Previsão de Preço Thala - Projeção THL
Previsão de Preço Thala até $0.033067 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.011077 | $0.033067 |
| 2027 | $0.010664 | $0.028015 |
| 2028 | $0.019246 | $0.047139 |
| 2029 | $0.042278 | $0.139075 |
| 2030 | $0.035955 | $0.103958 |
| 2031 | $0.04251 | $0.0949023 |
| 2032 | $0.064889 | $0.176038 |
| 2033 | $0.150789 | $0.4689036 |
| 2034 | $0.121227 | $0.271563 |
| 2035 | $0.143328 | $0.319969 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Thala hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.46, com um retorno de 39.54% nos próximos 90 dias.
Previsão de preço de longo prazo de Thala para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Thala'
'name_with_ticker' => 'Thala <small>THL</small>'
'name_lang' => 'Thala'
'name_lang_with_ticker' => 'Thala <small>THL</small>'
'name_with_lang' => 'Thala'
'name_with_lang_with_ticker' => 'Thala <small>THL</small>'
'image' => '/uploads/coins/thala.png?1728418944'
'price_for_sd' => 0.03206
'ticker' => 'THL'
'marketcap' => '$2M'
'low24h' => '$0.0313'
'high24h' => '$0.03273'
'volume24h' => '$145.42K'
'current_supply' => '62.27M'
'max_supply' => '100M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.03206'
'change_24h_pct' => '1.9992%'
'ath_price' => '$3.13'
'ath_days' => 656
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '21 de mar. de 2024'
'ath_pct' => '-98.98%'
'fdv' => '$3.2M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.58'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.032337'
'next_week_prediction_price_date' => '13 de janeiro de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.028338'
'next_month_prediction_price_date' => '5 de fevereiro de 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.011077'
'current_year_max_price_prediction' => '$0.033067'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.035955'
'grand_prediction_max_price' => '$0.103958'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.032670882669704
107 => 0.032792863886062
108 => 0.033067693795033
109 => 0.030719302313461
110 => 0.031773661143535
111 => 0.032392998176142
112 => 0.029594810931152
113 => 0.032337687011166
114 => 0.030678422042466
115 => 0.030115242590766
116 => 0.03087348952923
117 => 0.030577999959891
118 => 0.030323955379904
119 => 0.030182194139231
120 => 0.030738967006177
121 => 0.030712992886447
122 => 0.029802004411165
123 => 0.028613657081801
124 => 0.029012505451707
125 => 0.028867600099697
126 => 0.028342444410849
127 => 0.028696335937593
128 => 0.027137976754217
129 => 0.02445690077568
130 => 0.02622810169068
131 => 0.026159912382148
201 => 0.026125528240647
202 => 0.027456536775872
203 => 0.027328591016802
204 => 0.02709636821124
205 => 0.028338179456914
206 => 0.027884901647525
207 => 0.029281797050378
208 => 0.030201882708227
209 => 0.029968519223744
210 => 0.030833864232111
211 => 0.029021694112589
212 => 0.029623624334648
213 => 0.029747681319176
214 => 0.028322855698903
215 => 0.027349524525317
216 => 0.027284614432827
217 => 0.025596992311127
218 => 0.026498506426529
219 => 0.027291801540894
220 => 0.026911874743301
221 => 0.026791601269173
222 => 0.027406052364358
223 => 0.027453800476872
224 => 0.026365138451443
225 => 0.026591505759973
226 => 0.027535495066974
227 => 0.026567719651463
228 => 0.024687490104343
301 => 0.02422116718045
302 => 0.024158951106366
303 => 0.022894246352231
304 => 0.024252329108034
305 => 0.023659489590771
306 => 0.025532262522498
307 => 0.024462544667778
308 => 0.024416431269079
309 => 0.024346724103581
310 => 0.023258140477401
311 => 0.023496471108436
312 => 0.024288718424776
313 => 0.024571401192551
314 => 0.02454191506392
315 => 0.024284835980717
316 => 0.024402525468549
317 => 0.024023406622505
318 => 0.02388953186729
319 => 0.02346698631468
320 => 0.022845961083531
321 => 0.022932318450891
322 => 0.021701904967894
323 => 0.021031510399371
324 => 0.020845954018462
325 => 0.020597820270976
326 => 0.0208739813855
327 => 0.02169841936109
328 => 0.020703972248254
329 => 0.018999062425652
330 => 0.019101530411015
331 => 0.019331745551109
401 => 0.01890274116057
402 => 0.018496724508534
403 => 0.018849723046307
404 => 0.018127330279041
405 => 0.019419043265761
406 => 0.019384106049454
407 => 0.019865576771907
408 => 0.020166650295432
409 => 0.019472773297419
410 => 0.019298265108862
411 => 0.019397672904019
412 => 0.017754683483672
413 => 0.019731309484141
414 => 0.019748403427874
415 => 0.019602034703596
416 => 0.020654527027364
417 => 0.022875614111104
418 => 0.02203995180718
419 => 0.021716358105074
420 => 0.021101206240825
421 => 0.021920859575834
422 => 0.021857922988289
423 => 0.021573299871419
424 => 0.021401158922258
425 => 0.021718333899217
426 => 0.021361857432593
427 => 0.021297824463869
428 => 0.02090985434196
429 => 0.020771366659954
430 => 0.02066883589355
501 => 0.020555959594205
502 => 0.020804936583539
503 => 0.020240721970056
504 => 0.019560334456836
505 => 0.019503767597007
506 => 0.019659953670405
507 => 0.019590852959612
508 => 0.019503436769389
