029856215875817
316 => 0.030000905457325
317 => 0.029534809902095
318 => 0.029370221860603
319 => 0.028850736728148
320 => 0.028087237094869
321 => 0.028193406401692
322 => 0.02668071384762
323 => 0.025856518659492
324 => 0.025628392294136
325 => 0.025323332184325
326 => 0.025662849645273
327 => 0.026676428579675
328 => 0.02545383734202
329 => 0.023357790419865
330 => 0.023483766411377
331 => 0.023766797061696
401 => 0.023239371317261
402 => 0.022740207113641
403 => 0.023174189890217
404 => 0.022286067177601
405 => 0.023874122448459
406 => 0.023831170003856
407 => 0.024423098804152
408 => 0.024793244030579
409 => 0.023940179119605
410 => 0.023725635601428
411 => 0.023847849339841
412 => 0.02182792847834
413 => 0.024258028176053
414 => 0.024279043779151
415 => 0.024099095426484
416 => 0.025393048494605
417 => 0.028123693062425
418 => 0.027096314736088
419 => 0.026698482795456
420 => 0.025942203985501
421 => 0.026949900596373
422 => 0.026872525219174
423 => 0.02652260441974
424 => 0.026310971228423
425 => 0.026700911872453
426 => 0.026262653267345
427 => 0.026183929979327
428 => 0.025706952505718
429 => 0.025536693248731
430 => 0.025410640073075
501 => 0.025271867912407
502 => 0.025577964718973
503 => 0.024884309084905
504 => 0.02404782839012
505 => 0.023978284071195
506 => 0.024170302050145
507 => 0.024085348388517
508 => 0.023977877345747
509 => 0.023772685857102
510 => 0.023711809925643
511 => 0.02390962717008
512 => 0.023686303034573
513 => 0.024015829961609
514 => 0.023926216871012
515 => 0.023425645431548
516 => 0.022801748082694
517 => 0.02279619408762
518 => 0.022661776427206
519 => 0.022490575326838
520 => 0.022442951097266
521 => 0.02313764107125
522 => 0.024575628527075
523 => 0.024293317181373
524 => 0.024497316061073
525 => 0.025500788644085
526 => 0.025819762402751
527 => 0.025593362384158
528 => 0.025283452074962
529 => 0.025297086555745
530 => 0.026356143898498
531 => 0.0264221960059
601 => 0.026589088372085
602 => 0.026803592226411
603 => 0.02562989331809
604 => 0.025241805442712
605 => 0.025057907877062
606 => 0.024491574552175
607 => 0.025102316489316
608 => 0.024746463317121
609 => 0.024794480067726
610 => 0.024763209095903
611 => 0.024780285161052
612 => 0.023873678554646
613 => 0.02420399835218
614 => 0.023654777622202
615 => 0.022919432717681
616 => 0.022916967583716
617 => 0.023096942207335
618 => 0.022989886258798
619 => 0.022701801453947
620 => 0.022742722540754
621 => 0.022384210761132
622 => 0.022786252361866
623 => 0.022797781476401
624 => 0.022642973560764
625 => 0.023262374117744
626 => 0.023516143031321
627 => 0.023414245144942
628 => 0.023508993603974
629 => 0.024305048492346
630 => 0.024434840173461
701 => 0.024492485064655
702 => 0.024415248546939
703 => 0.023523544025995
704 => 0.023563094913319
705 => 0.023272896744559
706 => 0.023027709872287
707 => 0.023037516061342
708 => 0.023163573985752
709 => 0.023714076334852
710 => 0.024872576074645
711 => 0.024916540292918
712 => 0.024969826207991
713 => 0.024753085612032
714 => 0.024687714574363
715 => 0.024773955846745
716 => 0.025209027437989
717 => 0.026328149691453
718 => 0.025932577143417
719 => 0.02561097050441
720 => 0.025893106231347
721 => 0.025849673647638
722 => 0.025483058932127
723 => 0.02547276927811
724 => 0.02476911842523
725 => 0.024508994726275
726 => 0.024291615893507
727 => 0.024054243882942
728 => 0.023913521798297
729 => 0.024129734877355
730 => 0.024179185366694
731 => 0.023706431690576
801 => 0.023641997111406
802 => 0.024028057968421
803 => 0.023858166979048
804 => 0.024032904074712
805 => 0.024073444579773
806 => 0.024066916624731
807 => 0.02388953091997
808 => 0.024002591278466
809 => 0.023735169825706
810 => 0.023444389161233
811 => 0.023258889213575
812 => 0.023097015906246
813 => 0.023186832625284
814 => 0.022866652421798
815 => 0.022764220330748
816 => 0.023964288972946
817 => 0.02485079258185
818 => 0.024837902468283
819 => 0.024759437217009
820 => 0.024642853769711
821 => 0.025200498632666
822 => 0.025006226312874
823 => 0.025147575657518
824 => 0.025183554998143
825 => 0.025292453625932
826 => 0.025331375525213
827 => 0.025213726512589
828 => 0.024818882056603
829 => 0.023834967212972
830 => 0.023376952197234
831 => 0.023225799613197
901 => 0.023231293722547
902 => 0.023079741659887
903 => 0.023124380534427
904 => 0.023064218081022
905 => 0.022950284949132
906 => 0.023179797575445
907 => 0.023206246767569
908 => 0.023152675778116
909 => 0.023165293685431
910 => 0.022721748773228
911 => 0.022755470529574
912 => 0.022567703505087
913 => 0.022532499451561
914 => 0.022057840764403
915 => 0.021216914097225
916 => 0.021682869101568
917 => 0.02112006097951
918 => 0.020906917015752
919 => 0.021915907389495
920 => 0.021814632741008
921 => 0.02164129456583
922 => 0.021384891277899
923 => 0.021289788804275
924 => 0.020711976280319
925 => 0.020677836033894
926 => 0.020964215523017
927 => 0.020832061242503
928 => 0.020646466581922
929 => 0.019974261534726
930 => 0.019218480502235
1001 => 0.019241292780935
1002 => 0.019481692665565
1003 => 0.020180687752466
1004 => 0.019907578279276
1005 => 0.019709434222906
1006 => 0.019672327797337
1007 => 0.020136792400904
1008 => 0.020794107123294
1009 => 0.021102504484451
1010 => 0.020796892065711
1011 => 0.020445820974404
1012 => 0.020467189045025
1013 => 0.020609341245803
1014 => 0.020624279432181
1015 => 0.020395768242431
1016 => 0.020460092803833
1017 => 0.020362377913102
1018 => 0.019762701809049
1019 => 0.01975185556992
1020 => 0.019604685382902
1021 => 0.019600229128129
1022 => 0.019349855926687
1023 => 0.019314826985057
1024 => 0.018817695797029
1025 => 0.019144909050441
1026 => 0.018925431579519
1027 => 0.018594627261338
1028 => 0.018537596472196
1029 => 0.018535882057807
1030 => 0.018875544126087
1031 => 0.019140939901412
1101 => 0.018929249484092
1102 => 0.018881051679515
1103 => 0.019395678136663
1104 => 0.019330187229066
1105 => 0.019273472525459
1106 => 0.020735251799395
1107 => 0.019578139440015
1108 => 0.019073572405662
1109 => 0.018449074885968
1110 => 0.01865241442737
1111 => 0.018695261056423
1112 => 0.017193457095698
1113 => 0.016584175415869
1114 => 0.016375092903648
1115 => 0.016254762961872
1116 => 0.016309598827348
1117 => 0.015761173853889
1118 => 0.016129724506165
1119 => 0.015654834836359
1120 => 0.015575218037791
1121 => 0.016424379594946
1122 => 0.016542535464894
1123 => 0.016038445815544
1124 => 0.016362152975128
1125 => 0.016244772259197
1126 => 0.015662975456732
1127 => 0.015640755098285
1128 => 0.015348829913955
1129 => 0.014892023528332
1130 => 0.014683250752351
1201 => 0.014574520077971
1202 => 0.014619384473339
1203 => 0.014596699662168
1204 => 0.01444866592468
1205 => 0.014605184782719
1206 => 0.014205343778487
1207 => 0.014046123868864
1208 => 0.013974207929561
1209 => 0.013619326024315
1210 => 0.01418410095226
1211 => 0.014295368727913
1212 => 0.014406855735455
1213 => 0.015377274020701
1214 => 0.015328794665544
1215 => 0.015767024425762
1216 => 0.015749995623133
1217 => 0.015625005396667
1218 => 0.015097692191103
1219 => 0.015307869836387
1220 => 0.014660975713061
1221 => 0.015145672774781
1222 => 0.014924477277245
1223 => 0.015070886354562
1224 => 0.014807629632373
1225 => 0.014953326772036
1226 => 0.014321754445282
1227 => 0.013732001093022
1228 => 0.013969335057945
1229 => 0.014227344220248
1230 => 0.014786773823631
1231 => 0.01445358216705
]
'min_raw' => 0.013619326024315
'max_raw' => 0.040654019868359
'avg_raw' => 0.027136672946337
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.013619'
'max' => '$0.040654'
'avg' => '$0.027136'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.025799873975685
'max_diff' => 0.0012348198683593
'year' => 2026
]
1 => [
'items' => [
101 => 0.014573410486128
102 => 0.014172005676235
103 => 0.01334379289781
104 => 0.013348480492192
105 => 0.013221077999828
106 => 0.013110983645357
107 => 0.014491853236906
108 => 0.014320120274879
109 => 0.014046486275743
110 => 0.014412756257369
111 => 0.014509603853997
112 => 0.014512360968921
113 => 0.014779582092719
114 => 0.014922198054392
115 => 0.01494733473577
116 => 0.01536781294776
117 => 0.015508751698177
118 => 0.016089258464748
119 => 0.014910098086446
120 => 0.014885814054423
121 => 0.014417910427136
122 => 0.014121158549447
123 => 0.014438229282084
124 => 0.014719110666729
125 => 0.014426638194711
126 => 0.014464828925126
127 => 0.014072208527321
128 => 0.014212551845029
129 => 0.014333434416526
130 => 0.014266690165695
131 => 0.014166770791742
201 => 0.014696081596317
202 => 0.014666215806337
203 => 0.01515912219636
204 => 0.015543377975458
205 => 0.016232033025537
206 => 0.01551338558038
207 => 0.015487195211113
208 => 0.01574321027176
209 => 0.015508712503605
210 => 0.015656906998491
211 => 0.016208156601333
212 => 0.016219803636793
213 => 0.016024700786475
214 => 0.016012828760303
215 => 0.016050300396897
216 => 0.016269772942838
217 => 0.016193082491577
218 => 0.016281830623342
219 => 0.016392811521073
220 => 0.016851875569017
221 => 0.016962554356822
222 => 0.016693662282828
223 => 0.016717940226453
224 => 0.016617367209526
225 => 0.016520214935351
226 => 0.016738599059746
227 => 0.017137700339428
228 => 0.01713521755108
301 => 0.017227801290546
302 => 0.017285480193229
303 => 0.017037880119379
304 => 0.016876701575811
305 => 0.016938507685472
306 => 0.017037337000783
307 => 0.016906458670505
308 => 0.016098616987292
309 => 0.016343664548852
310 => 0.016302876652395
311 => 0.016244789727862
312 => 0.016491186945908
313 => 0.016467421333137
314 => 0.015755548963106
315 => 0.015801120722571
316 => 0.015758320332737
317 => 0.015896617148426
318 => 0.015501244021707
319 => 0.015622858132607
320 => 0.015699133362902
321 => 0.01574406005952
322 => 0.015906366094227
323 => 0.015887321354383
324 => 0.015905182246458
325 => 0.016145839248725
326 => 0.01736299978268
327 => 0.01742924714503
328 => 0.017103020903985
329 => 0.017233341852755
330 => 0.016983154129176
331 => 0.017151106824126
401 => 0.017266015792475
402 => 0.016746764260229
403 => 0.016716017554404
404 => 0.016464797217094
405 => 0.016599788796517
406 => 0.016385007487416
407 => 0.016437707307938
408 => 0.016290354015471
409 => 0.016555560604165
410 => 0.016852102779262
411 => 0.016927021043497
412 => 0.016729943344635
413 => 0.016587246102607
414 => 0.016336716752998
415 => 0.016753352644808
416 => 0.016875189676322
417 => 0.016752712686749
418 => 0.01672433209209
419 => 0.016670550916493
420 => 0.016735742022733
421 => 0.016874526125682
422 => 0.016809078105671
423 => 0.016852307675934
424 => 0.016687561132231
425 => 0.017037962085306
426 => 0.017594483127372
427 => 0.017596272433523
428 => 0.017530824060723
429 => 0.017504043996678
430 => 0.01757119799891
501 => 0.01760762629032
502 => 0.017824790019602
503 => 0.018057815353306
504 => 0.019145242908787
505 => 0.018839897602619
506 => 0.019804728021196
507 => 0.02056778361474
508 => 0.020796590622867
509 => 0.020586098941592
510 => 0.019866018270488
511 => 0.019830687677437
512 => 0.020906792210285
513 => 0.020602743391045
514 => 0.020566577751472
515 => 0.020181836449225
516 => 0.020409266209991
517 => 0.020359523985118
518 => 0.020281003449684
519 => 0.020714923590329
520 => 0.021527183357299
521 => 0.021400585055293
522 => 0.021306085295571
523 => 0.020892014856939
524 => 0.021141377746976
525 => 0.021052584398066
526 => 0.021434096974638
527 => 0.021208097375815
528 => 0.020600439922199
529 => 0.020697211374553
530 => 0.020682584564207
531 => 0.020983603284662
601 => 0.020893244936525
602 => 0.020664940646533
603 => 0.021524407141719
604 => 0.021468598168126
605 => 0.021547722532974
606 => 0.021582555525382
607 => 0.022105697635504
608 => 0.02232001221934
609 => 0.022368665381976
610 => 0.022572247660935
611 => 0.022363600069416
612 => 0.023198339198705
613 => 0.023753392011304
614 => 0.024398114415894
615 => 0.025340227134046
616 => 0.025694470231101
617 => 0.025630479386325
618 => 0.026344778497044
619 => 0.027628358121028
620 => 0.025889927527278
621 => 0.027720499163736
622 => 0.0271409613186
623 => 0.025766887513221
624 => 0.025678413359421
625 => 0.026608952093748
626 => 0.028672797445452
627 => 0.02815582759279
628 => 0.028673643022932
629 => 0.028069583818286
630 => 0.028039587187364
701 => 0.028644305215647
702 => 0.030057261850194
703 => 0.029386019117008
704 => 0.028423628063516
705 => 0.029134242640951
706 => 0.028518642529702
707 => 0.027131523183436
708 => 0.028155432275687
709 => 0.027470773424951
710 => 0.027670593276062
711 => 0.029109644344991
712 => 0.028936493913121
713 => 0.029160566605259
714 => 0.028765084168638
715 => 0.028395641210978
716 => 0.027706048495311
717 => 0.027501894088712
718 => 0.027558315021989
719 => 0.027501866129299
720 => 0.027116045342567
721 => 0.027032727380407
722 => 0.026893860459896
723 => 0.026936901125237
724 => 0.026675790687726
725 => 0.027168560031479
726 => 0.027260022363948
727 => 0.027618618798778
728 => 0.02765584947024
729 => 0.028654535436942
730 => 0.028104475988719
731 => 0.028473503356435
801 => 0.028440494075246
802 => 0.02579666785914
803 => 0.026160963785043
804 => 0.026727693923389
805 => 0.026472382764249
806 => 0.026111432518835
807 => 0.025819945842735
808 => 0.025378313722401
809 => 0.025999902450977
810 => 0.026817225530463
811 => 0.027676578132325
812 => 0.028709033976448
813 => 0.028478601851151
814 => 0.02765727708848
815 => 0.027694121117355
816 => 0.027921876406271
817 => 0.027626912613375
818 => 0.027539922032473
819 => 0.027909925236287
820 => 0.027912473245001
821 => 0.027573081753709
822 => 0.027195910219125
823 => 0.027194329856623
824 => 0.027127215825088
825 => 0.028081523255401
826 => 0.028606295850709
827 => 0.028666460183048
828 => 0.028602246311779
829 => 0.028626959682273
830 => 0.028321606071638
831 => 0.029019553875749
901 => 0.029660059800684
902 => 0.029488390530388
903 => 0.02923103388999
904 => 0.029026036929937
905 => 0.029440099761497
906 => 0.029421662195403
907 => 0.029654465540195
908 => 0.029643904235738
909 => 0.029565621227061
910 => 0.029488393326121
911 => 0.029794593223902
912 => 0.029706412570761
913 => 0.02961809494871
914 => 0.029440960436934
915 => 0.029465035958977
916 => 0.029207723754831
917 => 0.029088679355387
918 => 0.027298537215213
919 => 0.026820152740777
920 => 0.026970662234849
921 => 0.027020213868274
922 => 0.026812020331933
923 => 0.027110516382515
924 => 0.027063996089217
925 => 0.027244979336977
926 => 0.027131908861156
927 => 0.027136549312924
928 => 0.027469065473147
929 => 0.027565596329084
930 => 0.027516499956655
1001 => 0.027550885372979
1002 => 0.028343282778997
1003 => 0.028230629207304
1004 => 0.028170784242611
1005 => 0.028187361706819
1006 => 0.028389836233248
1007 => 0.028446518045949
1008 => 0.028206353222575
1009 => 0.028319616341654
1010 => 0.028801876327465
1011 => 0.028970640028948
1012 => 0.029509252752908
1013 => 0.029280440494692
1014 => 0.02970043529741
1015 => 0.030991356134186
1016 => 0.032022633023531
1017 => 0.03107422817677
1018 => 0.03296803685173
1019 => 0.034442638555907
1020 => 0.034386040886423
1021 => 0.034128909971148
1022 => 0.032450115135258
1023 => 0.03090526309785
1024 => 0.032197597425024
1025 => 0.032200891850995
1026 => 0.032089879186176
1027 => 0.031400389059224
1028 => 0.032065886424315
1029 => 0.032118711188424
1030 => 0.032089143367761
1031 => 0.031560512904022
1101 => 0.030753391893134
1102 => 0.030911101406687
1103 => 0.031169432807073
1104 => 0.030680357572566
1105 => 0.030524068401027
1106 => 0.030814639706149
1107 => 0.031750920994187
1108 => 0.031573922440192
1109 => 0.031569300292639
1110 => 0.0323265751657
1111 => 0.031784529786735
1112 => 0.030913090628708
1113 => 0.030693040748436
1114 => 0.029912011916832
1115 => 0.03045147131275
1116 => 0.030470885496028
1117 => 0.030175429098025
1118 => 0.030937065287053
1119 => 0.030930046675488
1120 => 0.031653106882383
1121 => 0.033035326428956
1122 => 0.032626536094142