509 => 0.019336535455869
510 => 0.019287019401431
511 => 0.019447922556582
512 => 0.019266272275653
513 => 0.019534307160167
514 => 0.019461416502626
515 => 0.019054255214854
516 => 0.018546781499874
517 => 0.018542263919349
518 => 0.01843292953988
519 => 0.018293675769092
520 => 0.018254938555754
521 => 0.018819994494049
522 => 0.019989643375618
523 => 0.01976001331284
524 => 0.019925944566633
525 => 0.020742162107092
526 => 0.021001613118687
527 => 0.020817460936091
528 => 0.020565382070542
529 => 0.020576472261304
530 => 0.021437902054347
531 => 0.021491628373888
601 => 0.0216273774506
602 => 0.021801853376859
603 => 0.020847174940788
604 => 0.020531506992818
605 => 0.020381926006479
606 => 0.019921274463681
607 => 0.02041804765931
608 => 0.020128599192166
609 => 0.020167655679352
610 => 0.020142220090835
611 => 0.020156109642112
612 => 0.019418682205656
613 => 0.019687362005456
614 => 0.019240629726984
615 => 0.018642505354163
616 => 0.018640500231536
617 => 0.018786890324421
618 => 0.018699811768928
619 => 0.01846548561509
620 => 0.018498770539254
621 => 0.01820715957953
622 => 0.018534177389552
623 => 0.018543555090217
624 => 0.018417635420578
625 => 0.018921451476678
626 => 0.019127865325936
627 => 0.01904498230192
628 => 0.019122050032022
629 => 0.019769555478666
630 => 0.019875127119113
701 => 0.019922015068128
702 => 0.01985919142791
703 => 0.019133885242944
704 => 0.019166055656488
705 => 0.018930010507312
706 => 0.018730577230083
707 => 0.018738553515282
708 => 0.018841088144289
709 => 0.019288862882739
710 => 0.020231178422042
711 => 0.020266938607935
712 => 0.020310280996436
713 => 0.020133985720265
714 => 0.020080813378054
715 => 0.020150961422377
716 => 0.020504845594342
717 => 0.021415131763252
718 => 0.02109337583519
719 => 0.020831783257246
720 => 0.021061270472956
721 => 0.021025942714877
722 => 0.020727740884099
723 => 0.020719371351901
724 => 0.020147026697743
725 => 0.019935443910759
726 => 0.019758629497257
727 => 0.019565552773571
728 => 0.019451090419779
729 => 0.019626956617413
730 => 0.019667179297599
731 => 0.019282644782858
801 => 0.019230234149403
802 => 0.019544253334894
803 => 0.019406065199175
804 => 0.019548195123663
805 => 0.019581170485312
806 => 0.0195758606926
807 => 0.019431576408102
808 => 0.019523538908422
809 => 0.019306020179825
810 => 0.019069501232734
811 => 0.01891861688014
812 => 0.018786950270597
813 => 0.01886000655808
814 => 0.018599574232755
815 => 0.018516256690417
816 => 0.019492384082535
817 => 0.020213459882231
818 => 0.020202975154526
819 => 0.020139152071075
820 => 0.020044323915107
821 => 0.020497908324085
822 => 0.020339888585704
823 => 0.020454861148367
824 => 0.020484126490948
825 => 0.020572703868784
826 => 0.020604362667877
827 => 0.020508667788567
828 => 0.020187504085458
829 => 0.019387194672639
830 => 0.019014648480577
831 => 0.018891702031949
901 => 0.018896170901848
902 => 0.018772899520118
903 => 0.018809208466674
904 => 0.018760272750264
905 => 0.018667600342207
906 => 0.018854284298026
907 => 0.018875797884853
908 => 0.018832223618858
909 => 0.018842486935911
910 => 0.018481710624281
911 => 0.018509139663689
912 => 0.01835641128675
913 => 0.018327776557242
914 => 0.017941692519921
915 => 0.017257688684031
916 => 0.017636693206973
917 => 0.017178909039359
918 => 0.017005539238522
919 => 0.01782624491115
920 => 0.01774386882445
921 => 0.017602876772044
922 => 0.017394320141217
923 => 0.017316964458135
924 => 0.016846975815561
925 => 0.016819206379266
926 => 0.017052145441286
927 => 0.016944652079107
928 => 0.016793690687689
929 => 0.016246923830681
930 => 0.015632176855119
1001 => 0.015650732202149
1002 => 0.015846271777301
1003 => 0.016414829464161
1004 => 0.016192684139757
1005 => 0.016031515158078
1006 => 0.016001333052532
1007 => 0.016379125293966
1008 => 0.016913780465517
1009 => 0.017164628709773
1010 => 0.01691604571809
1011 => 0.016630486961902
1012 => 0.016647867600239
1013 => 0.016763493200434
1014 => 0.016775643816156
1015 => 0.016589774421793
1016 => 0.01664209556757
1017 => 0.016562614962789
1018 => 0.016074842637955
1019 => 0.016066020383342
1020 => 0.015946313188436
1021 => 0.015942688502149
1022 => 0.015739036701256
1023 => 0.015710544406533
1024 => 0.015306181395078
1025 => 0.015572334353742
1026 => 0.015393812922728
1027 => 0.015124739017242
1028 => 0.015078350574516
1029 => 0.015076956081912
1030 => 0.015353234819022
1031 => 0.015569105875841
1101 => 0.015396918379452
1102 => 0.015357714624239
1103 => 0.015776308164531
1104 => 0.015723038320964
1105 => 0.015676906979988
1106 => 0.016865907959054
1107 => 0.01592472090522
1108 => 0.01551430962867
1109 => 0.015006347738951
1110 => 0.015171742691609
1111 => 0.015206593838292
1112 => 0.013985037060531
1113 => 0.013489451627929
1114 => 0.013319385383203
1115 => 0.013221509854979
1116 => 0.013266112962234
1117 => 0.012820027946518
1118 => 0.013119804454645
1119 => 0.012733532537663
1120 => 0.012668772793743
1121 => 0.013359474831215
1122 => 0.013455581984707
1123 => 0.01304555900976
1124 => 0.013308860136366
1125 => 0.013213383487699