1123 => 0.032151157411014
1124 => 0.032202844254691
1125 => 0.032769721355828
1126 => 0.032426974519935
1127 => 0.032550228671838
1128 => 0.032769534795907
1129 => 0.032901847625623
1130 => 0.032183806474674
1201 => 0.032016396734509
1202 => 0.031673935158967
1203 => 0.031584593326256
1204 => 0.03186352113384
1205 => 0.031790033511206
1206 => 0.030469253809099
1207 => 0.03033122498148
1208 => 0.030335458128563
1209 => 0.029988378078602
1210 => 0.029458997693655
1211 => 0.030850177737636
1212 => 0.030738446510552
1213 => 0.030615103883162
1214 => 0.030630212651234
1215 => 0.03123407675686
1216 => 0.030883805079728
1217 => 0.031815059741781
1218 => 0.03162362177934
1219 => 0.031427274155525
1220 => 0.031400132933019
1221 => 0.031324555849442
1222 => 0.031065373908862
1223 => 0.030752396141193
1224 => 0.030545741109307
1225 => 0.02817683153157
1226 => 0.028616487369885
1227 => 0.029122271335976
1228 => 0.029296865934268
1229 => 0.028998209792311
1230 => 0.031077166673678
1231 => 0.03145701212923
]
'min_raw' => 0.013110983645357
'max_raw' => 0.034442638555907
'avg_raw' => 0.023776811100632
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.01311'
'max' => '$0.034442'
'avg' => '$0.023776'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00050834237895882
'max_diff' => -0.0062113813124524
'year' => 2027
]
2 => [
'items' => [
101 => 0.030306435467655
102 => 0.03009120955201
103 => 0.031091276848876
104 => 0.030488114015611
105 => 0.030759718202498
106 => 0.030172658509995
107 => 0.031365518482161
108 => 0.03135643088776
109 => 0.030892381416623
110 => 0.031284592851954
111 => 0.031216436463216
112 => 0.030692525753206
113 => 0.031382127386151
114 => 0.031382469419957
115 => 0.030935831893294
116 => 0.030414257043677
117 => 0.030321011779614
118 => 0.030250763998881
119 => 0.030742441554705
120 => 0.031183278113821
121 => 0.032003565657685
122 => 0.032209805435764
123 => 0.033014773019764
124 => 0.032535454016652
125 => 0.032747929922512
126 => 0.032978602574874
127 => 0.033089195527122
128 => 0.032908990246178
129 => 0.034159436242008
130 => 0.034265012196731
131 => 0.034300410901121
201 => 0.033878767546883
202 => 0.034253285532302
203 => 0.034078060969656
204 => 0.034533946602875
205 => 0.034605435291204
206 => 0.034544886915474
207 => 0.034567578553521
208 => 0.033500543489871
209 => 0.033445212092762
210 => 0.032690764567049
211 => 0.032998207510371
212 => 0.032423457663953
213 => 0.032605716760832
214 => 0.032686054834108
215 => 0.032644090783774
216 => 0.033015589873103
217 => 0.032699739754923
218 => 0.03186615936248
219 => 0.031032351861616
220 => 0.031021884087648
221 => 0.030802357290595
222 => 0.030643679624664
223 => 0.030674246572515
224 => 0.030781968483651
225 => 0.030637418631361
226 => 0.030668265671211
227 => 0.031180532065466
228 => 0.031283263437517
229 => 0.030934142095549
301 => 0.029532369529581
302 => 0.029188371025812
303 => 0.029435630328534
304 => 0.029317456307371
305 => 0.023661475373698
306 => 0.024990264197713
307 => 0.024200742999888
308 => 0.024564590691969
309 => 0.023758693994513
310 => 0.024143310139204
311 => 0.024072285581212
312 => 0.02620893868851
313 => 0.026175577789109
314 => 0.026191545886233
315 => 0.025429347005879
316 => 0.026643550518237
317 => 0.027241710829771
318 => 0.027131007275627
319 => 0.027158868975191
320 => 0.026680112666463
321 => 0.026196181293811
322 => 0.025659426925035
323 => 0.026656650197375
324 => 0.02654577599266
325 => 0.026800081526997
326 => 0.0274468521021
327 => 0.027542091526127
328 => 0.027670094277841
329 => 0.027624214403208
330 => 0.028717259152935
331 => 0.028584884221601
401 => 0.028903869719248
402 => 0.028247692349101
403 => 0.027505165369852
404 => 0.027646295473572
405 => 0.027632703509687
406 => 0.027459662209304
407 => 0.027303448260517
408 => 0.027043396048794
409 => 0.027866239727171
410 => 0.027832833776518
411 => 0.028373637287421
412 => 0.028278045013784
413 => 0.027639656415037
414 => 0.027662456588731
415 => 0.027815798714213
416 => 0.028346517561336
417 => 0.028504071049257
418 => 0.028431085996231
419 => 0.028603836203146
420 => 0.028740370923098
421 => 0.028620982861846
422 => 0.030311266042032
423 => 0.029609342619487
424 => 0.029951455211684
425 => 0.030033047049078
426 => 0.029824051273284
427 => 0.029869374973476
428 => 0.029938028029298
429 => 0.030354875940603
430 => 0.031448805475784
501 => 0.031933299420285
502 => 0.033390923356827
503 => 0.031893068942675
504 => 0.031804192460477
505 => 0.032066754547474
506 => 0.032922534103388
507 => 0.03361606305417
508 => 0.033846146617789
509 => 0.033876555958987
510 => 0.034308208020003
511 => 0.034555622931543
512 => 0.034255794106219
513 => 0.034001720570144
514 => 0.033091660700691
515 => 0.033197002608591
516 => 0.033922703891478
517 => 0.034947799697148
518 => 0.035827438541454
519 => 0.035519419676687
520 => 0.037869386187428
521 => 0.038102375768216
522 => 0.038070184141606
523 => 0.038600969080139
524 => 0.037547469069624
525 => 0.037097077404528
526 => 0.034056654152501
527 => 0.034910889069068
528 => 0.036152569687755
529 => 0.035988228601808
530 => 0.0350864869463
531 => 0.035826754489547
601 => 0.035581998889443
602 => 0.035388949992722
603 => 0.036273344412971
604 => 0.035300916418987
605 => 0.036142868974647
606 => 0.035063056113129
607 => 0.035520826680915
608 => 0.035260973966769
609 => 0.035429130519172
610 => 0.034446090749823
611 => 0.034976515147422
612 => 0.034424023351009
613 => 0.034423761397961
614 => 0.034411565110933
615 => 0.03506156925929
616 => 0.035082765871232
617 => 0.034602411823494
618 => 0.034533185300675
619 => 0.034789152038628
620 => 0.03448948202628
621 => 0.034629695738957
622 => 0.034493728956799
623 => 0.034463119970237
624 => 0.034219222357618
625 => 0.034114144559997
626 => 0.034155348271966
627 => 0.034014698761048
628 => 0.033929952343205
629 => 0.034394706915388
630 => 0.034146407295617
701 => 0.03435665143754
702 => 0.034117051702892
703 => 0.033286494633968
704 => 0.032808832480649
705 => 0.031239987170132
706 => 0.031684909754048
707 => 0.03197989388749
708 => 0.031882401633147
709 => 0.03209185271997
710 => 0.032104711315609
711 => 0.032036616632182
712 => 0.031957771712243
713 => 0.031919394365614
714 => 0.032205427665416
715 => 0.032371479623389
716 => 0.032009499491659
717 => 0.031924692611436
718 => 0.032290674510085
719 => 0.03251392325684
720 => 0.034162266570246
721 => 0.03404015197351
722 => 0.034346635647537
723 => 0.034312130289217
724 => 0.034633374006276
725 => 0.035158471715944
726 => 0.034090801252561
727 => 0.034276111927737
728 => 0.034230678029633
729 => 0.034726713415733
730 => 0.034728261984064
731 => 0.034430863991292
801 => 0.034592088267905
802 => 0.034502097299656
803 => 0.034664723142291
804 => 0.034038521058621
805 => 0.034801167602193
806 => 0.035233539048541
807 => 0.035239542526493
808 => 0.03544448316055
809 => 0.035652714714113
810 => 0.036052397048031
811 => 0.035641567790748
812 => 0.034902525950318
813 => 0.034955882384107
814 => 0.034522582423467
815 => 0.034529866274088
816 => 0.034490984508631
817 => 0.03460767161365
818 => 0.034064127316287
819 => 0.034191696076457
820 => 0.034013099065177
821 => 0.034275723692714
822 => 0.033993183006891
823 => 0.034230656120031
824 => 0.034333141643304
825 => 0.034711315430538
826 => 0.033937326431033
827 => 0.032359110466594
828 => 0.032690870596338
829 => 0.03220017130525
830 => 0.032245587392864
831 => 0.032337335117762
901 => 0.032039950723382
902 => 0.03209668229417
903 => 0.032094655443248
904 => 0.032077189136991
905 => 0.031999827970483
906 => 0.031887638973606
907 => 0.032334565407213
908 => 0.032410506917216
909 => 0.03257931548679
910 => 0.033081575285896
911 => 0.033031387687863
912 => 0.033113245742518
913 => 0.032934550068821
914 => 0.032253876572656
915 => 0.032290840418316
916 => 0.031829900670621
917 => 0.032567528221108
918 => 0.032392848280945
919 => 0.032280230987161
920 => 0.03224950231516
921 => 0.03275300711916
922 => 0.032903663647988
923 => 0.032809784609406
924 => 0.032617235962386
925 => 0.032986986286562
926 => 0.033085915874798
927 => 0.033108062561221
928 => 0.033763189243069
929 => 0.033144676865186
930 => 0.033293558942027
1001 => 0.034455094405274
1002 => 0.033401742021046
1003 => 0.033959726271533
1004 => 0.033932415846082
1005 => 0.034217861707473
1006 => 0.033909000953907
1007 => 0.033912829653114
1008 => 0.034166286240252
1009 => 0.033810352174753
1010 => 0.033722217894623
1011 => 0.033600461017854
1012 => 0.033866312703894
1013 => 0.034025678766237
1014 => 0.035310052187248
1015 => 0.036139815991765
1016 => 0.036103793756665
1017 => 0.036432969554684
1018 => 0.036284672842772
1019 => 0.03580578364131
1020 => 0.036623189113889
1021 => 0.036364527820667
1022 => 0.036385851543407
1023 => 0.036385057873382
1024 => 0.036557045020811
1025 => 0.036435176364467
1026 => 0.036194960733251
1027 => 0.036354427079646
1028 => 0.036827985118177
1029 => 0.038297923800314
1030 => 0.039120520960935
1031 => 0.038248402418361
1101 => 0.038849978110896
1102 => 0.038489247058711
1103 => 0.03842369149571
1104 => 0.038801525486716
1105 => 0.039180020826107
1106 => 0.039155912309268
1107 => 0.038881144128821
1108 => 0.038725934555671
1109 => 0.039901233442584
1110 => 0.040767173641767
1111 => 0.04070812232552
1112 => 0.040968755630919
1113 => 0.041733983076658
1114 => 0.041803945884154
1115 => 0.041795132178486
1116 => 0.041621722060244
1117 => 0.042375187857914
1118 => 0.0430037422823
1119 => 0.041581582628171
1120 => 0.042123122407026
1121 => 0.042366237061076
1122 => 0.04272320150209
1123 => 0.043325460348266
1124 => 0.043979673196483
1125 => 0.044072186066299
1126 => 0.044006543758016
1127 => 0.043575072798432
1128 => 0.044290920303333
1129 => 0.044710246983015
1130 => 0.044959946424644
1201 => 0.045593142662593
1202 => 0.042367738454414
1203 => 0.040084637042874
1204 => 0.039728097789078
1205 => 0.040453134381886
1206 => 0.040644320749351
1207 => 0.040567253764353
1208 => 0.037997415555166
1209 => 0.039714568122747
1210 => 0.041562079903175
1211 => 0.04163305035489
1212 => 0.042557953381822
1213 => 0.042859139720447
1214 => 0.043603807886938
1215 => 0.043557228690373
1216 => 0.043738543538655
1217 => 0.043696862394971
1218 => 0.045076203365013
1219 => 0.046597821289086
1220 => 0.046545132498824
1221 => 0.046326381919272
1222 => 0.046651263832423
1223 => 0.048221736596553
1224 => 0.048077152630745
1225 => 0.048217603637894
1226 => 0.05006927953477
1227 => 0.052476721598533
1228 => 0.051358223056683
1229 => 0.053785043053211
1230 => 0.055312597600825
1231 => 0.057954345238834
]
'min_raw' => 0.023661475373698
'max_raw' => 0.057954345238834
'avg_raw' => 0.040807910306266
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.023661'
'max' => '$0.057954'
'avg' => '$0.0408079'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.010550491728341
'max_diff' => 0.023511706682927
'year' => 2028
]
3 => [
'items' => [
101 => 0.057623585423674
102 => 0.058651998393111
103 => 0.057031456322881
104 => 0.053310364164042
105 => 0.052721487086138
106 => 0.053900433908846
107 => 0.056798759632524
108 => 0.053809155317541
109 => 0.054413948376793
110 => 0.054239767935042
111 => 0.054230486599521
112 => 0.054584717426464
113 => 0.054070887136545
114 => 0.05197745009911
115 => 0.052936859956664
116 => 0.052566385736017
117 => 0.052977454504508
118 => 0.055195823110398
119 => 0.054215029470431
120 => 0.053181843043932
121 => 0.054477688105185
122 => 0.056127744168833
123 => 0.056024486625806
124 => 0.055824123834028
125 => 0.056953558400624
126 => 0.058819053411362
127 => 0.059323289216599
128 => 0.059695505779377
129 => 0.059746828154734
130 => 0.060275480517587
131 => 0.057432783524976
201 => 0.061944216657887
202 => 0.062723216534116
203 => 0.062576796843621
204 => 0.063442622420723
205 => 0.063187874572065
206 => 0.062818784908072
207 => 0.064191302614161
208 => 0.062617821820598
209 => 0.060384463929859
210 => 0.059159199620189
211 => 0.060772726502415
212 => 0.061758051065062
213 => 0.062409287922559
214 => 0.06260635180215
215 => 0.057653454000392
216 => 0.054984116785549
217 => 0.05669513133625
218 => 0.058782687176021
219 => 0.057421187046883
220 => 0.057474555274284
221 => 0.055533413886073
222 => 0.058954435116491
223 => 0.058456021098536
224 => 0.061041793905364
225 => 0.060424678472891
226 => 0.062533275817737
227 => 0.061978011470046
228 => 0.064282882732897
301 => 0.065202358281546
302 => 0.06674630083267
303 => 0.067882031258254
304 => 0.068548953887218
305 => 0.068508914354138
306 => 0.071151594069628
307 => 0.069593298169601
308 => 0.067635711257022
309 => 0.067600304685881
310 => 0.068614166687126
311 => 0.070738943302281
312 => 0.071289866964348
313 => 0.071597758133055
314 => 0.071126212090411
315 => 0.069434793575005
316 => 0.068704447635739
317 => 0.069326723536152
318 => 0.068565733582725
319 => 0.069879415738411
320 => 0.071683381925535
321 => 0.071310870041549
322 => 0.07255612141961
323 => 0.073844825591638
324 => 0.075687730436964
325 => 0.076169534006102
326 => 0.076965936984536
327 => 0.077785697254096
328 => 0.07804898215952
329 => 0.078551674736482
330 => 0.078549025298465
331 => 0.080063923214254
401 => 0.081734902527852
402 => 0.082365658535475
403 => 0.083816047194916
404 => 0.081332307443304
405 => 0.083216252576047
406 => 0.084915618243987
407 => 0.082889564438046
408 => 0.085682007599543
409 => 0.085790431839691
410 => 0.087427509138748
411 => 0.085768017670092
412 => 0.084782616933288
413 => 0.087627431937957
414 => 0.089003948307883
415 => 0.0885893303748
416 => 0.085434067431822
417 => 0.083597569063415
418 => 0.078791098599215
419 => 0.084484570488132
420 => 0.087257694564371
421 => 0.085426885710402
422 => 0.086350239204553
423 => 0.091387756470265
424 => 0.09330571688996
425 => 0.092906794530219
426 => 0.092974205842194
427 => 0.094009102471217
428 => 0.098598404052289
429 => 0.095848388165733
430 => 0.097950672269876
501 => 0.099065716178364
502 => 0.10010143110264
503 => 0.097558042589681
504 => 0.094249131504121
505 => 0.093201060464685
506 => 0.085244847851173
507 => 0.08483069243256
508 => 0.084598214445899
509 => 0.083132473624664
510 => 0.081980802839373
511 => 0.081064951472116
512 => 0.078661483988062
513 => 0.079472583709402
514 => 0.07564195818247
515 => 0.078092656645568
516 => 0.071978885810897
517 => 0.077070615833692
518 => 0.074299418674841
519 => 0.076160203035901
520 => 0.076153710934562
521 => 0.072727416963631
522 => 0.070751202106129
523 => 0.072010523128762
524 => 0.073360615230052
525 => 0.073579663131231
526 => 0.075330092781563
527 => 0.075818600071611
528 => 0.074338400176541
529 => 0.071852191499502
530 => 0.072429681070796
531 => 0.070739499298399
601 => 0.067777520754176
602 => 0.069904865455821
603 => 0.070631234469706
604 => 0.070952040406568
605 => 0.068039274693859
606 => 0.067124020467705
607 => 0.066636746797428
608 => 0.071476190022937
609 => 0.071741305647256
610 => 0.070384936629669
611 => 0.076515853205349
612 => 0.075128237962619
613 => 0.076678544162736
614 => 0.07237727994516
615 => 0.072541594030692
616 => 0.070505306619275
617 => 0.071645491504894
618 => 0.070839645577613
619 => 0.071553375833663
620 => 0.071981182806319
621 => 0.07401713608301
622 => 0.077093863149715
623 => 0.073713032556531
624 => 0.072239956252694
625 => 0.073153844506699
626 => 0.075587649357899
627 => 0.079274988291645
628 => 0.077092009428255
629 => 0.078060778378442
630 => 0.078272411296527
701 => 0.076662763500934
702 => 0.079334338301846
703 => 0.080766056941489
704 => 0.082234704013335
705 => 0.083509889115262
706 => 0.081648094076599
707 => 0.083640481645804
708 => 0.082034968968775
709 => 0.080594658122631
710 => 0.08059684247965
711 => 0.079693314446279
712 => 0.077942615029765
713 => 0.077619759196812
714 => 0.079299296012031
715 => 0.080646125485109
716 => 0.08075705681139
717 => 0.081502730810282
718 => 0.081944013001774
719 => 0.086269178372441
720 => 0.088008795664168
721 => 0.090135966759221
722 => 0.090964619781538
723 => 0.093458568290163
724 => 0.091444502320854
725 => 0.091008746479325
726 => 0.084959243161742
727 => 0.085949848991097
728 => 0.087535904503139
729 => 0.084985396632955
730 => 0.0866031068306
731 => 0.086922477091402
801 => 0.08489873135149
802 => 0.085979701392069
803 => 0.083108965449573
804 => 0.077156437348446
805 => 0.079340965167243
806 => 0.08094951294599
807 => 0.078653916933207
808 => 0.082768683934287
809 => 0.080364921998288
810 => 0.079603044865498
811 => 0.076630690541674
812 => 0.078033527366109
813 => 0.079930884257845
814 => 0.078758538290166
815 => 0.081191332201733
816 => 0.08463681718295
817 => 0.087092274962743
818 => 0.087280774521535
819 => 0.085702079672023
820 => 0.088231948243462
821 => 0.088250375574085
822 => 0.085396673490685
823 => 0.083648796854082
824 => 0.083251675604682
825 => 0.08424376234589
826 => 0.085448338799033
827 => 0.087347620131259
828 => 0.088495316062645
829 => 0.091487898360812
830 => 0.092297605326638
831 => 0.093187227794268
901 => 0.094376037760429
902 => 0.095803508929425
903 => 0.092680283277641
904 => 0.092804374855207
905 => 0.089896070372268
906 => 0.086788129939196
907 => 0.089146669317654
908 => 0.092230145811642
909 => 0.091522792896982
910 => 0.091443201244174
911 => 0.091577052327314
912 => 0.091043731329647
913 => 0.088631540222998
914 => 0.087420152950355
915 => 0.088983151589918
916 => 0.08981381580578
917 => 0.091102103563049
918 => 0.090943294904511
919 => 0.094261785815232
920 => 0.095551251037182
921 => 0.09522135065408
922 => 0.095282060264067
923 => 0.097616575455521
924 => 0.10021303647808
925 => 0.10264496485892
926 => 0.10511882686167
927 => 0.10213648966088
928 => 0.10062224275531
929 => 0.10218455903856
930 => 0.10135557202748
1001 => 0.10611917728671
1002 => 0.10644899897941
1003 => 0.11121225977576
1004 => 0.11573316147004
1005 => 0.11289366411623
1006 => 0.1155711822271
1007 => 0.11846713636526
1008 => 0.12405390174941
1009 => 0.12217247571281
1010 => 0.12073133285447
1011 => 0.1193694598169
1012 => 0.12220330141683
1013 => 0.12584899336342
1014 => 0.12663424049072
1015 => 0.12790664082442
1016 => 0.12656886745524
1017 => 0.12818006812751
1018 => 0.13386831449809
1019 => 0.13233130011722
1020 => 0.130148492609
1021 => 0.13463881681358
1022 => 0.13626384768752
1023 => 0.14766916539614
1024 => 0.16206885013344
1025 => 0.15610728609877
1026 => 0.15240675092398
1027 => 0.15327646446792
1028 => 0.15853474187389
1029 => 0.16022353368731
1030 => 0.155632815377
1031 => 0.15725433469321
1101 => 0.16618906554978
1102 => 0.17098226199385
1103 => 0.16447245741064
1104 => 0.14651216474815
1105 => 0.12995195467549
1106 => 0.13434446810274
1107 => 0.13384649339565
1108 => 0.14344574707067
1109 => 0.13229464283256
1110 => 0.13248239882933
1111 => 0.14228015490456
1112 => 0.13966628155975
1113 => 0.13543214150077
1114 => 0.1299828685837
1115 => 0.11990938359978
1116 => 0.1109870170296
1117 => 0.12848583257202
1118 => 0.1277312518263
1119 => 0.12663850708389
1120 => 0.12907029226078
1121 => 0.14087835080549
1122 => 0.14060613683708
1123 => 0.13887445045484
1124 => 0.14018791931339
1125 => 0.13520188405933
1126 => 0.13648689887422
1127 => 0.12994933145361
1128 => 0.13290458496066
1129 => 0.13542305693785
1130 => 0.13592867747389
1201 => 0.1370678663592
1202 => 0.12733362206172
1203 => 0.13170401196889
1204 => 0.1342712065892
1205 => 0.12267252789931
1206 => 0.13404193800409
1207 => 0.12716417052524
1208 => 0.12482975294231
1209 => 0.12797273868159
1210 => 0.12674791408234
1211 => 0.12569488181602
1212 => 0.12510727171802
1213 => 0.12741513356627
1214 => 0.12730746905256
1215 => 0.12353135913214
1216 => 0.11860557767489
1217 => 0.12025883161521
1218 => 0.11965818895935
1219 => 0.11748138249009
1220 => 0.11894828722176
1221 => 0.11248878116698
1222 => 0.10137553673564
1223 => 0.10871728641486
1224 => 0.1084346370385
1225 => 0.10829211240581
1226 => 0.11380923437869
1227 => 0.11327889040266
1228 => 0.11231631089302
1229 => 0.11746370396253
1230 => 0.11558483624995
1231 => 0.12137506382321
]
'min_raw' => 0.05197745009911
'max_raw' => 0.17098226199385
'avg_raw' => 0.11147985604648
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.051977'
'max' => '$0.170982'
'avg' => '$0.111479'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.028315974725412
'max_diff' => 0.11302791675502
'year' => 2029
]
4 => [
'items' => [
101 => 0.1251888821914
102 => 0.12422157448912
103 => 0.12780848909819
104 => 0.12029691924689
105 => 0.12279196143962
106 => 0.12330618617756
107 => 0.11740018593106
108 => 0.11336566123601
109 => 0.1130966044358
110 => 0.10610129460634
111 => 0.10983813265307
112 => 0.11312639549333
113 => 0.11155157277235
114 => 0.11105303094538
115 => 0.11359997301884
116 => 0.11379789223104
117 => 0.10928531321852
118 => 0.11022362129001
119 => 0.11413652192888
120 => 0.11012502623338
121 => 0.10233134537113
122 => 0.10039840476122
123 => 0.10014051485269
124 => 0.094898226615171
125 => 0.10052757309549
126 => 0.098070212499724
127 => 0.10583298517804
128 => 0.10139893105677
129 => 0.10120778784584
130 => 0.10091884684789
131 => 0.096406592805657
201 => 0.097394489672203
202 => 0.10067840931754
203 => 0.101850148843
204 => 0.10172792681072
205 => 0.10066231631974
206 => 0.1011501473457
207 => 0.099578673639491
208 => 0.099023753566432
209 => 0.097272273173065
210 => 0.094698080853623
211 => 0.095056038084081
212 => 0.089955889525207
213 => 0.087177057904961
214 => 0.086407913936889
215 => 0.085379382478045
216 => 0.086524089301984
217 => 0.089941441445139
218 => 0.085819389728793
219 => 0.078752421189424
220 => 0.079177158040169
221 => 0.080131415638289
222 => 0.078353162917238
223 => 0.076670195954201
224 => 0.078133399185136
225 => 0.075139031452806
226 => 0.08049327067298
227 => 0.080348453507156
228 => 0.082344182784505
301 => 0.083592153258119
302 => 0.080715985351678
303 => 0.079992636901193
304 => 0.080404689052943
305 => 0.073594384842022
306 => 0.081787635637005
307 => 0.081858491210112
308 => 0.081251782775502
309 => 0.085614435885593
310 => 0.094820994693511
311 => 0.091357116937002
312 => 0.090015798773422
313 => 0.08746595196396
314 => 0.090863471442646
315 => 0.090602594956243
316 => 0.08942281255026
317 => 0.088709276469976
318 => 0.09002398857611
319 => 0.088546369090752
320 => 0.088280948028913
321 => 0.086672785175136
322 => 0.086098744203085
323 => 0.085673747120609
324 => 0.085205867092152
325 => 0.086237893846488
326 => 0.083899185446738
327 => 0.08107893238305
328 => 0.080844458856366
329 => 0.081491860878665
330 => 0.08120543367721
331 => 0.080843087553122
401 => 0.080151270123142
402 => 0.079946022670008
403 => 0.080612977320786
404 => 0.07986002440593
405 => 0.080971047447268
406 => 0.080668910655733
407 => 0.078981199098801
408 => 0.076877685628015
409 => 0.076858959945856
410 => 0.076405761419029
411 => 0.07582854495626
412 => 0.075667976541241
413 => 0.078010172290232
414 => 0.082858447394624
415 => 0.081906614982241
416 => 0.082594411447897
417 => 0.085977689321741
418 => 0.087053131619121
419 => 0.086289808149687
420 => 0.085244923904986
421 => 0.085290893508876
422 => 0.088861579280992
423 => 0.089084278572706
424 => 0.089646967837354
425 => 0.090370182558395
426 => 0.08641297474395
427 => 0.085104509376681
428 => 0.084484485894775
429 => 0.082575053549787
430 => 0.084634212631499
501 => 0.083434428816569
502 => 0.083596320643654
503 => 0.083490888378884
504 => 0.083548461524747
505 => 0.080491774053998
506 => 0.081605470313575
507 => 0.079753734277086
508 => 0.077274467591353
509 => 0.077266156220079
510 => 0.077872953229038
511 => 0.07751200662414
512 => 0.076540708591145
513 => 0.076678676892335
514 => 0.075469929396846
515 => 0.076825440723367
516 => 0.076864311937959
517 => 0.076342366242047
518 => 0.078430718465069
519 => 0.079286318074775
520 => 0.078942762236565
521 => 0.079262213281316
522 => 0.081946167916242
523 => 0.082383769630885
524 => 0.082578123406183
525 => 0.082317715094225
526 => 0.079311271045038
527 => 0.079444619623006
528 => 0.078466196236044
529 => 0.077639531577776
530 => 0.077672593828822
531 => 0.078097606922055
601 => 0.07995366402689
602 => 0.083859626783473
603 => 0.084007855214863
604 => 0.084187512397837
605 => 0.083456756346216
606 => 0.083236353328654
607 => 0.083527121799665
608 => 0.084993996045272
609 => 0.088767194857447
610 => 0.087433494393749
611 => 0.086349175156478
612 => 0.087300415457932
613 => 0.087153979469591
614 => 0.085917912360024
615 => 0.085883220073108
616 => 0.083510812095288
617 => 0.082633786883005
618 => 0.081900878971421
619 => 0.081100562665017
620 => 0.080626108331735
621 => 0.081355085823294
622 => 0.081521811600622
623 => 0.079927889574982
624 => 0.079710643892632
625 => 0.081012275025966
626 => 0.080439475693885
627 => 0.08102861401167
628 => 0.081165299154931
629 => 0.08114328969874
630 => 0.080545221410464
701 => 0.080926412302758
702 => 0.080024782204008
703 => 0.079044394892079
704 => 0.078418968867356
705 => 0.077873201710062
706 => 0.078176025049102
707 => 0.077096515138781
708 => 0.076751158192227
709 => 0.080797273405515
710 => 0.08378618221664
711 => 0.083742722298788
712 => 0.08347817122585
713 => 0.08308510199369
714 => 0.084965240582662
715 => 0.084310237892822
716 => 0.084786807076987
717 => 0.084908113935903
718 => 0.085275273262552
719 => 0.085406501163418
720 => 0.085009839303362
721 => 0.083678593652848
722 => 0.080361256062803
723 => 0.078817026459656
724 => 0.078307404969439
725 => 0.0783259287427
726 => 0.077814960382413
727 => 0.077965463464513
728 => 0.077762621552448
729 => 0.077378488043725
730 => 0.078152305887399
731 => 0.07824148118527
801 => 0.078060862854122
802 => 0.078103405009586
803 => 0.07660796237078
804 => 0.076721657626677
805 => 0.076088587994144
806 => 0.075969895069812
807 => 0.074369550166447
808 => 0.071534307196431
809 => 0.073105307025514
810 => 0.071207760147987
811 => 0.07048913039294
812 => 0.073891011883475
813 => 0.07354955733533
814 => 0.07296513557563
815 => 0.072100653988868
816 => 0.071780009359201
817 => 0.069831874093101
818 => 0.069716767868682
819 => 0.070682316310638
820 => 0.070236748927169
821 => 0.069611003571214
822 => 0.067344617322734
823 => 0.064796448804744
824 => 0.064873361995086
825 => 0.065683886990298
826 => 0.068040597728064
827 => 0.067119790071309
828 => 0.066451733551283
829 => 0.066326626646787
830 => 0.067892601485596
831 => 0.070108783964382
901 => 0.07114856719914
902 => 0.070118173592181
903 => 0.068934512896838
904 => 0.069006556838808
905 => 0.06948583290848
906 => 0.069536198046804
907 => 0.068765756616421
908 => 0.068982631366187
909 => 0.068653178789849
910 => 0.066631328936987
911 => 0.066594760084504
912 => 0.066098565523879
913 => 0.066083540949783
914 => 0.065239390220625
915 => 0.065121287698278
916 => 0.063445175189248
917 => 0.064548397518428
918 => 0.063808413901786
919 => 0.062693084047018
920 => 0.062500800759663
921 => 0.062495020491856
922 => 0.063640214869511
923 => 0.06453501525536
924 => 0.063821286233612
925 => 0.063658783970416
926 => 0.065393883000763
927 => 0.065173075833372
928 => 0.064981858250465
929 => 0.069910349130709
930 => 0.066009064024057
1001 => 0.064307881039988
1002 => 0.062202344051316
1003 => 0.062887917511866
1004 => 0.063032377913174
1005 => 0.057968941006986
1006 => 0.055914705284756
1007 => 0.055209768997127
1008 => 0.05480406819726
1009 => 0.05498895114623
1010 => 0.053139898058405
1011 => 0.054382492313939
1012 => 0.052781368636449
1013 => 0.052512935041411
1014 => 0.055375942517925
1015 => 0.055774313282835
1016 => 0.054074739835634
1017 => 0.055166141124684
1018 => 0.054770383845662
1019 => 0.052808815306396
1020 => 0.052733897816517
1021 => 0.051749651675982
1022 => 0.050209497053652
1023 => 0.049505605063381
1024 => 0.049139012003378
1025 => 0.049290275444692
1026 => 0.049213792020026
1027 => 0.048714685938699
1028 => 0.049242400196375
1029 => 0.047894308334599
1030 => 0.047357487292926
1031 => 0.047115017682556
1101 => 0.045918508561958
1102 => 0.04782268666285
1103 => 0.04819783373693
1104 => 0.048573719966634
1105 => 0.051845552967781
1106 => 0.051682101437148
1107 => 0.053159623669949
1108 => 0.053102209872971
1109 => 0.052680796597903
1110 => 0.05090292330951
1111 => 0.05161155191472
1112 => 0.049430503213222
1113 => 0.05106469319728
1114 => 0.050318917133961
1115 => 0.050812545560088
1116 => 0.049924957141231
1117 => 0.050416185219854
1118 => 0.048286795025233
1119 => 0.046298400422824
1120 => 0.047098588455691
1121 => 0.047968484360018
1122 => 0.049854640325952
1123 => 0.04873126139309
1124 => 0.049135270937008
1125 => 0.047781906595265
1126 => 0.044989529388837
1127 => 0.045005333940574
1128 => 0.044575787542609
1129 => 0.044204596739966
1130 => 0.04886029497711
1201 => 0.048281285305624
1202 => 0.047358709173022
1203 => 0.048593613988227
1204 => 0.048920142421942
1205 => 0.048929438227405
1206 => 0.049830392903072
1207 => 0.050311232574981
1208 => 0.050395982651233
1209 => 0.051813654299809
1210 => 0.05228883913687
1211 => 0.054246058230051
1212 => 0.050270436688259
1213 => 0.050188561378836
1214 => 0.048610991631451
1215 => 0.047610471957268
1216 => 0.048679498069524
1217 => 0.049626509268366
1218 => 0.048640417909182
1219 => 0.048769180623167
1220 => 0.047445433540087
1221 => 0.047918610834199
1222 => 0.048326174863753
1223 => 0.048101141962139
1224 => 0.047764256816709
1225 => 0.049548865149634
1226 => 0.049448170553554
1227 => 0.051110038861143
1228 => 0.052405584048251
1229 => 0.054727432629953
1230 => 0.052304462594243
1231 => 0.052216159935708
]
'min_raw' => 0.044204596739966
'max_raw' => 0.12780848909819
'avg_raw' => 0.086006542919077
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.0442045'
'max' => '$0.1278084'
'avg' => '$0.0860065'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0077728533591434
'max_diff' => -0.043173772895663
'year' => 2030
]
5 => [
'items' => [
101 => 0.053079332587079
102 => 0.052288706989635
103 => 0.052788355075751
104 => 0.05464693159875
105 => 0.054686200391975
106 => 0.054028397510483
107 => 0.053988370145363
108 => 0.054114708384329
109 => 0.054854675396052
110 => 0.054596108185267
111 => 0.054895328707709
112 => 0.05526950855285
113 => 0.056817275041322
114 => 0.057190436301753
115 => 0.056283847900835
116 => 0.056365702682798
117 => 0.056026613734447
118 => 0.055699058059111
119 => 0.0564353553816
120 => 0.05778095321041
121 => 0.057772582316153
122 => 0.058084734857753
123 => 0.058279203305158
124 => 0.057444402369291
125 => 0.056900977656522
126 => 0.057109361270411
127 => 0.057442571207023
128 => 0.057001305778859
129 => 0.054277611142199
130 => 0.055103806104674
131 => 0.054966286864049
201 => 0.054770442742487
202 => 0.055601188166033
203 => 0.055521060743315
204 => 0.053120933346412
205 => 0.053274581715167
206 => 0.053130277212615
207 => 0.053596554582284
208 => 0.052263526481481
209 => 0.052673556947207
210 => 0.052930724211513
211 => 0.053082197705842
212 => 0.053629423833704
213 => 0.053565213163659
214 => 0.053625432408298
215 => 0.054436824293576
216 => 0.05854056601324
217 => 0.058763923620645
218 => 0.057664029072573
219 => 0.058103415250067
220 => 0.057259889872473
221 => 0.057826154109581
222 => 0.058213577719058
223 => 0.056462884925106
224 => 0.056359220259751
225 => 0.055512213352864
226 => 0.055967346887701
227 => 0.055243196708516
228 => 0.05542087783279
301 => 0.054924065919357
302 => 0.055818228449271
303 => 0.056818041096524
304 => 0.057070633255018
305 => 0.056406172033782
306 => 0.055925058319479
307 => 0.055080381125872
308 => 0.056485098123699
309 => 0.056895880181838
310 => 0.056482940460423
311 => 0.05638725330406
312 => 0.056205926315654
313 => 0.056425722681838
314 => 0.05689364297453
315 => 0.056672980405627
316 => 0.056818731919962
317 => 0.056263277445628
318 => 0.057444678723137
319 => 0.05932102827152
320 => 0.059327061042132
321 => 0.059106397283776