1126 => 0.012740154061012
1127 => 0.012722080177752
1128 => 0.012484630286259
1129 => 0.012113067185432
1130 => 0.011943252877985
1201 => 0.011854812112271
1202 => 0.01189130449588
1203 => 0.011872852830042
1204 => 0.011752443229259
1205 => 0.011879754567413
1206 => 0.011554526707106
1207 => 0.011425018352593
1208 => 0.011366522433431
1209 => 0.011077863987991
1210 => 0.011537247941678
1211 => 0.011627752367721
1212 => 0.011718435115442
1213 => 0.012507766522607
1214 => 0.012468333756132
1215 => 0.012824786760526
1216 => 0.012810935652251
1217 => 0.012709269481242
1218 => 0.012280356629028
1219 => 0.012451313647284
1220 => 0.011925134517712
1221 => 0.01231938369829
1222 => 0.012139464836514
1223 => 0.012258552950141
1224 => 0.012044421784096
1225 => 0.012162930812645
1226 => 0.011649214324629
1227 => 0.011169513096306
1228 => 0.011362558873935
1229 => 0.01157242171168
1230 => 0.012027457815969
1231 => 0.011756442066221
]
'min_raw' => 0.011077863987991
'max_raw' => 0.033067693795033
'avg_raw' => 0.022072778891512
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.011077'
'max' => '$0.033067'
'avg' => '$0.022072'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.020985436012009
'max_diff' => 0.001004393795033
'year' => 2026
]
1 => [
'items' => [
101 => 0.01185390957807
102 => 0.011527409729239
103 => 0.01085374728103
104 => 0.010857560137327
105 => 0.010753931846204
106 => 0.010664381872696
107 => 0.011787571485238
108 => 0.011647885101918
109 => 0.0114253131318
110 => 0.011723234558461
111 => 0.01180200971232
112 => 0.011804252330205
113 => 0.012021608112632
114 => 0.012137610932677
115 => 0.012158056932495
116 => 0.012500070952427
117 => 0.012614709540634
118 => 0.013086889661199
119 => 0.012127768903863
120 => 0.012108016443032
121 => 0.011727426923895
122 => 0.011486051033976
123 => 0.011743954137584
124 => 0.011972421080096
125 => 0.011734526028648
126 => 0.011765590100129
127 => 0.011446235430299
128 => 0.011560389697729
129 => 0.011658714731081
130 => 0.011604425426942
131 => 0.011523151711015
201 => 0.011953689396213
202 => 0.011929396772723
203 => 0.012330323363198
204 => 0.012642874311008
205 => 0.013203021484649
206 => 0.012618478707822
207 => 0.012597175645688
208 => 0.012805416495173
209 => 0.012614677660045
210 => 0.012735218019765
211 => 0.013183600569152
212 => 0.013193074185868
213 => 0.0130343788998
214 => 0.013024722277221
215 => 0.013055201442846
216 => 0.013233718867915
217 => 0.01317133939431
218 => 0.013243526500421
219 => 0.013333797581981
220 => 0.01370719704946
221 => 0.013797222396931
222 => 0.013578507475367
223 => 0.013598254983937
224 => 0.013516449599413
225 => 0.013437426622982
226 => 0.013615058733621
227 => 0.013939684907182
228 => 0.013937665424604
301 => 0.014012972387039
302 => 0.01405988800076
303 => 0.013858491842343
304 => 0.013727390348756
305 => 0.013777663003602
306 => 0.013858050073497
307 => 0.013751594560265
308 => 0.013094501817607
309 => 0.013293821780483
310 => 0.013260645192412
311 => 0.013213397696588
312 => 0.013413815460555
313 => 0.013394484678298
314 => 0.012815452699922
315 => 0.012852520448513
316 => 0.012817706912486
317 => 0.012930196569568
318 => 0.012608602849403
319 => 0.012707522911759
320 => 0.012769564647551
321 => 0.012806107706559
322 => 0.012938126293508
323 => 0.012922635436082
324 => 0.01293716336006
325 => 0.01313291207289
326 => 0.014122941889536
327 => 0.014176827028079
328 => 0.013911476898332
329 => 0.014017479041366
330 => 0.013813978106862
331 => 0.013950589647532
401 => 0.014044055794102
402 => 0.013621700250259
403 => 0.013596691096018
404 => 0.013392350240767
405 => 0.013502151441921
406 => 0.013327449835899
407 => 0.013370315499214
408 => 0.013250459367624
409 => 0.013466176541368
410 => 0.013707381860675
411 => 0.013768319849818
412 => 0.013608018235835
413 => 0.013491949302921
414 => 0.013288170492207
415 => 0.013627059195932
416 => 0.013726160580347
417 => 0.013626538658548
418 => 0.013603454082485
419 => 0.013559708852559
420 => 0.013612734839811
421 => 0.013725620852924
422 => 0.013672385893817
423 => 0.013707548522187
424 => 0.013573544842388
425 => 0.013858558512852
426 => 0.014311228813824
427 => 0.01431268422286
428 => 0.014259448976797
429 => 0.014237666261078
430 => 0.014292288854123
501 => 0.014321919370114
502 => 0.014498558819953
503 => 0.014688099987257
504 => 0.015572605911771
505 => 0.015324240187575
506 => 0.016109026463298
507 => 0.01672969051565
508 => 0.016915800526601
509 => 0.016744588073679
510 => 0.016158879520947
511 => 0.01613014186508
512 => 0.017005437722633
513 => 0.016758126551785
514 => 0.01672870967495
515 => 0.016415763806025
516 => 0.016600753573659
517 => 0.016560293597841
518 => 0.016496425546643
519 => 0.016849373136791
520 => 0.017510059517699
521 => 0.017407085349357
522 => 0.017330219909524
523 => 0.016993417927368
524 => 0.017196247948072
525 => 0.017124024062652
526 => 0.017434343708825
527 => 0.017250517224854
528 => 0.016756252926428
529 => 0.016834966145069
530 => 0.01682306880042
531 => 0.017067915310232