322 => 0.059016106428124
323 => 0.059242520835194
324 => 0.059365341363024
325 => 0.060097524038186
326 => 0.06088318522008
327 => 0.064549523145149
328 => 0.063520030126878
329 => 0.066773023245418
330 => 0.069345718453893
331 => 0.070117157256587
401 => 0.069407469857109
402 => 0.066979667600052
403 => 0.066860548038879
404 => 0.070488709602595
405 => 0.069463587780518
406 => 0.069341652801693
407 => 0.068044470639388
408 => 0.068811265956446
409 => 0.068643556572397
410 => 0.068378819105051
411 => 0.069841811154574
412 => 0.072580401669079
413 => 0.072153566655054
414 => 0.071834954117391
415 => 0.070438886724067
416 => 0.071279631117789
417 => 0.070980258142583
418 => 0.072266554430854
419 => 0.071504581004634
420 => 0.069455821474481
421 => 0.069782093182457
422 => 0.069732777870164
423 => 0.070747683502635
424 => 0.070443034023274
425 => 0.069673290169869
426 => 0.072571041464423
427 => 0.072382877613495
428 => 0.072649650933867
429 => 0.072767092799734
430 => 0.074530902948623
501 => 0.075253479530994
502 => 0.075417517065675
503 => 0.076103908932849
504 => 0.075400439010732
505 => 0.078214820264756
506 => 0.080086219574983
507 => 0.082259946175139
508 => 0.085436344980598
509 => 0.086630700314782
510 => 0.086414950713921
511 => 0.088823260036481
512 => 0.093150938355413
513 => 0.087289698235236
514 => 0.093461598313985
515 => 0.091507646007066
516 => 0.086874860237462
517 => 0.086576563450856
518 => 0.08971393976178
519 => 0.096672338458131
520 => 0.0949293385062
521 => 0.09667518938164
522 => 0.09463856159911
523 => 0.094537425863661
524 => 0.096576274916081
525 => 0.10134015685894
526 => 0.09907701511933
527 => 0.095832246490483
528 => 0.098228133151833
529 => 0.096152594396929
530 => 0.091475824675412
531 => 0.094928005666986
601 => 0.092619630550375
602 => 0.093293337129373
603 => 0.098145198279605
604 => 0.097561409509576
605 => 0.098316886235378
606 => 0.096983489588607
607 => 0.095737886863172
608 => 0.093412876876474
609 => 0.092724556041019
610 => 0.09291478315675
611 => 0.092724461773908
612 => 0.091423640054295
613 => 0.091142727727797
614 => 0.090674528209916
615 => 0.090819642818117
616 => 0.0899392907479
617 => 0.091600696994419
618 => 0.091909068634035
619 => 0.093118101550469
620 => 0.093243627358666
621 => 0.096610766821427
622 => 0.094756202987818
623 => 0.096000404522741
624 => 0.095889111426578
625 => 0.086975266752924
626 => 0.088203515901437
627 => 0.090114286130705
628 => 0.089253486732408
629 => 0.088036517779253
630 => 0.087053750099833
701 => 0.085564756572357
702 => 0.087660486368691
703 => 0.090416148194853
704 => 0.093313515490111
705 => 0.096794512452339
706 => 0.096017594453641
707 => 0.093248440673234
708 => 0.093372662888955
709 => 0.094140555746902
710 => 0.093146064725437
711 => 0.092852769908436
712 => 0.094100261542894
713 => 0.094108852332171
714 => 0.092964570223722
715 => 0.091692910061595
716 => 0.091687581759084
717 => 0.091461302116013
718 => 0.094678816244929
719 => 0.096448123688463
720 => 0.096650971935483
721 => 0.096434470385229
722 => 0.096517793239282
723 => 0.095488272221919
724 => 0.097841451972637
725 => 0.10000096241725
726 => 0.099422167486885
727 => 0.098554471605715
728 => 0.097863310042467
729 => 0.099259351788014
730 => 0.099197188246658
731 => 0.099982100977435
801 => 0.099946492802092
802 => 0.099682556172792
803 => 0.099422176912893
804 => 0.10045455124646
805 => 0.10015724401782
806 => 0.099859474988929
807 => 0.099262253615339
808 => 0.099343425918807
809 => 0.098475879857564
810 => 0.098074513353427
811 => 0.092038924144097
812 => 0.090426017488797
813 => 0.090933470756297
814 => 0.091100537547976
815 => 0.090398598504593
816 => 0.091404998779459
817 => 0.091248152362663
818 => 0.091858350018331
819 => 0.091477125014772
820 => 0.091492770621895
821 => 0.092613872071622
822 => 0.092939332591984
823 => 0.09277380074454
824 => 0.09288973357639
825 => 0.095561356754199
826 => 0.095181537372015
827 => 0.09497976589531
828 => 0.095035657973288
829 => 0.095718314975465
830 => 0.095909421664384
831 => 0.095099689194605
901 => 0.095481563708361
902 => 0.09710753692084
903 => 0.097676535523094
904 => 0.099492505926665
905 => 0.098721049422928
906 => 0.10013709122339
907 => 0.1044895209538
908 => 0.10796654298767
909 => 0.10476892983131
910 => 0.11115403800044
911 => 0.11612576059947
912 => 0.11593493760528
913 => 0.11506800277213
914 => 0.10940782877321
915 => 0.10419925227097
916 => 0.10855644768293
917 => 0.1085675550701
918 => 0.10819326812001
919 => 0.10586860401833
920 => 0.10811237484827
921 => 0.10829047722858
922 => 0.10819078725685
923 => 0.10640847274056
924 => 0.10368720790096
925 => 0.10421893653683
926 => 0.10508991888935
927 => 0.10344096759007
928 => 0.10291402773646
929 => 0.10389370917872
930 => 0.10705044691041
1001 => 0.10645368392797
1002 => 0.10643810003479
1003 => 0.10899130514056
1004 => 0.10716376130098
1005 => 0.10422564333776
1006 => 0.10348372980303
1007 => 0.10085043656758
1008 => 0.10266926158477
1009 => 0.10273471785915
1010 => 0.10173856598517
1011 => 0.10430647557222
1012 => 0.10428281183331
1013 => 0.10672065980331
1014 => 0.11138090950806
1015 => 0.11000264435341
1016 => 0.10839987193336
1017 => 0.10857413773548
1018 => 0.11048540346006
1019 => 0.10932980857303
1020 => 0.1097453685515
1021 => 0.11048477446026
1022 => 0.11093087640343
1023 => 0.10850995053098
1024 => 0.10794551690384
1025 => 0.10679088379199
1026 => 0.10648966156536
1027 => 0.10743008614275
1028 => 0.10718231749229
1029 => 0.10272921651275
1030 => 0.10226384268356
1031 => 0.1022781150345
1101 => 0.1011079104137
1102 => 0.099323067485695
1103 => 0.10401352813307
1104 => 0.10363681850013
1105 => 0.10322096022037
1106 => 0.10327190048679
1107 => 0.10530787047935
1108 => 0.10412690506472
1109 => 0.10726669517595
1110 => 0.10662124871981
1111 => 0.10595924899757
1112 => 0.10586774047095
1113 => 0.10561292705704
1114 => 0.10473907704887
1115 => 0.10368385065377
1116 => 0.10298709878557
1117 => 0.095000154752245
1118 => 0.096482485106914
1119 => 0.098187771061298
1120 => 0.098776428939246
1121 => 0.09776948890513
1122 => 0.10477883717879
1123 => 0.10605951265215
1124 => 0.10218026310695
1125 => 0.10145461390576
1126 => 0.10482641061962
1127 => 0.10279280501578
1128 => 0.10370853749467
1129 => 0.10172922475419
1130 => 0.10575103543317
1201 => 0.10572039597418
1202 => 0.10415582078334
1203 => 0.10547818902089
1204 => 0.10524839499773
1205 => 0.10348199346065
1206 => 0.10580703351257
1207 => 0.10580818670343
1208 => 0.10430231709905
1209 => 0.10254379107837
1210 => 0.10222940816041
1211 => 0.10199256286312
1212 => 0.10365028807042
1213 => 0.1051365993077
1214 => 0.10790225603249
1215 => 0.10859760784348
1216 => 0.11131161225398
1217 => 0.10969555477
1218 => 0.1104119321212
1219 => 0.11118966107369
1220 => 0.11156253293355
1221 => 0.11095495824732
1222 => 0.11517092422561
1223 => 0.11552688092803
1224 => 0.11564623013134
1225 => 0.11422463012433
1226 => 0.11548734366018
1227 => 0.11489656181343
1228 => 0.11643361205475
1229 => 0.11667464115863
1230 => 0.1164704980825
1231 => 0.11654700452446
]
'min_raw' => 0.052263526481481
'max_raw' => 0.11667464115863
'avg_raw' => 0.084469083820056
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.052263'
'max' => '$0.116674'
'avg' => '$0.084469'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0080589297415144
'max_diff' => -0.011133847939556
'year' => 2031
]
6 => [
'items' => [
101 => 0.11294942130935
102 => 0.11276286764089
103 => 0.1102191951341
104 => 0.11125576048249
105 => 0.10931795124754
106 => 0.10993245051759
107 => 0.11020331594067
108 => 0.11006183121513
109 => 0.11131436633204
110 => 0.11024945560665
111 => 0.1074389811148
112 => 0.10462774091106
113 => 0.10459244808029
114 => 0.10385229815715
115 => 0.10331730532795
116 => 0.10342036392674
117 => 0.10378355587104
118 => 0.1032961959519
119 => 0.10340019890042
120 => 0.10512734081395
121 => 0.10547370680729
122 => 0.10429661982798
123 => 0.099570445753178
124 => 0.098410630780512
125 => 0.099244282782734
126 => 0.098845850819737
127 => 0.079776316213878
128 => 0.084256420507119
129 => 0.081594494666041
130 => 0.082821232562929
131 => 0.080104095581544
201 => 0.081400855766411
202 => 0.081161391510366
203 => 0.088365266637975
204 => 0.088252788036464
205 => 0.088306625590772
206 => 0.085736818850633
207 => 0.089830590765531
208 => 0.091847330018087
209 => 0.091474085256216
210 => 0.091568022921536
211 => 0.08995386260096
212 => 0.088322254191055
213 => 0.086512549361735
214 => 0.089874757248333
215 => 0.089500937126146
216 => 0.090358345990209
217 => 0.092538978140251
218 => 0.092860084507761
219 => 0.093291654722033
220 => 0.093136967521476
221 => 0.096822244209126
222 => 0.096375932886013
223 => 0.097451414762184
224 => 0.095239066945894
225 => 0.092735585393779
226 => 0.093211415391858
227 => 0.09316558913666
228 => 0.09258216831106
229 => 0.092055482076216
301 => 0.091178697888127
302 => 0.093952972798885
303 => 0.093840342303929
304 => 0.095663699098636
305 => 0.095341403074029
306 => 0.093189031342484
307 => 0.093265903719951
308 => 0.093782907402019
309 => 0.0955722630487
310 => 0.096103465633258
311 => 0.095857391431328
312 => 0.096439830814976
313 => 0.096900167155845
314 => 0.096497641971926
315 => 0.10219654972573
316 => 0.099829965899886
317 => 0.10098342239002
318 => 0.10125851496635
319 => 0.10055387111664
320 => 0.10070668313624
321 => 0.10093815170715
322 => 0.1023435835435
323 => 0.10603184334709
324 => 0.10766534850726
325 => 0.11257982937736
326 => 0.1075297086432
327 => 0.10723005537831
328 => 0.10811530178612
329 => 0.1110006223075
330 => 0.11333890358571
331 => 0.11411464638437
401 => 0.11421717360133
402 => 0.11567251866203
403 => 0.11650669531025
404 => 0.11549580149229
405 => 0.11463917482656
406 => 0.11157084443835
407 => 0.11192601203557
408 => 0.11437276457767
409 => 0.11782894665639
410 => 0.12079471043439
411 => 0.11975620332664
412 => 0.12767927948703
413 => 0.12846482012546
414 => 0.1283562838088
415 => 0.13014586228729
416 => 0.12659391344881
417 => 0.1250753865046
418 => 0.11482438723482
419 => 0.1177044998968
420 => 0.12189091279408
421 => 0.12133682534888
422 => 0.11829654039974
423 => 0.12079240410563
424 => 0.11996719351159
425 => 0.11931631567805
426 => 0.12229811321237
427 => 0.11901950433789
428 => 0.12185820616255
429 => 0.11821754170982
430 => 0.11976094713963
501 => 0.11888483557155
502 => 0.11945178712829
503 => 0.11613739991228
504 => 0.11792576280184
505 => 0.11606299813649
506 => 0.1160621149435
507 => 0.11602099431026
508 => 0.11821252867829
509 => 0.11828399453535
510 => 0.11666444732616
511 => 0.11643104527123
512 => 0.11729405499927
513 => 0.11628369663034
514 => 0.11675643695204
515 => 0.1162980154531
516 => 0.11619481511785
517 => 0.11537249728852
518 => 0.11501822015754
519 => 0.1151571413492
520 => 0.1146829317033
521 => 0.11439720323874
522 => 0.11596415572698
523 => 0.1151269962232
524 => 0.11583584902647
525 => 0.11502802179279
526 => 0.11222774064727
527 => 0.11061726934804
528 => 0.10532779785035
529 => 0.10682788540553
530 => 0.10782244500656
531 => 0.10749374306435
601 => 0.10819992202698
602 => 0.10824327567994
603 => 0.10801368970055
604 => 0.1077478585482
605 => 0.10761846664462
606 => 0.1085828478851
607 => 0.10914270365479
608 => 0.10792226236802
609 => 0.10763633005031
610 => 0.10887026357365
611 => 0.10962296231007
612 => 0.11518046687487
613 => 0.1147687489862
614 => 0.1158020800912
615 => 0.11568574286653
616 => 0.11676883848712
617 => 0.11853924207641
618 => 0.11493951656675
619 => 0.11556430444608
620 => 0.11541112088653
621 => 0.11708353882285
622 => 0.1170887599291
623 => 0.1160860618328
624 => 0.11662964073772
625 => 0.1163262299053
626 => 0.11687453428792
627 => 0.11476325024279
628 => 0.11733456631073
629 => 0.1187923368293
630 => 0.11881257797436
701 => 0.11950354963058
702 => 0.12020561685168
703 => 0.12155317374542
704 => 0.12016803422131
705 => 0.11767630305804
706 => 0.11785619799979
707 => 0.11639529693045
708 => 0.11641985494136
709 => 0.11628876235449
710 => 0.11668218107589
711 => 0.11484958352828
712 => 0.11527969050976
713 => 0.11467753821699
714 => 0.11556299548459
715 => 0.11461038983598
716 => 0.11541104701678
717 => 0.1157565841138
718 => 0.11703162344071
719 => 0.11442206549069
720 => 0.10910100017907
721 => 0.11021955261925
722 => 0.10856512569982
723 => 0.10871824921006
724 => 0.10902758307017
725 => 0.10802493082181
726 => 0.10821620527359
727 => 0.1082093716042
728 => 0.10815048273319
729 => 0.10788965415913
730 => 0.10751140112337
731 => 0.10901824479768
801 => 0.10927428690073
802 => 0.10984343677888
803 => 0.11153684075823
804 => 0.11136762976747
805 => 0.11164361991389
806 => 0.11104113497389
807 => 0.10874619675846
808 => 0.10887082294484
809 => 0.1073167324037
810 => 0.10980369518967
811 => 0.10921474957565
812 => 0.10883505250697
813 => 0.10873144864391
814 => 0.11042905024418
815 => 0.11093699924963
816 => 0.11062047951662
817 => 0.10997128830988
818 => 0.11121792734298
819 => 0.11155147535676
820 => 0.11162614445627
821 => 0.1138349498036
822 => 0.11174959213842
823 => 0.1122515584551
824 => 0.11616775636525
825 => 0.11261630525911
826 => 0.11449758811685
827 => 0.11440550911068
828 => 0.11536790976156
829 => 0.11432656416694
830 => 0.11433947289363
831 => 0.11519401947294
901 => 0.11399396292059
902 => 0.11369681204179
903 => 0.11328630023097
904 => 0.11418263775162
905 => 0.1147199515574
906 => 0.11905030621842
907 => 0.12184791281761
908 => 0.12172646133698
909 => 0.12283630052232
910 => 0.12233630780436
911 => 0.12072169942666
912 => 0.12347763904689
913 => 0.12260554443763
914 => 0.12267743885763
915 => 0.12267476294372
916 => 0.12325462961904
917 => 0.12284374093558
918 => 0.12203383716362
919 => 0.12257148908407
920 => 0.12416812307375
921 => 0.12912412396841
922 => 0.13189756772734
923 => 0.12895715917168
924 => 0.13098541361974
925 => 0.12976918369186
926 => 0.12954815853426
927 => 0.13082205221446
928 => 0.13209817567692
929 => 0.13201689212919
930 => 0.13109049202512
1001 => 0.13056719211285
1002 => 0.13452979436683
1003 => 0.13744937220639
1004 => 0.13725027657083
1005 => 0.13812901995682
1006 => 0.1407090377166
1007 => 0.14094492220672
1008 => 0.14091520618271
1009 => 0.14033054186195
1010 => 0.1428709044041
1011 => 0.14499011953018
1012 => 0.14019520896427
1013 => 0.14202104813778
1014 => 0.14284072616763
1015 => 0.14404425670297
1016 => 0.14607481445122
1017 => 0.14828053874467
1018 => 0.1485924523443
1019 => 0.14837113471892
1020 => 0.14691640025434
1021 => 0.14932993009599
1022 => 0.15074371927299
1023 => 0.15158559837391
1024 => 0.1537204636985
1025 => 0.14284578822009
1026 => 0.13514815241004
1027 => 0.13394605542309
1028 => 0.13639056691618
1029 => 0.13703516510229
1030 => 0.13677532838173
1031 => 0.12811093943908
1101 => 0.13390043920844
1102 => 0.14012945416531
1103 => 0.14036873599826
1104 => 0.14348711112823
1105 => 0.14450258189707
1106 => 0.14701328261146
1107 => 0.14685623759819
1108 => 0.14746755326817
1109 => 0.14732702238215
1110 => 0.15197756676516
1111 => 0.15710780783214
1112 => 0.15693016389716
1113 => 0.15619263104552
1114 => 0.15728799309824
1115 => 0.16258295166941
1116 => 0.16209547673416
1117 => 0.16256901711074
1118 => 0.16881207167694
1119 => 0.17692893067715
1120 => 0.17315783475224
1121 => 0.18134002780569
1122 => 0.18649028461342
1123 => 0.1953971212159
1124 => 0.19428194140618
1125 => 0.19774930753413
1126 => 0.19228553680172
1127 => 0.17973961478984
1128 => 0.1777541746076
1129 => 0.18172907613179
1130 => 0.19150098366382
1201 => 0.18142132398834
1202 => 0.18346042601292
1203 => 0.18287316449266
1204 => 0.18284187182195
1205 => 0.18403618578659
1206 => 0.18230377108965
1207 => 0.17524560195883
1208 => 0.17848031927743
1209 => 0.17723123957683
1210 => 0.17861718662971
1211 => 0.18609657126601
1212 => 0.18278975703204
1213 => 0.17930629686033
1214 => 0.18367532895735
1215 => 0.18923860817918
1216 => 0.18889046816365
1217 => 0.18821493102229
1218 => 0.19202289851817
1219 => 0.19831254519158
1220 => 0.20001261141355
1221 => 0.20126756554229
1222 => 0.20144060251402
1223 => 0.20322299086471
1224 => 0.19363863948335
1225 => 0.20884925126916
1226 => 0.2114757037399
1227 => 0.21098203953071
1228 => 0.21390123091392
1229 => 0.21304233075624
1230 => 0.21179791918507
1231 => 0.21642545845727
]
'min_raw' => 0.079776316213878
'max_raw' => 0.21642545845727
'avg_raw' => 0.14810088733558
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.079776'
'max' => '$0.216425'
'avg' => '$0.14810088'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.027512789732397
'max_diff' => 0.099750817298641
'year' => 2032
]
7 => [
'items' => [
101 => 0.21112035810485
102 => 0.20359043604816
103 => 0.19945937188289
104 => 0.20489949041916
105 => 0.20822158097529
106 => 0.21041727150825
107 => 0.21108168613685
108 => 0.19438264539794
109 => 0.18538278861092
110 => 0.19115159362783
111 => 0.19818993389011
112 => 0.19359954114782
113 => 0.19377947585256
114 => 0.18723478213604
115 => 0.19876899406247
116 => 0.19708855640278
117 => 0.20580666995389
118 => 0.20372602218768
119 => 0.21083530535339
120 => 0.20896319283784
121 => 0.21673422722151
122 => 0.21983430322951
123 => 0.22503981333526
124 => 0.22886900775928
125 => 0.23111758396588
126 => 0.23098258788463
127 => 0.23989256705141
128 => 0.23463866362772
129 => 0.22803852267761
130 => 0.227919146951
131 => 0.23133745347379
201 => 0.23850128617894
202 => 0.24035876376987
203 => 0.24139684034144
204 => 0.23980698993637
205 => 0.23410425432061
206 => 0.23164184199525
207 => 0.23373988863941
208 => 0.2311741578808
209 => 0.23560332898706
210 => 0.24168552693584
211 => 0.24042957711104
212 => 0.24462802907285
213 => 0.24897298516329
214 => 0.25518646751681
215 => 0.25681090188861
216 => 0.25949603013348
217 => 0.26225990911614
218 => 0.26314759255674
219 => 0.26484245567684
220 => 0.26483352291159
221 => 0.26994110700147
222 => 0.27557493042131
223 => 0.27770156833899
224 => 0.2825916549672
225 => 0.27421755298547
226 => 0.28056940553336
227 => 0.28629893552874
228 => 0.27946795366746
301 => 0.2888828707486
302 => 0.2892484306442
303 => 0.29476795105505
304 => 0.28917285970648
305 => 0.28585051232387
306 => 0.29544200473075
307 => 0.30008302577726
308 => 0.29868511246817
309 => 0.28804692316249
310 => 0.28185504069319
311 => 0.26564968994609
312 => 0.28484562792508
313 => 0.29419540936147
314 => 0.28802270948732
315 => 0.29113586025933
316 => 0.3081202014289
317 => 0.31458673889162
318 => 0.31324174430389
319 => 0.31346902624872
320 => 0.31695825248764
321 => 0.33243140318303
322 => 0.32315953262153
323 => 0.33024753025544
324 => 0.33400697864278
325 => 0.33749896382129
326 => 0.32892375187613
327 => 0.31776752713037
328 => 0.31423388244693
329 => 0.28740895613545
330 => 0.28601260222619
331 => 0.28522878646306
401 => 0.28028693894951
402 => 0.27640400048982
403 => 0.27331614366241
404 => 0.26521268523518
405 => 0.26794736457485
406 => 0.25503214316507
407 => 0.26329484413571
408 => 0.24268183891677
409 => 0.25984896218186
410 => 0.25050567748198
411 => 0.25677944187111
412 => 0.25675755329818
413 => 0.24520556395898
414 => 0.238542617592
415 => 0.24278850634279
416 => 0.24734043612271
417 => 0.24807897141498
418 => 0.25398066719216
419 => 0.25562770362705
420 => 0.25063710633656
421 => 0.24225468020038
422 => 0.24420172660903
423 => 0.23850316075867
424 => 0.22851664329809
425 => 0.23568913448615
426 => 0.23813813832993
427 => 0.23921975794401
428 => 0.22939916498081
429 => 0.22631332145632
430 => 0.22467044425662
501 => 0.24098696497056
502 => 0.24188082080773
503 => 0.23730772796628
504 => 0.25797854124811
505 => 0.25330009957704
506 => 0.25852706516966
507 => 0.24402505255542
508 => 0.24457904896684
509 => 0.2377135637902
510 => 0.24155777673723
511 => 0.23884081093103
512 => 0.24124720232036
513 => 0.2426895833972
514 => 0.24955394201528
515 => 0.25992734213091
516 => 0.24852863574393
517 => 0.24356205613864
518 => 0.24664329419266
519 => 0.25484903717131
520 => 0.26728115782821
521 => 0.25992109217958
522 => 0.26318736433242
523 => 0.26390089949149
524 => 0.25847385956662
525 => 0.26748126053129
526 => 0.27230839988425
527 => 0.27726004602465
528 => 0.28155942162637
529 => 0.27528224966714
530 => 0.28199972346078
531 => 0.27658662537686
601 => 0.27173051679979
602 => 0.27173788151199
603 => 0.26869157366516
604 => 0.26278896835246
605 => 0.26170043737058
606 => 0.26736311300461
607 => 0.27190404260572
608 => 0.27227805531725
609 => 0.27479214726582
610 => 0.27627996098377
611 => 0.29086255800438
612 => 0.29672779915963
613 => 0.30389970502095
614 => 0.3066935665404
615 => 0.31510208805915
616 => 0.30831152402603
617 => 0.30684234278281
618 => 0.28644601998475
619 => 0.28978591670031
620 => 0.29513341359402
621 => 0.28653419823892
622 => 0.2919884211152
623 => 0.29306520024721
624 => 0.28624200019169
625 => 0.28988656615441
626 => 0.28020767949591
627 => 0.26013831541072
628 => 0.26750360347065
629 => 0.27292693461192
630 => 0.26518717238142
701 => 0.27906039660942
702 => 0.2709559454169
703 => 0.26838722347114
704 => 0.25836572334521
705 => 0.26309548564174
706 => 0.26949255687145
707 => 0.26553991059084
708 => 0.27374224511594
709 => 0.28535893828619
710 => 0.29363768562535
711 => 0.29427322504844
712 => 0.28895054514235
713 => 0.29748017366074
714 => 0.29754230269249
715 => 0.28792084687919
716 => 0.28202775876603
717 => 0.28068883674756
718 => 0.28403372646083
719 => 0.28809504007344
720 => 0.29449859968863
721 => 0.29836813665087
722 => 0.30845783680456
723 => 0.31118782037178
724 => 0.31418724463285
725 => 0.31819540043383
726 => 0.32300821914295
727 => 0.31247804580131
728 => 0.31289642921887
729 => 0.30309087760331
730 => 0.29261223944373
731 => 0.30056421962616
801 => 0.3109603759071
802 => 0.30857548616952
803 => 0.30830713735517
804 => 0.30875842562715
805 => 0.30696029664824
806 => 0.29882742591837
807 => 0.29474314915229
808 => 0.30001290819066
809 => 0.30281355058956
810 => 0.30715710270857
811 => 0.30662166822864
812 => 0.31781019202378
813 => 0.32215771404717
814 => 0.32104543187263
815 => 0.32125011856131
816 => 0.32912109951994
817 => 0.33787524913664
818 => 0.34607466546446
819 => 0.35441546392624
820 => 0.34436030583366
821 => 0.33925491667018
822 => 0.3445223750966
823 => 0.3417273875107
824 => 0.35778821522649
825 => 0.35890023209084
826 => 0.37495989842599
827 => 0.39020243412753
828 => 0.38062887055178
829 => 0.38965630980094
830 => 0.39942022136682
831 => 0.41825639091497
901 => 0.41191303167559
902 => 0.40705411791133
903 => 0.40246246788221
904 => 0.4120169626889
905 => 0.42430866762091
906 => 0.42695618313478
907 => 0.43124616969602
908 => 0.42673577338148
909 => 0.43216804893849
910 => 0.45134636871756
911 => 0.44616421742154
912 => 0.43880472950881
913 => 0.45394417106897
914 => 0.45942307611651
915 => 0.49787690106496
916 => 0.54642644351066
917 => 0.52632661414466
918 => 0.51385000143974
919 => 0.5167823013746
920 => 0.53451095077005
921 => 0.54020483027666
922 => 0.52472690297972
923 => 0.53019396856519
924 => 0.56031803745112
925 => 0.57647863391258
926 => 0.55453037326024
927 => 0.49397599260108
928 => 0.43814208814417
929 => 0.45295175383963
930 => 0.45127279734719
1001 => 0.483637351311
1002 => 0.44604062482698
1003 => 0.44667365727879
1004 => 0.47970747594392
1005 => 0.47089461946709
1006 => 0.45661892064
1007 => 0.43824631654404
1008 => 0.40428285861247
1009 => 0.37420047678138
1010 => 0.43319895511092
1011 => 0.43065483344358
1012 => 0.42697056825157
1013 => 0.43516950175727
1014 => 0.47498119555308
1015 => 0.47406340715321
1016 => 0.46822490561299
1017 => 0.47265335757305
1018 => 0.45584259160015
1019 => 0.46017510876539
1020 => 0.43813324376844
1021 => 0.44809708729666
1022 => 0.45658829140186
1023 => 0.4582930263404
1024 => 0.46213388120287
1025 => 0.42931419693068
1026 => 0.44404927163359
1027 => 0.45270474753176
1028 => 0.41359899253491
1029 => 0.45193175249006
1030 => 0.42874287924471
1031 => 0.42087222738004
1101 => 0.43146902323628
1102 => 0.42733944158538
1103 => 0.42378906977911
1104 => 0.42180790130808
1105 => 0.42958901865922
1106 => 0.42922602023434
1107 => 0.41649460199809
1108 => 0.39988698590789
1109 => 0.40546104699417
1110 => 0.40343593834442
1111 => 0.39609668335352
1112 => 0.40104245507236
1113 => 0.37926377942036
1114 => 0.34179469991815
1115 => 0.36654792154626
1116 => 0.3655949494399
1117 => 0.36511441769003
1118 => 0.38371577961475
1119 => 0.38192768787213
1120 => 0.37868228385021
1121 => 0.39603707896358
1122 => 0.38970234529227
1123 => 0.40922450181629
1124 => 0.42208305671693
1125 => 0.41882171126345
1126 => 0.43091524429829
1127 => 0.40558946210358
1128 => 0.41400167105464
1129 => 0.41573541566064
1130 => 0.39582292348579
1201 => 0.38222024179492
1202 => 0.38131309800807
1203 => 0.3577279225211
1204 => 0.37032693289335
1205 => 0.38141354063846
1206 => 0.37610391588407
1207 => 0.37442304730736
1208 => 0.38301024032987
1209 => 0.38367753877205
1210 => 0.36846306357314
1211 => 0.37162663474677
1212 => 0.38481925244071
1213 => 0.37129421462965
1214 => 0.34501727546513
1215 => 0.33850023124523
1216 => 0.33763073741333
1217 => 0.31995599661565
1218 => 0.33893573130246
1219 => 0.3306505684864
1220 => 0.35682329855084
1221 => 0.3418735755052
1222 => 0.34122912282433
1223 => 0.34025493807655
1224 => 0.32504155853764
1225 => 0.32837232179595
1226 => 0.33944428615616
1227 => 0.34339488777448
1228 => 0.34298280765937
1229 => 0.3393900274905
1230 => 0.3410347838538
1231 => 0.33573645053652
]
'min_raw' => 0.18538278861092
'max_raw' => 0.57647863391258
'avg_raw' => 0.38093071126175
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.185382'
'max' => '$0.576478'
'avg' => '$0.38093'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.10560647239705
'max_diff' => 0.36005317545531
'year' => 2033
]
8 => [
'items' => [
101 => 0.33386549876692
102 => 0.32796026033623
103 => 0.31928119120686
104 => 0.32048806900112
105 => 0.30329256205388
106 => 0.29392353723439
107 => 0.29133031464612
108 => 0.28786254902285
109 => 0.29172200800064
110 => 0.3032438493432
111 => 0.28934606418907
112 => 0.26551928635861
113 => 0.26695131630507
114 => 0.27016866242127
115 => 0.26417315921861
116 => 0.25849891860173
117 => 0.26343221045241
118 => 0.25333649058278
119 => 0.27138868193465
120 => 0.27090042074926
121 => 0.27762916134521
122 => 0.28183678092751
123 => 0.27213958002332
124 => 0.26970076021993
125 => 0.27109002281812
126 => 0.24812860669074
127 => 0.27575272378053
128 => 0.27599161829224
129 => 0.27394605844592
130 => 0.28865504799731
131 => 0.31969560379961
201 => 0.30801689810332
202 => 0.30349455026697
203 => 0.29489756372425
204 => 0.30635253785387
205 => 0.30547297456615
206 => 0.3014952558146
207 => 0.29908951910242
208 => 0.30352216275852
209 => 0.29854026549954
210 => 0.29764537985844
211 => 0.29222334651859
212 => 0.29028792730306
213 => 0.28885501996714
214 => 0.28727752978486
215 => 0.29075708004091
216 => 0.28287196138774
217 => 0.27336328127974
218 => 0.27257273741411
219 => 0.27475549853245
220 => 0.27378978922504
221 => 0.27256811396948
222 => 0.27023560320315
223 => 0.26954359708499
224 => 0.27179228125537
225 => 0.26925364793344
226 => 0.27299953968647
227 => 0.27198086439929
228 => 0.26629062705283
301 => 0.25919848452346
302 => 0.25913534957868
303 => 0.25760735910417
304 => 0.25566123349997
305 => 0.25511986587821
306 => 0.26301674237282
307 => 0.27936304038303
308 => 0.27615387094987
309 => 0.27847282475424
310 => 0.28987978231883
311 => 0.29350571110942
312 => 0.29093211273869
313 => 0.28740921255619
314 => 0.2875642022852
315 => 0.29960301866321
316 => 0.30035386487359
317 => 0.30225101101506
318 => 0.30468937994029
319 => 0.29134737751046
320 => 0.28693579517058
321 => 0.28484534271267
322 => 0.27840755824924
323 => 0.28535015685913
324 => 0.28130500196086
325 => 0.2818508315588
326 => 0.28149535931709
327 => 0.28168947119799
328 => 0.27138363597926
329 => 0.27513854067421
330 => 0.26889528334311
331 => 0.26053626261528
401 => 0.26050824024675
402 => 0.26255409872767
403 => 0.26133714204877
404 => 0.25806234291667
405 => 0.25852751267677
406 => 0.25445213610367
407 => 0.25902233717982
408 => 0.25915339419371
409 => 0.25739361783886
410 => 0.26443464316288
411 => 0.26731935698306
412 => 0.26616103448823
413 => 0.26723808598897
414 => 0.27628722642835
415 => 0.27776263116164
416 => 0.27841790848441
417 => 0.27753992367951
418 => 0.26740348766446
419 => 0.26785308170518
420 => 0.2645542589447
421 => 0.26176710133347
422 => 0.2618785730212
423 => 0.2633115343385
424 => 0.26956936045322
425 => 0.28273858659265
426 => 0.28323834909806
427 => 0.28384407583372
428 => 0.28138028078592
429 => 0.28063717662417
430 => 0.28161752282498
501 => 0.28656319175794
502 => 0.29928479498951
503 => 0.29478813076016
504 => 0.29113227274695
505 => 0.29433944583678
506 => 0.29384572667826
507 => 0.2896782401189
508 => 0.28956127265143
509 => 0.28156253351797
510 => 0.27860558178281
511 => 0.27613453158891
512 => 0.27343620928557
513 => 0.27183655337557
514 => 0.27429435188394
515 => 0.27485647948262
516 => 0.2694824600891
517 => 0.26875000110344
518 => 0.27313854134646
519 => 0.27120730840678
520 => 0.27319362937752
521 => 0.27365447288107
522 => 0.27358026646287
523 => 0.27156383747316
524 => 0.27284904918042
525 => 0.26980914035269
526 => 0.26650369608206
527 => 0.26439502857386
528 => 0.26255493649879
529 => 0.26357592652882
530 => 0.2599362834972
531 => 0.25877188843984
601 => 0.27241364837218
602 => 0.28249096310784
603 => 0.28234443496053
604 => 0.28145248254775
605 => 0.2801272221883
606 => 0.28646624070811
607 => 0.28425785340848
608 => 0.28586463968589
609 => 0.2862736342301
610 => 0.28751153753415
611 => 0.28795398156396
612 => 0.28661660840873
613 => 0.28212822075342
614 => 0.27094358545947
615 => 0.26573710753779
616 => 0.26401888310289
617 => 0.26408133729772
618 => 0.26235857179635
619 => 0.26286600344544
620 => 0.26218210777694
621 => 0.26088697483293
622 => 0.26349595571912
623 => 0.26379661646191
624 => 0.26318764914807
625 => 0.26333108299542
626 => 0.25828909373021
627 => 0.25867242522342
628 => 0.25653798675783
629 => 0.25613780527657
630 => 0.25074213070236
701 => 0.24118291107861
702 => 0.24647964668606
703 => 0.24008193490599
704 => 0.23765902451372
705 => 0.24912870547084
706 => 0.24797746762217
707 => 0.24600704885632
708 => 0.24309238883038
709 => 0.24201131307476
710 => 0.23544303901064
711 => 0.23505495033856
712 => 0.23831036432305
713 => 0.23680810278116
714 => 0.23469835862541
715 => 0.22705707915463
716 => 0.21846575108878
717 => 0.21872506927993
718 => 0.22145781089033
719 => 0.229403625683
720 => 0.22629905837951
721 => 0.22404665918003
722 => 0.22362485251684
723 => 0.22890464601875
724 => 0.2363766599749
725 => 0.23988236174623
726 => 0.23640831776059
727 => 0.23241752308569
728 => 0.23266042426599
729 => 0.23427633699687
730 => 0.23444614657711
731 => 0.23184854950407
801 => 0.23257975786462
802 => 0.23146898550185
803 => 0.22465217756188
804 => 0.22452888312258
805 => 0.22285592851823
806 => 0.22280527211769
807 => 0.21995915899761
808 => 0.21956096809786
809 => 0.21390983775123
810 => 0.21762942885858
811 => 0.21513452243106
812 => 0.21137410995587
813 => 0.21072581342776
814 => 0.21070632485129
815 => 0.21456742765047
816 => 0.21758430962433
817 => 0.21517792239653
818 => 0.21463003467062
819 => 0.22048004219218
820 => 0.21973557541106
821 => 0.21909087197991
822 => 0.23570762307889
823 => 0.22255416796279
824 => 0.21681851075919
825 => 0.20971954579799
826 => 0.21203100458545
827 => 0.21251806291436
828 => 0.19544633186727
829 => 0.18852033270761
830 => 0.18614359079679
831 => 0.18477574222492
901 => 0.18539908799548
902 => 0.17916487641312
903 => 0.18335436970081
904 => 0.17795606943527
905 => 0.17705102682816
906 => 0.18670385642403