601 => 0.016994418465451
602 => 0.016808717361895
603 => 0.017507801363475
604 => 0.017462406736922
605 => 0.017526765938718
606 => 0.017555098849723
607 => 0.017980618962243
608 => 0.018154940937217
609 => 0.018194515077472
610 => 0.018360107471153
611 => 0.018190394987866
612 => 0.018869365923962
613 => 0.019320841977413
614 => 0.019845254646242
615 => 0.020611562504238
616 => 0.020899701347589
617 => 0.020847651644568
618 => 0.02142865751675
619 => 0.022472712154026
620 => 0.021058684937426
621 => 0.022547659030032
622 => 0.022076267023345
623 => 0.020958605055472
624 => 0.02088664080111
625 => 0.021643534462076
626 => 0.023322251753784
627 => 0.022901752112065
628 => 0.023322939540558
629 => 0.022831602032534
630 => 0.022807202983942
701 => 0.023299076374479
702 => 0.024448365362091
703 => 0.02390238124453
704 => 0.023119579131208
705 => 0.023697588029935
706 => 0.02319686322966
707 => 0.022068590110593
708 => 0.022901430563914
709 => 0.022344533870708
710 => 0.022507065932042
711 => 0.023677579949029
712 => 0.023536740605709
713 => 0.023718999757337
714 => 0.023397317125266
715 => 0.023096814822217
716 => 0.022535904957982
717 => 0.022369847199704
718 => 0.02241573958996
719 => 0.022369824457715
720 => 0.022056000543703
721 => 0.021988230299352
722 => 0.021875276923017
723 => 0.021910285897452
724 => 0.021697900504266
725 => 0.022098715622268
726 => 0.02217311044014
727 => 0.022464790257815
728 => 0.022495073424097
729 => 0.023307397564519
730 => 0.022859983078527
731 => 0.023160147343639
801 => 0.023133297826512
802 => 0.020982828179363
803 => 0.021279143922986
804 => 0.02174011823106
805 => 0.021532449930109
806 => 0.021238855539462
807 => 0.021001762327479
808 => 0.0206425418673
809 => 0.021148137766784
810 => 0.021812942610477
811 => 0.022511933972028
812 => 0.023351726293204
813 => 0.023164294423378
814 => 0.022496234638731
815 => 0.022526203312652
816 => 0.022711457862595
817 => 0.022471536388268
818 => 0.022400778861666
819 => 0.022701736864996
820 => 0.022703809397361
821 => 0.022427750745669
822 => 0.022120962072514
823 => 0.022119676616772
824 => 0.022065086535611
825 => 0.0228413134867
826 => 0.023268159824401
827 => 0.023317097069122
828 => 0.02326486595792
829 => 0.023284967639643
830 => 0.023036595160651
831 => 0.023604300995055
901 => 0.024125284008993
902 => 0.023985649432079
903 => 0.02377631735106
904 => 0.02360957426573
905 => 0.023946370060346
906 => 0.023931373073778
907 => 0.024120733676861
908 => 0.024112143186106
909 => 0.024048468337501
910 => 0.023985651706108
911 => 0.024234712549112
912 => 0.024162987026122
913 => 0.024091150093583
914 => 0.023947070127693
915 => 0.023966652987972
916 => 0.023757357051088
917 => 0.023660527173956
918 => 0.022204438149241
919 => 0.021815323582756
920 => 0.021937746946529
921 => 0.021978051896605
922 => 0.021808708738606
923 => 0.022051503326488
924 => 0.02201366404715
925 => 0.022160874547817
926 => 0.022068903818137
927 => 0.022072678328964
928 => 0.022343144634725
929 => 0.022421662153933
930 => 0.02238172750995
1001 => 0.022409696365716
1002 => 0.02305422684194
1003 => 0.022962595219146
1004 => 0.022913917745822
1005 => 0.0229274017386
1006 => 0.023092093094165
1007 => 0.023138197681908
1008 => 0.022942849303928
1009 => 0.023034976728279
1010 => 0.023427243608455
1011 => 0.023564514816135
1012 => 0.024002618617129
1013 => 0.023816504335792
1014 => 0.024158125154023
1015 => 0.025208151082144
1016 => 0.026046984449795
1017 => 0.025275558618648
1018 => 0.026815969273554
1019 => 0.028015399927183
1020 => 0.02796936378094
1021 => 0.027760215303149
1022 => 0.026394695392507
1023 => 0.025138123611979
1024 => 0.026189299263247
1025 => 0.026191978926158
1026 => 0.026101682005472
1027 => 0.025540855586177
1028 => 0.026082166461743
1029 => 0.026125133753293
1030 => 0.02610108349595
1031 => 0.025671099195203
1101 => 0.025014592642345
1102 => 0.025142872451319
1103 => 0.025352997395255
1104 => 0.024955187039728
1105 => 0.024828062526958
1106 => 0.025064411182626
1107 => 0.025825975796386
1108 => 0.025682006417598
1109 => 0.025678246795292
1110 => 0.026294208850266
1111 => 0.025853312951836
1112 => 0.025144490470519
1113 => 0.024965503445766
1114 => 0.024330220088001
1115 => 0.024769012566011
1116 => 0.024784803926127
1117 => 0.024544481770272
1118 => 0.025163991288975
1119 => 0.025158282399698
1120 => 0.025746414485883
1121 => 0.026870702142346
1122 => 0.026538194959494
1123 => 0.026151525282517
1124 => 0.026193566997591
1125 => 0.026654660844165
1126 => 0.026375872978778
1127 => 0.026476127038949
1128 => 0.026654509097638
1129 => 0.026762131422623
1130 => 0.026178081801239
1201 => 0.026041911896172
1202 => 0.025763356059547
1203 => 0.025690686041263
1204 => 0.025917563957936
1205 => 0.025857789642607
1206 => 0.024783476723457
1207 => 0.024671205045985
1208 => 0.024674648258046
1209 => 0.024392335786816
1210 => 0.023961741505433
1211 => 0.025093317567458
1212 => 0.025002436173281
1213 => 0.02490211014777
1214 => 0.024914399513443
1215 => 0.025405578329297
1216 => 0.025120669810977