907 => 0.18804699127128
908 => 0.18231676073361
909 => 0.18599649637885
910 => 0.18466217308173
911 => 0.17804860779926
912 => 0.17779601825156
913 => 0.17447756367087
914 => 0.16928482483153
915 => 0.16691160384216
916 => 0.16567560974565
917 => 0.16618560499891
918 => 0.16592773579275
919 => 0.16424496479308
920 => 0.16602419025667
921 => 0.16147900442393
922 => 0.15966907480228
923 => 0.15885157158223
924 => 0.15481745754453
925 => 0.16123752695716
926 => 0.16250236150935
927 => 0.16376968817634
928 => 0.17480090157179
929 => 0.17424981332444
930 => 0.17923138268963
1001 => 0.17903780806462
1002 => 0.17761698378559
1003 => 0.17162275986663
1004 => 0.17401195068396
1005 => 0.1666583927109
1006 => 0.17216817833765
1007 => 0.16965374227175
1008 => 0.17131804497448
1009 => 0.16832547865086
1010 => 0.16998168841438
1011 => 0.16280230070394
1012 => 0.15609828947664
1013 => 0.1587961792968
1014 => 0.16172909407243
1015 => 0.16808840059878
1016 => 0.16430085009483
1017 => 0.16566299647919
1018 => 0.16110003411212
1019 => 0.1516853394031
1020 => 0.15173862555272
1021 => 0.15029037988201
1022 => 0.14903888417518
1023 => 0.16473589583218
1024 => 0.1627837242996
1025 => 0.15967319445633
1026 => 0.16383676225909
1027 => 0.16493767567085
1028 => 0.16496901712798
1029 => 0.16800664871964
1030 => 0.16962783324463
1031 => 0.16991357404378
1101 => 0.17469335298563
1102 => 0.17629547184013
1103 => 0.18289437266146
1104 => 0.16949028706427
1105 => 0.1692142387422
1106 => 0.16389535219649
1107 => 0.16052203026093
1108 => 0.16412632643542
1109 => 0.16731924081053
1110 => 0.16399456494634
1111 => 0.16442869742646
1112 => 0.15996559171479
1113 => 0.16156094199807
1114 => 0.16293507257892
1115 => 0.16217635843984
1116 => 0.16104052665145
1117 => 0.16705745824328
1118 => 0.16671795938233
1119 => 0.1723210644093
1120 => 0.17668908545972
1121 => 0.18451736005921
1122 => 0.17634814741745
1123 => 0.17605042883911
1124 => 0.17896067569799
1125 => 0.17629502629649
1126 => 0.17797962470315
1127 => 0.18424594521211
1128 => 0.18437834269013
1129 => 0.18216051434885
1130 => 0.18202555929272
1201 => 0.18245151748605
1202 => 0.18494636792892
1203 => 0.18407459052517
1204 => 0.1850834334075
1205 => 0.18634500687979
1206 => 0.19156340965728
1207 => 0.19282154890011
1208 => 0.18976492281044
1209 => 0.19004090192274
1210 => 0.18889763985894
1211 => 0.18779326303034
1212 => 0.19027574085975
1213 => 0.19481251788622
1214 => 0.1947842948318
1215 => 0.1958367389196
1216 => 0.19649240286738
1217 => 0.19367781322816
1218 => 0.19184561886836
1219 => 0.19254819877146
1220 => 0.19367163933673
1221 => 0.1921838821375
1222 => 0.18300075550772
1223 => 0.18578632950679
1224 => 0.18532267378574
1225 => 0.18466237165649
1226 => 0.18746328785277
1227 => 0.18719313265276
1228 => 0.17910093556256
1229 => 0.1796189717652
1230 => 0.17913243905983
1231 => 0.18070452576612
]
'min_raw' => 0.14903888417518
'max_raw' => 0.33386549876692
'avg_raw' => 0.24145219147105
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.149038'
'max' => '$0.333865'
'avg' => '$0.241452'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.036343904435739
'max_diff' => -0.24261313514566
'year' => 2034
]
9 => [
'items' => [
101 => 0.17621012845521
102 => 0.17759257479781
103 => 0.17845963218427
104 => 0.17897033564594
105 => 0.18081534674213
106 => 0.18059885598503
107 => 0.18080188937271
108 => 0.18353755376349
109 => 0.19737360548544
110 => 0.19812667125313
111 => 0.19441829999212
112 => 0.19589972116651
113 => 0.19305571646289
114 => 0.1949649158736
115 => 0.19627114162201
116 => 0.19036855863773
117 => 0.19001904598085
118 => 0.18716330305815
119 => 0.18869781754726
120 => 0.18625629465959
121 => 0.18685535897538
122 => 0.18518032292294
123 => 0.18819505432098
124 => 0.19156599246588
125 => 0.19241762456366
126 => 0.19017734716507
127 => 0.18855523868701
128 => 0.18570735055528
129 => 0.19044345198766
130 => 0.19182843237657
131 => 0.19043617727529
201 => 0.19011356134694
202 => 0.18950220474569
203 => 0.19024326353997
204 => 0.19182088947593
205 => 0.19107691021871
206 => 0.19156832162533
207 => 0.18969556808452
208 => 0.19367874497445
209 => 0.20000498847936
210 => 0.20002532838668
211 => 0.19928134511913
212 => 0.19897692319539
213 => 0.19974029517658
214 => 0.20015439316121
215 => 0.20262299816988
216 => 0.20527190969775
217 => 0.21763322398766
218 => 0.21416221639965
219 => 0.22512990981553
220 => 0.23380393133075
221 => 0.23640489111417
222 => 0.23401213049804
223 => 0.22582662568463
224 => 0.22542500576747
225 => 0.23765760578969
226 => 0.23420133599484
227 => 0.2337902237005
228 => 0.22941668347393
301 => 0.23200198742133
302 => 0.23143654352391
303 => 0.23054396266938
304 => 0.23547654250718
305 => 0.24470989162912
306 => 0.24327078757867
307 => 0.24219656316312
308 => 0.23748962447621
309 => 0.24032425289855
310 => 0.23931489601109
311 => 0.24365173375333
312 => 0.24108268714754
313 => 0.23417515135181
314 => 0.23527519919482
315 => 0.23510892917634
316 => 0.23853075437466
317 => 0.23750360738505
318 => 0.23490836224149
319 => 0.24467833304562
320 => 0.24404392548503
321 => 0.24494337036018
322 => 0.24533933381048
323 => 0.25128614287276
324 => 0.2537223602689
325 => 0.25427542426982
326 => 0.25658964237234
327 => 0.25421784441522
328 => 0.26370672730699
329 => 0.27001628073835
330 => 0.27734515173552
331 => 0.2880546020772
401 => 0.29208145447363
402 => 0.29135403963118
403 => 0.29947382265497
404 => 0.3140648922561
405 => 0.29430331197221
406 => 0.31511230399602
407 => 0.30852441737264
408 => 0.29290465669965
409 => 0.29189892825719
410 => 0.30247681153409
411 => 0.32593753855872
412 => 0.32006089252842
413 => 0.32594715064638
414 => 0.31908051788477
415 => 0.31873953169163
416 => 0.32561365361976
417 => 0.34167541419371
418 => 0.33404507381112
419 => 0.32310510983645
420 => 0.33118300899065
421 => 0.32418518516901
422 => 0.30841712953128
423 => 0.32005639876795
424 => 0.31227355089669
425 => 0.31454499966447
426 => 0.33090338827861
427 => 0.32893510368163
428 => 0.33148224620837
429 => 0.326986606319
430 => 0.32278696976499
501 => 0.31494803626782
502 => 0.31262731451406
503 => 0.31326867851598
504 => 0.31262699668592
505 => 0.30824118543777
506 => 0.30729406991631
507 => 0.30571550255312
508 => 0.30620476658626
509 => 0.3032365981173
510 => 0.30883814527312
511 => 0.3098778417859
512 => 0.31395418067564
513 => 0.31437739970191
514 => 0.32572994548678
515 => 0.31947715404026
516 => 0.32367206638262
517 => 0.32329683393868
518 => 0.29324318427669
519 => 0.29738431203452
520 => 0.30382660726822
521 => 0.30092436199776
522 => 0.29682126620614
523 => 0.29350779636033
524 => 0.28848755072423
525 => 0.29555345005176
526 => 0.30484435629283
527 => 0.31461303241651
528 => 0.32634945671011
529 => 0.32373002343482
530 => 0.31439362812803
531 => 0.31481245200125
601 => 0.31740145638439
602 => 0.31404846047238
603 => 0.31305959651967
604 => 0.31726560166232
605 => 0.31729456610816
606 => 0.3134365390883
607 => 0.30914904806721
608 => 0.30913108332329
609 => 0.30836816570833
610 => 0.31921623923364
611 => 0.32518158280861
612 => 0.32586549983585
613 => 0.32513554974351
614 => 0.32541647856337
615 => 0.32194537657447
616 => 0.32987928639778
617 => 0.33716022663401
618 => 0.3352087791161
619 => 0.33228328187214
620 => 0.32995298240629
621 => 0.33465983461993
622 => 0.33445024590013
623 => 0.3370966339728
624 => 0.33697657852354
625 => 0.33608669775039
626 => 0.33520881089654
627 => 0.33868953304023
628 => 0.33768714096153
629 => 0.33668319189107
630 => 0.33466961833335
701 => 0.33494329642176
702 => 0.33201830430615
703 => 0.33066506911494
704 => 0.3103156587043
705 => 0.30487763130641
706 => 0.30658854542704
707 => 0.30715182277942
708 => 0.30478518628683
709 => 0.30817833507817
710 => 0.30764951643327
711 => 0.309706840432
712 => 0.30842151371622
713 => 0.30847426397297
714 => 0.31225413578353
715 => 0.31335144865086
716 => 0.31279334647014
717 => 0.31318422210689
718 => 0.32219178617765
719 => 0.32091119861247
720 => 0.32023091199153
721 => 0.32041935603469
722 => 0.32272098177912
723 => 0.32336531132346
724 => 0.32063524176788
725 => 0.32192275835263
726 => 0.32740484056033
727 => 0.32932325907404
728 => 0.33544593007669
729 => 0.33284491061297
730 => 0.33761919440812
731 => 0.35229371512112
801 => 0.36401673766626
802 => 0.35323576165935
803 => 0.37476359964559
804 => 0.39152610950282
805 => 0.39088273645507
806 => 0.38795980513763
807 => 0.36887613331955
808 => 0.35131505399104
809 => 0.36600564253216
810 => 0.36604309186349
811 => 0.36478115727937
812 => 0.35694338995769
813 => 0.36450841996593
814 => 0.36510890457583
815 => 0.36477279287603
816 => 0.35876359504711
817 => 0.34958866064775
818 => 0.3513814208677
819 => 0.35431799867928
820 => 0.34875844424764
821 => 0.34698182974145
822 => 0.3502848941232
823 => 0.36092805578199
824 => 0.35891602772203
825 => 0.35886348553814
826 => 0.36747179481132
827 => 0.36131010316114
828 => 0.35140403331528
829 => 0.34890262003419
830 => 0.34002428804022
831 => 0.34615658357199
901 => 0.34637727397107
902 => 0.34301867837886
903 => 0.35167656483731
904 => 0.35159678088941
905 => 0.35981615552537
906 => 0.37552851277321
907 => 0.37088159557688
908 => 0.3654777364607
909 => 0.36606528577939
910 => 0.37250925161012
911 => 0.36861308276743
912 => 0.37001417224832
913 => 0.37250713089339
914 => 0.37401119474064
915 => 0.365848874138
916 => 0.3639458467566
917 => 0.36005292060611
918 => 0.35903732883835
919 => 0.36220803595936
920 => 0.36137266665571
921 => 0.34635872579758
922 => 0.34478968544113
923 => 0.34483780566878
924 => 0.34089237908868
925 => 0.33487465654315
926 => 0.35068887209327
927 => 0.34941876926479
928 => 0.3480166740403
929 => 0.34818842270505
930 => 0.35505283768187
1001 => 0.35107113033405
1002 => 0.36165715190722
1003 => 0.35948098411671
1004 => 0.35724900583381
1005 => 0.35694047844739
1006 => 0.35608135723192
1007 => 0.35313511091912
1008 => 0.34957734145446
1009 => 0.34722819388517
1010 => 0.32029965444619
1011 => 0.32529743472996
1012 => 0.33104692538442
1013 => 0.33303162651871
1014 => 0.32963665789138
1015 => 0.3532691649731
1016 => 0.35758705174544
1017 => 0.34450789106325
1018 => 0.34206131411822
1019 => 0.35342956215031
1020 => 0.34657311887516
1021 => 0.34966057486213
1022 => 0.34298718376643
1023 => 0.35654699926446
1024 => 0.35644369618927
1025 => 0.35116862169821
1026 => 0.35562707853591
1027 => 0.35485231194312
1028 => 0.34889676583465
1029 => 0.35673580069882
1030 => 0.35673968876231
1031 => 0.35166254425468
1101 => 0.3457335509996
1102 => 0.34467358704217
1103 => 0.34387504658636
1104 => 0.34946418286142
1105 => 0.35447538496887
1106 => 0.36379998970847
1107 => 0.36614441688714
1108 => 0.37529487224288
1109 => 0.36984622160612
1110 => 0.37226153786156
1111 => 0.37488370532418
1112 => 0.37614086883278
1113 => 0.37409238835863
1114 => 0.38830681200378
1115 => 0.38950694487812
1116 => 0.38990933904977
1117 => 0.38511631537318
1118 => 0.38937364221916
1119 => 0.38738177997577
1120 => 0.39256405217779
1121 => 0.39337669862964
1122 => 0.39268841599566
1123 => 0.39294636280623
1124 => 0.38081685982126
1125 => 0.38018788110326
1126 => 0.37161171165308
1127 => 0.37510656409587
1128 => 0.36857310496672
1129 => 0.37064493215866
1130 => 0.37155817384377
1201 => 0.37108114821348
1202 => 0.37530415780936
1203 => 0.371713736949
1204 => 0.36223802597867
1205 => 0.35275973335723
1206 => 0.35264074111421
1207 => 0.35014527397275
1208 => 0.34834150829707
1209 => 0.34868897755823
1210 => 0.34991350455569
1211 => 0.34827033656191
1212 => 0.34862098976412
1213 => 0.35444416931077
1214 => 0.35561196643984
1215 => 0.35164333550748
1216 => 0.33570870964336
1217 => 0.33179831248733
1218 => 0.33460902841654
1219 => 0.33326568723566
1220 => 0.26897141991962
1221 => 0.28407640433518
1222 => 0.27510153551226
1223 => 0.27923756797972
1224 => 0.27007655094253
1225 => 0.27444866844272
1226 => 0.2736412979846
1227 => 0.29792966593583
1228 => 0.29755043647783
1229 => 0.297731953551
1230 => 0.28906767070844
1231 => 0.30287010853755
]
'min_raw' => 0.17621012845521
'max_raw' => 0.39337669862964
'avg_raw' => 0.28479341354242
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.17621'
'max' => '$0.393376'
'avg' => '$0.284793'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.027171244280022
'max_diff' => 0.059511199862721
'year' => 2035
]
10 => [
'items' => [
101 => 0.30966968573178
102 => 0.30841126495802
103 => 0.30872798235516
104 => 0.30328572813727
105 => 0.29778464646801
106 => 0.2916831002864
107 => 0.30301901891793
108 => 0.30175865827668
109 => 0.30464947212425
110 => 0.31200162566499
111 => 0.31308425820198
112 => 0.31453932731067
113 => 0.31401778861407
114 => 0.32644295626429
115 => 0.32493818647795
116 => 0.32856424871121
117 => 0.32110516358739
118 => 0.31266450074694
119 => 0.31426879480685
120 => 0.31411428838796
121 => 0.31214724434131
122 => 0.31037148492848
123 => 0.30741534582322
124 => 0.31676900737853
125 => 0.31638926580117
126 => 0.32253684053723
127 => 0.32145019698828
128 => 0.31419332542158
129 => 0.31445250600927
130 => 0.31619562001941
131 => 0.32222855751101
201 => 0.32401954411223
202 => 0.32318988776007
203 => 0.32515362280666
204 => 0.32670567891956
205 => 0.32534853715856
206 => 0.34456280253553
207 => 0.33658369993711
208 => 0.34047265902534
209 => 0.34140015285281
210 => 0.33902439691685
211 => 0.33953961330991
212 => 0.34032002575735
213 => 0.34505853731775
214 => 0.3574937627516
215 => 0.36300123944681
216 => 0.37957075481846
217 => 0.36254392017505
218 => 0.36153361827135
219 => 0.36451828834122
220 => 0.37424634792571
221 => 0.38213002650876
222 => 0.38474549751509
223 => 0.3850911751853
224 => 0.38999797266639
225 => 0.3928104574762
226 => 0.3894021583906
227 => 0.38651398177935
228 => 0.3761688916515
229 => 0.37736636400255
301 => 0.38561576102504
302 => 0.39726852020637
303 => 0.40726779984691
304 => 0.40376640062687
305 => 0.43047960507313
306 => 0.43312811018033
307 => 0.43276217241093
308 => 0.43879586119552
309 => 0.42682021769747
310 => 0.42170039808488
311 => 0.3871384383449
312 => 0.39684893926782
313 => 0.410963722637
314 => 0.40909557813037
315 => 0.39884504515842
316 => 0.40726002389846
317 => 0.40447776876629
318 => 0.40228328870768
319 => 0.41233662727708
320 => 0.40128256855163
321 => 0.4108534499453
322 => 0.39857869555983
323 => 0.40378239472357
324 => 0.40082852340363
325 => 0.40274004016049
326 => 0.39156535225859
327 => 0.39759494260024
328 => 0.39131450147692
329 => 0.39131152373009
330 => 0.3911728826442
331 => 0.39856179377404
401 => 0.39880274590072
402 => 0.39334232941174
403 => 0.39255539808794
404 => 0.39546509563943
405 => 0.39205860185763
406 => 0.39365247885792
407 => 0.39210687876826
408 => 0.39175893163276
409 => 0.38898642965878
410 => 0.38779195957685
411 => 0.38826034207368
412 => 0.38666151114429
413 => 0.38569815767709
414 => 0.39098124739232
415 => 0.3881587056767
416 => 0.39054865239346
417 => 0.3878250064744
418 => 0.37838366308289
419 => 0.37295384665804
420 => 0.35512002420448
421 => 0.36017767412952
422 => 0.36353090126234
423 => 0.36242265971495
424 => 0.36480359139129
425 => 0.3649497612591
426 => 0.36417569610039
427 => 0.3632794278105
428 => 0.36284317397372
429 => 0.36609465265698
430 => 0.36798224547235
501 => 0.36386744246551
502 => 0.36290340169322
503 => 0.36706369471763
504 => 0.3696014710592
505 => 0.38833898571201
506 => 0.38695085010516
507 => 0.39043479807051
508 => 0.39004255899515
509 => 0.39369429149927
510 => 0.39966333080621
511 => 0.38752660492557
512 => 0.38963312088204
513 => 0.38911665181607
514 => 0.39475532565287
515 => 0.39477292897711
516 => 0.3913922623393
517 => 0.39322497656871
518 => 0.39220200576374
519 => 0.39405065227112
520 => 0.38693231070782
521 => 0.39560168235442
522 => 0.40051665743608
523 => 0.40058490186986
524 => 0.40291456105091
525 => 0.40528162970362
526 => 0.40982501185426
527 => 0.40515491724136
528 => 0.3967538716573
529 => 0.39736040001326
530 => 0.39243487006115
531 => 0.39251766910951
601 => 0.39207568130027
602 => 0.39340211998711
603 => 0.38722338940747
604 => 0.38867352512464
605 => 0.38664332662861
606 => 0.389628707627
607 => 0.38641693117389
608 => 0.38911640275905
609 => 0.3902814052063
610 => 0.39458028931737
611 => 0.38578198249537
612 => 0.36784163929231
613 => 0.37161291693923
614 => 0.36603490107197
615 => 0.36655116767748
616 => 0.36759410838385
617 => 0.36421359632555
618 => 0.36485849149409
619 => 0.36483545130061
620 => 0.36463690336054
621 => 0.36375750161261
622 => 0.36248219509376
623 => 0.36756262374618
624 => 0.36842588757288
625 => 0.37034481612386
626 => 0.37605424586991
627 => 0.37548373920065
628 => 0.3764142592483
629 => 0.37438293920893
630 => 0.36664539478814
701 => 0.36706558067664
702 => 0.36182585591405
703 => 0.37021082458117
704 => 0.36822515332462
705 => 0.36694497814796
706 => 0.36659567049027
707 => 0.37231925280833
708 => 0.37403183834406
709 => 0.37296466996554
710 => 0.37077587648691
711 => 0.37497900702458
712 => 0.37610358744061
713 => 0.37635533952283
714 => 0.38380248096524
715 => 0.37677155200204
716 => 0.37846396648491
717 => 0.3916677011592
718 => 0.37969373580045
719 => 0.38603661230227
720 => 0.38572616150424
721 => 0.38897096249134
722 => 0.38545999311466
723 => 0.38550351578794
724 => 0.38838467924262
725 => 0.38433860479109
726 => 0.38333673985682
727 => 0.38195267062561
728 => 0.38497473515679
729 => 0.38678632616701
730 => 0.40138641924237
731 => 0.41081874521419
801 => 0.41040926306776
802 => 0.41415116336764
803 => 0.41246540301067
804 => 0.40702163813688
805 => 0.41631348098003
806 => 0.41337315311724
807 => 0.41361555017375
808 => 0.4136065281432
809 => 0.41556158912403
810 => 0.41417624924041
811 => 0.41144560212756
812 => 0.41325833311503
813 => 0.41864149608465
814 => 0.43535099911794
815 => 0.44470185838684
816 => 0.43478806564867
817 => 0.44162646712849
818 => 0.43752586301218
819 => 0.43678066126185
820 => 0.44107568274507
821 => 0.44537822209484
822 => 0.44510416893864
823 => 0.44198074630856
824 => 0.44021640411873
825 => 0.45357659427806
826 => 0.46342015480256
827 => 0.46274888996685
828 => 0.46571163464463
829 => 0.47441034465282
830 => 0.47520564568018
831 => 0.47510545603052
901 => 0.47313421945311
902 => 0.48169922912641
903 => 0.48884431088289
904 => 0.47267793513995
905 => 0.47883387938946
906 => 0.4815974810952
907 => 0.48565526832291
908 => 0.49250143554016
909 => 0.49993818899426
910 => 0.50098982747253
911 => 0.50024363964667
912 => 0.49533890083302
913 => 0.50347628520142
914 => 0.50824297411929
915 => 0.51108142828614
916 => 0.51827927577954
917 => 0.48161454815849
918 => 0.45566143159312
919 => 0.45160847767389
920 => 0.45985031884319
921 => 0.46202362663208
922 => 0.46114756898747
923 => 0.43193497673902
924 => 0.45145467942139
925 => 0.4724562382444
926 => 0.47326299365034
927 => 0.48377681311902
928 => 0.48720054371405
929 => 0.49566554646416
930 => 0.49513605823737
1001 => 0.49719715169941
1002 => 0.49672334200565
1003 => 0.5124029770836
1004 => 0.52969994302293
1005 => 0.52910100409343
1006 => 0.52661436059124
1007 => 0.53030745022772
1008 => 0.54815977273262
1009 => 0.54651621695401
1010 => 0.54811279139518
1011 => 0.56916168574127
1012 => 0.59652824256149
1013 => 0.58381372936112
1014 => 0.61140056450331
1015 => 0.62876501491003
1016 => 0.65879503637076
1017 => 0.65503512978291
1018 => 0.66672559676709
1019 => 0.64830411227446
1020 => 0.6060046602831
1021 => 0.59931061008967
1022 => 0.61271226809726
1023 => 0.64565893659428
1024 => 0.61167466025905
1025 => 0.61854963510045
1026 => 0.61656964188363
1027 => 0.61646413645953
1028 => 0.62049084937568
1029 => 0.61464989227158
1030 => 0.5908527822614
1031 => 0.60175885754182
1101 => 0.59754749812329
1102 => 0.60222031537579
1103 => 0.62743758287106
1104 => 0.61628842780682
1105 => 0.60454369863046
1106 => 0.61927419538166
1107 => 0.63803117969381
1108 => 0.63685740132509
1109 => 0.63457978068849
1110 => 0.64741860896466
1111 => 0.66862459185316
1112 => 0.67435648381538
1113 => 0.67858764927852
1114 => 0.67917105550976
1115 => 0.68518050227649
1116 => 0.6528661924362
1117 => 0.70414983204307
1118 => 0.71300509992122
1119 => 0.71134067657338
1120 => 0.72118293413331
1121 => 0.7182870922852
1122 => 0.71409147179096
1123 => 0.72969354353167
1124 => 0.71180702730321
1125 => 0.6864193693667
1126 => 0.67249119811179
1127 => 0.69083293757378
1128 => 0.70203359782472
1129 => 0.70943652175481
1130 => 0.71167664206309
1201 => 0.65537466032206
1202 => 0.62503101481471
1203 => 0.64448094369432
1204 => 0.66821119928983
1205 => 0.6527343696682
1206 => 0.65334103208785
1207 => 0.63127514028668
1208 => 0.67016354108961
1209 => 0.66449782819555
1210 => 0.69389155671237
1211 => 0.68687650750242
1212 => 0.71084595204992
1213 => 0.704533993997
1214 => 0.73073457897785
1215 => 0.74118670167923
1216 => 0.75873744243784
1217 => 0.77164783878425
1218 => 0.77922907045539
1219 => 0.77877392174234
1220 => 0.80881453857801
1221 => 0.79110063636923
1222 => 0.76884780034879
1223 => 0.76844531675198
1224 => 0.77997037585209
1225 => 0.80412373798036
1226 => 0.81038635336309
1227 => 0.81388630100034
1228 => 0.80852600935984
1229 => 0.78929883807902
1230 => 0.78099664300393
1231 => 0.78807035374565
]
'min_raw' => 0.2916831002864
'max_raw' => 0.81388630100034
'avg_raw' => 0.55278470064337
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.291683'
'max' => '$0.813886'
'avg' => '$0.552784'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.1154729718312
'max_diff' => 0.4205096023707
'year' => 2036
]
11 => [
'items' => [
101 => 0.77941981335942
102 => 0.794353072979
103 => 0.81485962800883
104 => 0.81062510548688
105 => 0.82478047940268
106 => 0.83942980221676
107 => 0.86037899178315
108 => 0.86585588568205
109 => 0.8749089830293
110 => 0.88422759398719
111 => 0.88722048068326
112 => 0.89293483002425
113 => 0.89290471258254
114 => 0.91012528894169
115 => 0.92912011794269
116 => 0.93629022615927
117 => 0.95277749464121
118 => 0.92454362514868
119 => 0.94595933948608
120 => 0.96527684988852
121 => 0.94224571761926
122 => 0.97398876788684
123 => 0.97522127859744
124 => 0.99383072702325
125 => 0.97496648590475
126 => 0.96376495974537
127 => 0.99610334605178
128 => 1.0117508725358
129 => 1.007037710215
130 => 0.97117031223631
131 => 0.95029394818762
201 => 0.8956564767223
202 => 0.96037692183608
203 => 0.99190036272974
204 => 0.9710886741399
205 => 0.98158487932099
206 => 1.038848771383
207 => 1.0606511539178
208 => 1.0561164107607
209 => 1.0568827077061
210 => 1.0686468775806
211 => 1.120815685451
212 => 1.0895549265116
213 => 1.1134526054025
214 => 1.1261278481167
215 => 1.1379013199486
216 => 1.1089893941734
217 => 1.0713754035403
218 => 1.0594614737789
219 => 0.96901936186319
220 => 0.96431145716779
221 => 0.96166876759816
222 => 0.94500698367744
223 => 0.93191538556248
224 => 0.92150446068159
225 => 0.89418308482879
226 => 0.90340324715171
227 => 0.85985867645666
228 => 0.88771694966252
301 => 0.8182187634128
302 => 0.87609891807132
303 => 0.84459738137839
304 => 0.86574981603658
305 => 0.86567601718474
306 => 0.82672767859349
307 => 0.80426308972515
308 => 0.81857840008693
309 => 0.83392554914552
310 => 0.83641557244627
311 => 0.8563135518023
312 => 0.86186665013494
313 => 0.84504050293768
314 => 0.81677856797725
315 => 0.82334317088245
316 => 0.8041300582568
317 => 0.77045981740205
318 => 0.79464237220994
319 => 0.80289935965323
320 => 0.80654611569838
321 => 0.77343530087103
322 => 0.76303116398151
323 => 0.75749208880069
324 => 0.81250437757084
325 => 0.81551807493289
326 => 0.80009957313478
327 => 0.86979266330456
328 => 0.8540189705722
329 => 0.8716420500028
330 => 0.82274750197571
331 => 0.82461533955559
401 => 0.80146787694968
402 => 0.81442890929498
403 => 0.80526846938689
404 => 0.81338178596489
405 => 0.81824487446929
406 => 0.84138853880436
407 => 0.87636318154185
408 => 0.83793164712589
409 => 0.82118647723115
410 => 0.83157508645544
411 => 0.85924132181463
412 => 0.90115708459234
413 => 0.8763421093946
414 => 0.88735457400175
415 => 0.88976030760797
416 => 0.87146266359746
417 => 0.9018317448265
418 => 0.91810678217511
419 => 0.93480160285034
420 => 0.94929724786439
421 => 0.92813332434568
422 => 0.95078175623996
423 => 0.93253111811959
424 => 0.91615840900933
425 => 0.91618323965069
426 => 0.90591240005871
427 => 0.88601135414018
428 => 0.88234129593598
429 => 0.90143340219149
430 => 0.91674346337922
501 => 0.91800447334888
502 => 0.92648090988176
503 => 0.93149717770767
504 => 0.98066342168706
505 => 1.0004384917401
506 => 1.024619073078
507 => 1.034038772252
508 => 1.0623886896167
509 => 1.039493828877
510 => 1.0345403817405
511 => 0.96577275540105
512 => 0.9770334503617
513 => 0.99506290948916
514 => 0.9660700545414
515 => 0.98445934777045
516 => 0.98808978379236
517 => 0.96508488842453
518 => 0.97737279702334
519 => 0.94473975489589
520 => 0.87707449268442
521 => 0.90190707560648
522 => 0.92019221519415
523 => 0.89409706646109
524 => 0.94087161054338
525 => 0.91354688751309
526 => 0.9048862621305
527 => 0.87109807477715
528 => 0.88704479858134
529 => 0.90861297086158
530 => 0.89528634796154
531 => 0.92294109148161
601 => 0.96210758355673
602 => 0.99001995821439
603 => 0.99216272375127
604 => 0.97421693683026
605 => 1.0029751748997
606 => 1.0031846472679
607 => 0.97074523724478
608 => 0.950876279229
609 => 0.94636201016317
610 => 0.9576395393642
611 => 0.97133254176098
612 => 0.99292259008584
613 => 1.0059690041165
614 => 1.039987132625
615 => 1.0491914628233
616 => 1.0593042311326
617 => 1.0728180082561
618 => 1.0890447625542
619 => 1.0535415479396
620 => 1.0549521568425
621 => 1.0218920549689
622 => 0.98656259481871
623 => 1.0133732511933
624 => 1.0484246179309
625 => 1.040383795673
626 => 1.0394790389099
627 => 1.0410005888268
628 => 1.0349380714331
629 => 1.0075175299484
630 => 0.99374710567648
701 => 1.0115144661972
702 => 1.0209570275797
703 => 1.035601616806
704 => 1.0337963620741
705 => 1.0715192512072
706 => 1.0861772252434
707 => 1.0824270882348
708 => 1.0831172036965
709 => 1.1096547655329
710 => 1.1391699921608
711 => 1.166814896775
712 => 1.1949364811248
713 => 1.161034813587
714 => 1.1438216375754
715 => 1.1615812414223
716 => 1.1521577456366
717 => 1.2063079476116
718 => 1.2100571901083
719 => 1.2642034764073
720 => 1.3155947497249
721 => 1.2833168117244
722 => 1.3137534534287
723 => 1.3466731629676
724 => 1.4101806236985
725 => 1.3887935451437
726 => 1.372411378149
727 => 1.3569303094971
728 => 1.3891439558113
729 => 1.4305862971691
730 => 1.4395125805677
731 => 1.4539765697762
801 => 1.4387694536959
802 => 1.4570847500057
803 => 1.5217457941284
804 => 1.5042738092276
805 => 1.4794607819068
806 => 1.530504466129
807 => 1.5489769770217
808 => 1.6786267325957
809 => 1.8423149045722
810 => 1.7745469265394
811 => 1.7324811557155
812 => 1.7423676096726
813 => 1.8021409888841
814 => 1.8213383011746
815 => 1.7691533886586
816 => 1.7875859819783
817 => 1.8891513834226
818 => 1.9436379626892
819 => 1.8696378695212
820 => 1.665474547357
821 => 1.4772266402818
822 => 1.5271584621519
823 => 1.5214977431166
824 => 1.6306170964266
825 => 1.5038571081661
826 => 1.5059914212743
827 => 1.6173672472514
828 => 1.5876540863457
829 => 1.5395225710527
830 => 1.477578053609
831 => 1.3630678839398
901 => 1.2616430333114
902 => 1.4605605221417
903 => 1.4519828383153
904 => 1.4395610809933
905 => 1.467204357739
906 => 1.6014322629353
907 => 1.5983378752672
908 => 1.5786529596932
909 => 1.5935837946612
910 => 1.5369051234933
911 => 1.5515125076026
912 => 1.4771968208515
913 => 1.5107906149603
914 => 1.5394193024379
915 => 1.545166935304
916 => 1.5581166456327
917 => 1.4474627887118
918 => 1.4971431218427
919 => 1.5263256631395
920 => 1.394477879891
921 => 1.5237194563876
922 => 1.4455365512454
923 => 1.4190000989724
924 => 1.4547279360463
925 => 1.4408047631921
926 => 1.4288344367683
927 => 1.4221547889474
928 => 1.448389369357
929 => 1.4471654948238
930 => 1.4042406293611
1001 => 1.3482468922062
1002 => 1.3670402283272
1003 => 1.360212433126
1004 => 1.3354676225137
1005 => 1.3521426371665
1006 => 1.2787143116672
1007 => 1.152384694118
1008 => 1.2358419090518
1009 => 1.2326288970609
1010 => 1.2310087507165
1011 => 1.2937245411514
1012 => 1.2876958650005
1013 => 1.2767537587538
1014 => 1.3352666621516
1015 => 1.3139086653018
1016 => 1.3797289790159
1017 => 1.4230824946191
1018 => 1.4120866407228
1019 => 1.4528608316933
1020 => 1.3674731888342
1021 => 1.3958355386344
1022 => 1.4016809796197
1023 => 1.3345446220064
1024 => 1.2886822309767
1025 => 1.2856237323645
1026 => 1.2061046665459
1027 => 1.2485831096507
1028 => 1.2859623817056
1029 => 1.26806061114
1030 => 1.2623934453791
1031 => 1.2913457661932
1101 => 1.2935956094803
1102 => 1.2422989441064
1103 => 1.2529651451918
1104 => 1.2974449768261
1105 => 1.2518443675581
1106 => 1.1632498325676
1107 => 1.1412771629747
1108 => 1.1383456038144
1109 => 1.078753981204
1110 => 1.1427454818233
1111 => 1.1148114769374
1112 => 1.2030546636713
1113 => 1.1526506286666
1114 => 1.1504778114588
1115 => 1.1471932795663
1116 => 1.0959003082866
1117 => 1.1071302091584
1118 => 1.1444601100187
1119 => 1.1577798391971
1120 => 1.1563904823185
1121 => 1.1442771731393
1122 => 1.1498225840513
1123 => 1.1319588833543
1124 => 1.1256508388374
1125 => 1.1057409151778
1126 => 1.0764788276548
1127 => 1.0805479003997
1128 => 1.0225720481751
1129 => 0.99098372687181
1130 => 0.98224049586243
1201 => 0.97054868195192
1202 => 0.98356111735435
1203 => 1.0224078098701
1204 => 0.97555045691056
1205 => 0.89521681192263
1206 => 0.90004500086828
1207 => 0.91089250792698
1208 => 0.89067825028653
1209 => 0.87154715188389
1210 => 0.88818008978991
1211 => 0.8541416653888
1212 => 0.91500588889536
1213 => 0.91335968221952
1214 => 0.93604610092443
1215 => 0.95023238411279
1216 => 0.91753759422734
1217 => 0.90931494298727
1218 => 0.91399893883228
1219 => 0.83658292124394
1220 => 0.92971956066643
1221 => 0.93052501019174
1222 => 0.92362826235346
1223 => 0.9732206475748
1224 => 1.0778760486447
1225 => 1.0385004770084
1226 => 1.0232530655379
1227 => 0.9942677251867
1228 => 1.0328889702255
1229 => 1.0299234611918
1230 => 1.0165123047055
1231 => 1.0084011954172
]
'min_raw' => 0.75749208880069
'max_raw' => 1.9436379626892
'avg_raw' => 1.3505650257449
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.757492'
'max' => '$1.94'
'avg' => '$1.35'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.46580898851429
'max_diff' => 1.1297516616889
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.023776811100632
]
1 => [
'year' => 2028
'avg' => 0.040807910306266
]
2 => [
'year' => 2029
'avg' => 0.11147985604648
]
3 => [
'year' => 2030
'avg' => 0.086006542919077
]
4 => [
'year' => 2031
'avg' => 0.084469083820056
]
5 => [
'year' => 2032
'avg' => 0.14810088733558
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.023776811100632
'min' => '$0.023776'
'max_raw' => 0.14810088733558
'max' => '$0.14810088'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.14810088733558
]
1 => [
'year' => 2033
'avg' => 0.38093071126175
]
2 => [
'year' => 2034
'avg' => 0.24145219147105
]
3 => [
'year' => 2035
'avg' => 0.28479341354242
]
4 => [
'year' => 2036
'avg' => 0.55278470064337
]
5 => [
'year' => 2037
'avg' => 1.3505650257449
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.14810088733558
'min' => '$0.14810088'
'max_raw' => 1.3505650257449
'max' => '$1.35'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.3505650257449
]
]
]
]
'prediction_2025_max_price' => '$0.040654'
'last_price' => 0.0394192
'sma_50day_nextmonth' => '$0.031657'
'sma_200day_nextmonth' => '$0.034778'
'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' => '$0.041214'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.036396'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.030948'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.024477'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.0287036'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.033044'