1217 => 0.025878145802519
1218 => 0.02572243151047
1219 => 0.025562723734395
1220 => 0.025540647254923
1221 => 0.025479173386761
1222 => 0.025268356619415
1223 => 0.02501378270472
1224 => 0.024845690955424
1225 => 0.022918836568124
1226 => 0.023276449534411
1227 => 0.023687850654676
1228 => 0.023829864672805
1229 => 0.023586939867724
1230 => 0.025277948771363
1231 => 0.025586912393025
]
'min_raw' => 0.010664381872696
'max_raw' => 0.028015399927183
'avg_raw' => 0.019339890899939
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.010664'
'max' => '$0.028015'
'avg' => '$0.019339'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00041348211529586
'max_diff' => -0.00505229386785
'year' => 2027
]
2 => [
'items' => [
101 => 0.024651041429813
102 => 0.024475978183955
103 => 0.025289425888617
104 => 0.024798817482768
105 => 0.025019738417882
106 => 0.024542228193457
107 => 0.025512492104078
108 => 0.025505100318716
109 => 0.02512764574308
110 => 0.02544666776571
111 => 0.025391229838532
112 => 0.024965084552268
113 => 0.025526001669754
114 => 0.025526279877646
115 => 0.025162988055167
116 => 0.024738742741317
117 => 0.024662897699428
118 => 0.024605758648712
119 => 0.025005685714093
120 => 0.025364259070374
121 => 0.026031475188539
122 => 0.026199229173309
123 => 0.026853984143884
124 => 0.026464109438348
125 => 0.02663693584559
126 => 0.026824563358438
127 => 0.026914518887871
128 => 0.02676794117994
129 => 0.027785045157141
130 => 0.027870919896077
131 => 0.027899712953229
201 => 0.027556751214788
202 => 0.027861381509718
203 => 0.027718855083015
204 => 0.028089669250314
205 => 0.028147817646539
206 => 0.028098568023626
207 => 0.028117025242398
208 => 0.027249106427294
209 => 0.027204100258094
210 => 0.026590437947565
211 => 0.026840509875068
212 => 0.02637301239286
213 => 0.026521260660226
214 => 0.02658660708392
215 => 0.026552473820559
216 => 0.026854648566644
217 => 0.02659773830225
218 => 0.025919709874554
219 => 0.025241496718466
220 => 0.025232982304752
221 => 0.02505442075221
222 => 0.024925353454903
223 => 0.024950216395273
224 => 0.02503783664006
225 => 0.024920260806991
226 => 0.024945351572222
227 => 0.025362025453958
228 => 0.025445586429357
229 => 0.025161613585568
301 => 0.024021421640668
302 => 0.023741615677434
303 => 0.023942734655013
304 => 0.023846612737451
305 => 0.019246077630938
306 => 0.020326905113512
307 => 0.0196847141248
308 => 0.019980665278185
309 => 0.01932515457326
310 => 0.01963799863991
311 => 0.019580227764036
312 => 0.021318166372004
313 => 0.021291030851097
314 => 0.021304019188975
315 => 0.020684051981106
316 => 0.021671676577186
317 => 0.022158215967047
318 => 0.02206817047481
319 => 0.022090832985252
320 => 0.021701415971369
321 => 0.021307789596893
322 => 0.020871197368934
323 => 0.021682331764051
324 => 0.02159214746584
325 => 0.02179899779865
326 => 0.022325076434968
327 => 0.022402543512544
328 => 0.0225066600504
329 => 0.022469341683098
330 => 0.023358416593901
331 => 0.023250743755897
401 => 0.023510204315896
402 => 0.022976474258659
403 => 0.022372508036774
404 => 0.022487302270411
405 => 0.022476246662594
406 => 0.022335496086059
407 => 0.022208432758946
408 => 0.021996908119173
409 => 0.02266620337917
410 => 0.022639031213891
411 => 0.023078916985575
412 => 0.023001162902607
413 => 0.022481902106899
414 => 0.022500447607802
415 => 0.02262517501404
416 => 0.023056857991141
417 => 0.023185010889963
418 => 0.023125645361219
419 => 0.023266159164375
420 => 0.02337721554518
421 => 0.02328010613595
422 => 0.024654970585032
423 => 0.024084031010558
424 => 0.024362302986585
425 => 0.024428669213193
426 => 0.024258673519267
427 => 0.02429553949819
428 => 0.024351381410881
429 => 0.024690442569772
430 => 0.025580237158839
501 => 0.0259743211253
502 => 0.027159942182159
503 => 0.025941597937799
504 => 0.025869306432348
505 => 0.026082872587014
506 => 0.026778957658125
507 => 0.027343069228314
508 => 0.027530217580523
509 => 0.02755495232475
510 => 0.027906055074881
511 => 0.028107300623578
512 => 0.027863421966096
513 => 0.02765676033904
514 => 0.026916524042712
515 => 0.027002208409608
516 => 0.027592488728427
517 => 0.028426294446097
518 => 0.029141786494556
519 => 0.028891246116601
520 => 0.030802692346455
521 => 0.030992204432587
522 => 0.030966019989943
523 => 0.031397756725332
524 => 0.030540847227242
525 => 0.030174501814968
526 => 0.027701442928519
527 => 0.02839627160085
528 => 0.029406245881941
529 => 0.029272571998629
530 => 0.028539101679011
531 => 0.029141230091546
601 => 0.028942147608066
602 => 0.028785122993405
603 => 0.029504483193886
604 => 0.028713517103769
605 => 0.029398355390134
606 => 0.028520043204126
607 => 0.028892390563943
608 => 0.028681028194096
609 => 0.028817805550985
610 => 0.028018207917431
611 => 0.028449651391361
612 => 0.028000258450461
613 => 0.028000045379694
614 => 0.027990125005616
615 => 0.028518833807672
616 => 0.028536074982726
617 => 0.028145358379172
618 => 0.028089050012459
619 => 0.028297251556605
620 => 0.028053502076481
621 => 0.02816755092409
622 => 0.028056956499892