'daily_sma100_action' => 'BUY'
'daily_sma200' => '$0.035353'
'daily_sma200_action' => 'BUY'
'daily_ema3' => '$0.039424'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.0371069'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.032533'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.028674'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.029212'
'daily_ema50_action' => 'BUY'
'daily_ema100' => '$0.031169'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.030459'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '$0.033566'
'weekly_sma21_action' => 'BUY'
'weekly_sma50' => '$0.024946'
'weekly_sma50_action' => 'BUY'
'weekly_sma100' => '$0.028526'
'weekly_sma100_action' => 'BUY'
'weekly_sma200' => '$0.021631'
'weekly_sma200_action' => 'BUY'
'weekly_ema3' => '$0.035611'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.033373'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.0325078'
'weekly_ema10_action' => 'BUY'
'weekly_ema21' => '$0.032155'
'weekly_ema21_action' => 'BUY'
'weekly_ema50' => '$0.02858'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.026638'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.0281098'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '65.22'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 103.97
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.02
'momentum_10_action' => 'SELL'
'vwma_10' => '0.036218'
'vwma_10_action' => 'BUY'
'hma_9' => '0.043756'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 83.66
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 155.16
'cci_20_action' => 'SELL'
'adx_14' => 24.4
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.010578'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -16.34
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 74.67
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.005610'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 6
'buy_signals' => 28
'sell_pct' => 17.65
'buy_pct' => 82.35
'overall_action' => 'bullish'
'overall_action_label' => 'Haussier'
'overall_action_dir' => 1
'last_updated' => 1767690931
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de Thought pour 2026
La prévision du prix de Thought pour 2026 suggère que le prix moyen pourrait varier entre $0.013619 à la baisse et $0.040654 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, Thought pourrait potentiellement gagner 3.13% d'ici 2026 si THT atteint l'objectif de prix prévu.
Prévision du prix de Thought de 2027 à 2032
La prévision du prix de THT pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.023776 à la baisse et $0.14810088 à la hausse. Compte tenu de la volatilité des prix sur le marché, si Thought atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de Thought | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.01311 | $0.023776 | $0.034442 |
| 2028 | $0.023661 | $0.0408079 | $0.057954 |
| 2029 | $0.051977 | $0.111479 | $0.170982 |
| 2030 | $0.0442045 | $0.0860065 | $0.1278084 |
| 2031 | $0.052263 | $0.084469 | $0.116674 |
| 2032 | $0.079776 | $0.14810088 | $0.216425 |
Prévision du prix de Thought de 2032 à 2037
La prévision du prix de Thought pour 2032-2037 est actuellement estimée entre $0.14810088 à la baisse et $1.35 à la hausse. Par rapport au prix actuel, Thought pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de Thought | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.079776 | $0.14810088 | $0.216425 |
| 2033 | $0.185382 | $0.38093 | $0.576478 |
| 2034 | $0.149038 | $0.241452 | $0.333865 |
| 2035 | $0.17621 | $0.284793 | $0.393376 |
| 2036 | $0.291683 | $0.552784 | $0.813886 |
| 2037 | $0.757492 | $1.35 | $1.94 |
Thought Histogramme des prix potentiels
Prévision du prix de Thought basée sur l'analyse technique
Indicateur de Sentiment du Marché
Haussier 82.35%
Baissier 17.65%
Au 6 janvier 2026, le sentiment global de prévision du prix pour Thought est Haussier, avec 28 indicateurs techniques montrant des signaux haussiers et 6 indiquant des signaux baissiers. La prévision du prix de THT a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de Thought et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de Thought devrait augmenter au cours du prochain mois, atteignant $0.034778 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour Thought devrait atteindre $0.031657 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 65.22, ce qui suggère que le marché de THT est dans un état NEUTRAL.
Moyennes Mobiles et Oscillateurs Populaires de THT 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 | $0.041214 | SELL |
| SMA 5 | $0.036396 | BUY |
| SMA 10 | $0.030948 | BUY |
| SMA 21 | $0.024477 | BUY |
| SMA 50 | $0.0287036 | BUY |
| SMA 100 | $0.033044 | BUY |
| SMA 200 | $0.035353 | BUY |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.039424 | SELL |
| EMA 5 | $0.0371069 | BUY |
| EMA 10 | $0.032533 | BUY |
| EMA 21 | $0.028674 | BUY |
| EMA 50 | $0.029212 | BUY |
| EMA 100 | $0.031169 | BUY |
| EMA 200 | $0.030459 | BUY |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $0.033566 | BUY |
| SMA 50 | $0.024946 | BUY |
| SMA 100 | $0.028526 | BUY |
| SMA 200 | $0.021631 | BUY |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.032155 | BUY |
| EMA 50 | $0.02858 | BUY |
| EMA 100 | $0.026638 | BUY |
| EMA 200 | $0.0281098 | BUY |
Oscillateurs de Thought
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) | 65.22 | NEUTRAL |
| Stoch RSI (14) | 103.97 | SELL |
| Stochastique Rapide (14) | 83.66 | SELL |
| Indice de Canal des Matières Premières (20) | 155.16 | SELL |
| Indice Directionnel Moyen (14) | 24.4 | NEUTRAL |
| Oscillateur Impressionnant (5, 34) | 0.010578 | BUY |
| Momentum (10) | 0.02 | SELL |
| MACD (12, 26) | 0 | NEUTRAL |
| Plage de Pourcentage de Williams (14) | -16.34 | SELL |
| Oscillateur Ultime (7, 14, 28) | 74.67 | SELL |
| VWMA (10) | 0.036218 | BUY |
| Moyenne Mobile de Hull (9) | 0.043756 | BUY |
| Nuage Ichimoku B/L (9, 26, 52, 26) | -0.005610 | NEUTRAL |
Prévision du cours de Thought basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de Thought
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 Thought par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.05539 | $0.077832 | $0.109368 | $0.15368 | $0.215947 | $0.303441 |
| Action Amazon.com | $0.08225 | $0.17162 | $0.358096 | $0.747189 | $1.55 | $3.25 |
| Action Apple | $0.055913 | $0.0793085 | $0.112493 | $0.159562 | $0.226327 | $0.321028 |
| Action Netflix | $0.062197 | $0.098137 | $0.154845 | $0.244322 | $0.3855024 | $0.608262 |
| Action Google | $0.051047 | $0.0661065 | $0.0856076 | $0.110861 | $0.143565 | $0.185916 |
| Action Tesla | $0.08936 | $0.202573 | $0.459218 | $1.04 | $2.35 | $5.34 |
| Action Kodak | $0.02956 | $0.022167 | $0.016622 | $0.012465 | $0.009347 | $0.0070098 |
| Action Nokia | $0.026113 | $0.017299 | $0.011459 | $0.007591 | $0.005029 | $0.003331 |
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 Thought
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans Thought maintenant ?", "Devrais-je acheter THT aujourd'hui ?", " Thought sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de Thought avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme Thought 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 Thought afin de prendre une décision responsable concernant cet investissement.
Le cours de Thought est de $0.03941 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 Thought basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Thought présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.040443 | $0.041495 | $0.042573 | $0.04368 |
| Si Thought présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.041468 | $0.043624 | $0.045892 | $0.048277 |
| Si Thought présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.044542 | $0.050331 | $0.056872 | $0.064264 |
| Si Thought présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.049665 | $0.062575 | $0.07884 | $0.099333 |
| Si Thought présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.059911 | $0.091057 | $0.138395 | $0.210342 |
| Si Thought présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.09065 | $0.208466 | $0.4794011 | $1.10 |
| Si Thought présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.141882 | $0.51068 | $1.83 | $6.61 |
Boîte à questions
Est-ce que THT est un bon investissement ?
La décision d'acquérir Thought dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de Thought a connu une baisse de -4.0146% au cours des 24 heures précédentes, et Thought a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans Thought dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que Thought peut monter ?
Il semble que la valeur moyenne de Thought pourrait potentiellement s'envoler jusqu'à $0.040654 pour la fin de cette année. En regardant les perspectives de Thought sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.1278084. 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 Thought la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de Thought, le prix de Thought va augmenter de 0.86% durant la prochaine semaine et atteindre $0.039756 d'ici 13 janvier 2026.
Quel sera le prix de Thought le mois prochain ?
Basé sur notre nouveau pronostic expérimental de Thought, le prix de Thought va diminuer de -11.62% durant le prochain mois et atteindre $0.034839 d'ici 5 février 2026.
Jusqu'où le prix de Thought peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de Thought en 2026, THT devrait fluctuer dans la fourchette de $0.013619 et $0.040654. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de Thought ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera Thought dans 5 ans ?
L'avenir de Thought semble suivre une tendance haussière, avec un prix maximum de $0.1278084 prévue après une période de cinq ans. Selon la prévision de Thought pour 2030, la valeur de Thought pourrait potentiellement atteindre son point le plus élevé d'environ $0.1278084, tandis que son point le plus bas devrait être autour de $0.0442045.
Combien vaudra Thought en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de Thought, il est attendu que la valeur de THT en 2026 augmente de 3.13% jusqu'à $0.040654 si le meilleur scénario se produit. Le prix sera entre $0.040654 et $0.013619 durant 2026.
Combien vaudra Thought en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de Thought, le valeur de THT pourrait diminuer de -12.62% jusqu'à $0.034442 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.034442 et $0.01311 tout au long de l'année.
Combien vaudra Thought en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de Thought suggère que la valeur de THT en 2028 pourrait augmenter de 47.02%, atteignant $0.057954 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.057954 et $0.023661 durant l'année.
Combien vaudra Thought en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de Thought pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $0.170982 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.170982 et $0.051977.
Combien vaudra Thought en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de Thought, il est prévu que la valeur de THT en 2030 augmente de 224.23%, atteignant $0.1278084 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.1278084 et $0.0442045 au cours de 2030.
Combien vaudra Thought en 2031 ?
Notre simulation expérimentale indique que le prix de Thought pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.116674 dans des conditions idéales. Il est probable que le prix fluctue entre $0.116674 et $0.052263 durant l'année.
Combien vaudra Thought en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de Thought, THT pourrait connaître une 449.04% hausse en valeur, atteignant $0.216425 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $0.216425 et $0.079776 tout au long de l'année.
Combien vaudra Thought en 2033 ?
Selon notre prédiction expérimentale de prix de Thought, la valeur de THT est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $0.576478. Tout au long de l'année, le prix de THT pourrait osciller entre $0.576478 et $0.185382.
Combien vaudra Thought en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de Thought suggèrent que THT pourrait augmenter de 746.96% en 2034, atteignant potentiellement $0.333865 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $0.333865 et $0.149038.
Combien vaudra Thought en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de Thought, THT pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $0.393376 en 2035. La fourchette de prix attendue pour l'année se situe entre $0.393376 et $0.17621.
Combien vaudra Thought en 2036 ?
Notre récente simulation de prédiction de prix de Thought suggère que la valeur de THT pourrait augmenter de 1964.7% en 2036, pouvant atteindre $0.813886 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $0.813886 et $0.291683.
Combien vaudra Thought en 2037 ?
Selon la simulation expérimentale, la valeur de Thought pourrait augmenter de 4830.69% en 2037, avec un maximum de $1.94 sous des conditions favorables. Il est prévu que le prix chute entre $1.94 et $0.757492 au cours de l'année.
Prévisions liées
Prévision du cours de Stader- Prévision du cours de Ternoa
- Prévision du cours de Atlas Navi
- Prévision du cours de Altered State Machine
- Prévision du cours de Whales Market
- Prévision du cours de Scallop
- Prévision du cours de Cream
- Prévision du cours de Badmad Robots
- Prévision du cours de Rivex
- Prévision du cours de VIDT DAO
- Prévision du cours de Vectorspace AI
- Prévision du cours de Swarm
- Prévision du cours de Inspect
- Prévision du cours de Snowbank
- Prévision du cours de Synesis One
- Prévision du cours de Fidu
- Prévision du cours de Aviator
- Prévision du cours de DeRace
- Prévision du cours de Datamall Coin
- Prévision du cours de Alpaca Finance
- Prévision du cours de Vite
- Prévision du cours de Passage
- Prévision du cours de Ascendia (ex AirDAO)
- Prévision du cours de GET Protocol
- Prévision du cours de ISKRA Token
Prévision du cours de Stader
Prévision du cours de Ternoa
Prévision du cours de Atlas Navi
Prévision du cours de Altered State Machine
Prévision du cours de Whales Market
Prévision du cours de Scallop
Prévision du cours de Cream
Prévision du cours de Badmad Robots
Prévision du cours de Rivex
Prévision du cours de VIDT DAO
Prévision du cours de Vectorspace AI
Prévision du cours de Swarm
Prévision du cours de Inspect
Prévision du cours de Snowbank
Prévision du cours de Synesis One
Prévision du cours de Fidu
Prévision du cours de Aviator
Prévision du cours de DeRace
Prévision du cours de Datamall Coin
Prévision du cours de Alpaca Finance
Prévision du cours de Vite
Prévision du cours de Passage
Prévision du cours de Ascendia (ex AirDAO)
Prévision du cours de GET Protocol
Prévision du cours de ISKRA TokenComment lire et prédire les mouvements de prix de Thought ?
Les traders de Thought 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 Thought
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de Thought. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de THT 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 THT 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 THT.
Comment lire les graphiques de Thought 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 Thought 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 THT 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 Thought ?
L'action du prix de Thought 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 THT. La capitalisation boursière de Thought peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de THT, de grands détenteurs de Thought, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de Thought.
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