623 => 0.02803205936553
624 => 0.027833674763035
625 => 0.027748205221581
626 => 0.027781720031064
627 => 0.027667316708232
628 => 0.027598384568076
629 => 0.027976412667942
630 => 0.027774447503794
701 => 0.027945458609948
702 => 0.027750569871163
703 => 0.027075000593551
704 => 0.026686473557981
705 => 0.025410385817878
706 => 0.025772282717989
707 => 0.026012220737173
708 => 0.025932921223264
709 => 0.026103287263978
710 => 0.026113746355222
711 => 0.02605835861871
712 => 0.025994226715437
713 => 0.025963010851641
714 => 0.026195668325702
715 => 0.026330733820286
716 => 0.026036301727354
717 => 0.025967320407523
718 => 0.026265007509518
719 => 0.026446596469767
720 => 0.027787347326221
721 => 0.027688020172206
722 => 0.027937311836813
723 => 0.02790924542107
724 => 0.028170542800854
725 => 0.028597653584289
726 => 0.027729217939513
727 => 0.027879948339201
728 => 0.027842992726071
729 => 0.028246464419944
730 => 0.028247724014532
731 => 0.028005822579149
801 => 0.028136961271673
802 => 0.028063763251108
803 => 0.028196041967575
804 => 0.027686693597507
805 => 0.02830702493149
806 => 0.02865871282459
807 => 0.028663596011327
808 => 0.028830293281489
809 => 0.028999667362428
810 => 0.029324766161417
811 => 0.028990600533372
812 => 0.028389469098887
813 => 0.028432868846814
814 => 0.028080425706721
815 => 0.02808635033958
816 => 0.028054724185056
817 => 0.028149636655487
818 => 0.027707521547376
819 => 0.027811285079562
820 => 0.027666015526863
821 => 0.027879632551564
822 => 0.027649815945145
823 => 0.027842974904955
824 => 0.027926335908688
825 => 0.028233939807098
826 => 0.027604382599244
827 => 0.026320672835155
828 => 0.026590524191043
829 => 0.026191392839318
830 => 0.02622833396552
831 => 0.026302960919585
901 => 0.026061070545039
902 => 0.026107215605661
903 => 0.026105566979378
904 => 0.026091360008729
905 => 0.02602843498006
906 => 0.025937181239153
907 => 0.026300708056508
908 => 0.026362478346561
909 => 0.026499786049631
910 => 0.02690832063726
911 => 0.026867498398046
912 => 0.026934081163901
913 => 0.026788731359886
914 => 0.026235076326055
915 => 0.026265142458107
916 => 0.025890217309644
917 => 0.026490198370638
918 => 0.026348114936031
919 => 0.026256512821433
920 => 0.026231518335778
921 => 0.02664106560163
922 => 0.02676360856244
923 => 0.026687248012815
924 => 0.026530630297742
925 => 0.026831382610553
926 => 0.02691185124174
927 => 0.026929865200694
928 => 0.027462740635459
929 => 0.02695964701799
930 => 0.027080746652035
1001 => 0.028025531427442
1002 => 0.027168742007535
1003 => 0.027622602471944
1004 => 0.027600388363987
1005 => 0.027832568019778
1006 => 0.027581342855396
1007 => 0.027584457092399
1008 => 0.027790616897529
1009 => 0.02750110263234
1010 => 0.027429414828831
1011 => 0.027330378641722
1012 => 0.02754662053311
1013 => 0.027676247767217
1014 => 0.028720948073411
1015 => 0.029395872115334
1016 => 0.029366571882688
1017 => 0.02963432116133
1018 => 0.029513697659
1019 => 0.029124172551103
1020 => 0.029789044412757
1021 => 0.029578651136309
1022 => 0.029595995702392
1023 => 0.029595350136776
1024 => 0.029735243272714
1025 => 0.029636116164884
1026 => 0.029440726460163
1027 => 0.029570435264613
1028 => 0.029955624042082
1029 => 0.031151261826384
1030 => 0.031820356570573
1031 => 0.031110981482644
1101 => 0.031600298919386
1102 => 0.031306882818971
1103 => 0.031253560385152
1104 => 0.031560887895701
1105 => 0.031868753342374
1106 => 0.03184914364436
1107 => 0.031625649139141
1108 => 0.031499402764106
1109 => 0.032455382611509
1110 => 0.033159732278384
1111 => 0.033111700353123
1112 => 0.033323697650405
1113 => 0.033946128272055
1114 => 0.034003035527545
1115 => 0.033995866521351
1116 => 0.033854815950963
1117 => 0.034467679730808
1118 => 0.034978941478266
1119 => 0.033822166819261
1120 => 0.034262651466118
1121 => 0.034460399215621
1122 => 0.034750751581005
1123 => 0.035240624690114
1124 => 0.035772756819032
1125 => 0.035848006136593
1126 => 0.035794613144772
1127 => 0.035443657701271
1128 => 0.03602592302639
1129 => 0.036367000398042
1130 => 0.036570104167444
1201 => 0.037085141533403
1202 => 0.034461620438401
1203 => 0.032604561809899
1204 => 0.032314555288807
1205 => 0.032904294953391
1206 => 0.033059804599857
1207 => 0.032997118856359
1208 => 0.030906830533597
1209 => 0.032303550353383
1210 => 0.033806303439935
1211 => 0.033864030306144
1212 => 0.034616339922357
1213 => 0.034861322771609
1214 => 0.035467030620136
1215 => 0.035429143429294
1216 => 0.035576623651494
1217 => 0.035542720502411
1218 => 0.036664666744972
1219 => 0.037902340061146
1220 => 0.037859483369767
1221 => 0.037681553187081
1222 => 0.037945809849975
1223 => 0.039223221349399
1224 => 0.039105617768635
1225 => 0.039219859629898
1226 => 0.040725999779477
1227 => 0.042684196219868
1228 => 0.041774417373598
1229 => 0.043748375688193
1230 => 0.044990877812196
1231 => 0.047139656758542
]
'min_raw' => 0.019246077630938
'max_raw' => 0.047139656758542
'avg_raw' => 0.03319286719474
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.019246'
'max' => '$0.047139'
'avg' => '$0.033192'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0085816957582426
'max_diff' => 0.019124256831359
'year' => 2028
]
3 => [
'items' => [
101 => 0.0468706190515
102 => 0.047707122926844
103 => 0.046388985406031
104 => 0.043362275218699
105 => 0.042883286745773
106 => 0.043842233798491
107 => 0.046199711554915
108 => 0.04376798843439
109 => 0.04425992285459
110 => 0.044118245708478
111 => 0.044110696335451
112 => 0.044398825198379
113 => 0.043980879254911
114 => 0.042278092294181
115 => 0.043058469523697
116 => 0.042757128398588
117 => 0.043091488843365
118 => 0.044895894263091
119 => 0.044098123615377
120 => 0.043257737043636
121 => 0.044311768301309
122 => 0.045653912296763
123 => 0.045569923337592
124 => 0.045406949652139
125 => 0.046325623784012
126 => 0.047843004303602
127 => 0.048253146160718
128 => 0.04855590449466
129 => 0.048597649753767
130 => 0.049027651867099
131 => 0.046715422129225
201 => 0.050384990105503
202 => 0.051018623125236
203 => 0.050899526378924
204 => 0.051603782813004
205 => 0.051396572704837
206 => 0.051096357768372
207 => 0.052212754016028
208 => 0.050932895806621
209 => 0.049116298208037
210 => 0.048119676837227
211 => 0.049432108253462
212 => 0.050233564321813
213 => 0.050763275800813
214 => 0.050923566174298
215 => 0.046894913941703
216 => 0.04472369382763
217 => 0.046115421027661
218 => 0.04781342426358
219 => 0.046705989635515
220 => 0.046749398976285
221 => 0.045170488225365
222 => 0.04795312283026
223 => 0.047547716373968
224 => 0.049650965786364
225 => 0.049149008434465
226 => 0.050864126682602
227 => 0.050412478567996
228 => 0.052287244640421
301 => 0.053035139583977
302 => 0.05429097159476
303 => 0.055214766734048
304 => 0.055757236909223
305 => 0.055724669034659
306 => 0.057874206126271
307 => 0.056606699202454
308 => 0.055014411777694
309 => 0.054985612321782
310 => 0.055810280541953
311 => 0.057538558894752
312 => 0.057986676326206
313 => 0.058237112837084
314 => 0.057853560602917
315 => 0.056477772680152
316 => 0.055883714430506
317 => 0.056389869270729
318 => 0.055770885395517
319 => 0.056839425220334
320 => 0.058306758627598
321 => 0.058003760081463
322 => 0.059016638793111
323 => 0.060064861701718
324 => 0.061563867539664
325 => 0.061955763173728
326 => 0.062603551754381
327 => 0.063270338991336
328 => 0.063484493081425
329 => 0.063893379687519
330 => 0.063891224653273
331 => 0.065123431961978
401 => 0.066482594781763
402 => 0.066995647281541
403 => 0.068175383214899
404 => 0.066155126771901
405 => 0.067687514490948
406 => 0.069069766571681
407 => 0.067421788657467
408 => 0.069693142282604
409 => 0.06978133379687
410 => 0.071112920956499
411 => 0.069763102268982
412 => 0.068961584241109
413 => 0.071275536755091
414 => 0.072395185487786
415 => 0.072057938177495
416 => 0.069491469494224
417 => 0.067997674639541
418 => 0.064088125373326
419 => 0.068719155359117
420 => 0.0709747949762
421 => 0.069485627932539
422 => 0.070236677169688
423 => 0.074334158279038
424 => 0.075894213793224
425 => 0.075569733151885
426 => 0.075624565038865
427 => 0.076466342677309
428 => 0.080199248301583
429 => 0.077962404723443
430 => 0.079672387826001
501 => 0.080579356697795
502 => 0.081421799931842
503 => 0.079353025605942
504 => 0.076661580604276
505 => 0.075809086993073
506 => 0.069337559618321
507 => 0.069000688514047
508 => 0.068811592554978
509 => 0.067619369281205
510 => 0.066682608365458
511 => 0.065937661305554
512 => 0.063982697760341
513 => 0.064642440568293
514 => 0.061526636709827
515 => 0.063520017601165
516 => 0.058547119409337
517 => 0.062688696793959
518 => 0.060434624517926
519 => 0.061948173428203
520 => 0.06194289279864
521 => 0.059155969383701
522 => 0.057548530119572
523 => 0.058572852981147
524 => 0.059671008399606
525 => 0.059849180421612
526 => 0.061272967586432
527 => 0.061670315979931
528 => 0.060466331797207
529 => 0.058444067147634
530 => 0.058913793102784
531 => 0.057539011138084
601 => 0.055129758625172
602 => 0.056860125841458
603 => 0.057450949287975
604 => 0.057711890580425
605 => 0.055342667438497
606 => 0.054598206088966
607 => 0.054201861113112
608 => 0.058138230191441
609 => 0.058353873375402
610 => 0.057250612357381
611 => 0.06223745677434
612 => 0.061108780296577
613 => 0.062369788454689
614 => 0.058871170395788
615 => 0.059004822317152
616 => 0.057348520460227
617 => 0.058275938825975
618 => 0.057620469417154
619 => 0.05820101258695
620 => 0.058548987769256
621 => 0.060205017843344
622 => 0.062707605997287
623 => 0.059957662174012
624 => 0.05875947227029
625 => 0.059502822547683
626 => 0.061482462293936
627 => 0.064481717845402
628 => 0.062706098193291
629 => 0.063494088042921
630 => 0.063666228769837
701 => 0.062356952575382
702 => 0.064529992726224
703 => 0.065694542596807
704 => 0.066889129794384
705 => 0.067926356386466
706 => 0.066411985398136
707 => 0.068032579432203
708 => 0.066726666714102
709 => 0.06555512800319
710 => 0.065556904743824
711 => 0.064821981397019
712 => 0.063397974806284
713 => 0.063135366142772
714 => 0.064501489574181
715 => 0.065596991193801
716 => 0.065687221954292
717 => 0.066293747939819
718 => 0.06665268377034
719 => 0.07017074285904
720 => 0.071585735327427
721 => 0.073315961333333
722 => 0.073989981872829
723 => 0.076018542046972
724 => 0.074380314954749
725 => 0.074025874218415
726 => 0.06910525077292
727 => 0.069911002586461
728 => 0.071201088983427
729 => 0.069126523822438
730 => 0.070442357918009
731 => 0.070702131441652
801 => 0.069056030892109
802 => 0.069935284319426
803 => 0.067600247896946
804 => 0.062758503410379
805 => 0.064535382971924
806 => 0.065843764420414
807 => 0.063976542771149
808 => 0.067323465305999
809 => 0.065368262255645
810 => 0.06474855675498
811 => 0.062330864655926
812 => 0.063471922261176
813 => 0.065015219010649
814 => 0.064061641046979
815 => 0.066040458502046
816 => 0.068842991749759
817 => 0.070840243835819
818 => 0.070993568051009
819 => 0.06970946876517
820 => 0.07176724606574
821 => 0.071782234726848
822 => 0.069461053525538
823 => 0.068039342964126
824 => 0.067716327333269
825 => 0.068523283710095
826 => 0.069503077723927
827 => 0.071047939799757
828 => 0.071981467597298
829 => 0.074415612988397
830 => 0.075074222938811
831 => 0.075797835596256
901 => 0.076764805260481
902 => 0.077925900268317
903 => 0.075385490492348
904 => 0.075486425708664
905 => 0.07312083129965
906 => 0.070592854413064
907 => 0.072511273753215
908 => 0.075019351843833
909 => 0.074443995958665
910 => 0.074379256668129
911 => 0.074488130197628
912 => 0.074054330649578
913 => 0.07209227137111
914 => 0.071106937484604
915 => 0.072378269583681
916 => 0.073053926013858
917 => 0.07410181021363
918 => 0.073972636367856
919 => 0.076671873531922
920 => 0.077720715473183
921 => 0.077452376822131
922 => 0.077501757591855
923 => 0.079400635827287
924 => 0.081512578959182
925 => 0.083490692397643
926 => 0.085502914349194
927 => 0.083077102248239
928 => 0.081845424466665
929 => 0.083116201541918
930 => 0.082441909338306
1001 => 0.086316592348318
1002 => 0.086584866993151
1003 => 0.090459269819479
1004 => 0.094136539456971
1005 => 0.091826912282791
1006 => 0.09400478668015
1007 => 0.096360335405599
1008 => 0.100904571071
1009 => 0.09937423236703
1010 => 0.098202016903255
1011 => 0.097094278954092
1012 => 0.099399305777853
1013 => 0.10236468596292
1014 => 0.10300340045272
1015 => 0.10403836193392
1016 => 0.10295022648551
1017 => 0.10426076577893
1018 => 0.10888754536486
1019 => 0.10763734867903
1020 => 0.10586186840601
1021 => 0.10951426652846
1022 => 0.11083605521064
1023 => 0.12011306040828
1024 => 0.13182566268426
1025 => 0.12697656843291
1026 => 0.1239665791518
1027 => 0.12467399803076
1028 => 0.12895104388535
1029 => 0.13032469526719
1030 => 0.12659063728531
1031 => 0.12790956969113
1101 => 0.13517701692176
1102 => 0.13907576919337
1103 => 0.13378073993624
1104 => 0.11917196421971
1105 => 0.10570200583337
1106 => 0.10927484535756
1107 => 0.10886979623363
1108 => 0.11667776165044
1109 => 0.10760753190154
1110 => 0.10776025130861
1111 => 0.11572967718146
1112 => 0.11360357098913
1113 => 0.11015955124867
1114 => 0.10572715098886
1115 => 0.097533449161189
1116 => 0.090276058954146
1117 => 0.1045094724273
1118 => 0.10389570175656
1119 => 0.1030068708696
1120 => 0.10498486782698
1121 => 0.11458945958776
1122 => 0.11436804266064
1123 => 0.11295950113824
1124 => 0.11402786746867
1125 => 0.10997226146547
1126 => 0.11101748347693
1127 => 0.10569987212314
1128 => 0.10810365453812
1129 => 0.11015216192909
1130 => 0.1105634301165
1201 => 0.11149003834261
1202 => 0.10357227250303
1203 => 0.10712711691161
1204 => 0.10921525495777
1205 => 0.099780971298096
1206 => 0.10902876950336
1207 => 0.1034344418152
1208 => 0.10153564297386
1209 => 0.104092125466
1210 => 0.10309586175256
1211 => 0.1022393327143
1212 => 0.10176137479392
1213 => 0.10363857338747
1214 => 0.10355099982934
1215 => 0.10047953858175
1216 => 0.096472942593033
1217 => 0.097817687718875
1218 => 0.097329129207604
1219 => 0.095558530137455
1220 => 0.096751700127789
1221 => 0.091497583339873
1222 => 0.082458148491491
1223 => 0.08842987603771
1224 => 0.08819997102317
1225 => 0.088084042489476
1226 => 0.092571630694034
1227 => 0.09214025263444
1228 => 0.091357297232213
1229 => 0.095544150547492
1230 => 0.094015892766291
1231 => 0.098725623145134
]
'min_raw' => 0.042278092294181
'max_raw' => 0.13907576919337
'avg_raw' => 0.090676930743777
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.042278'
'max' => '$0.139075'
'avg' => '$0.090676'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.023032014663243
'max_diff' => 0.091936112434831
'year' => 2029
]
4 => [
'items' => [
101 => 0.1018277561789
102 => 0.10104095489805
103 => 0.10395852601022
104 => 0.097848667930572
105 => 0.09987811769967
106 => 0.10029638448439
107 => 0.09549248542749
108 => 0.092210831419932
109 => 0.091991982511223
110 => 0.086302046701897
111 => 0.089341564483682
112 => 0.09201621434786
113 => 0.090735264624133
114 => 0.090329754208885
115 => 0.092401418975907
116 => 0.092562405070913
117 => 0.088891905044225
118 => 0.089655118229392
119 => 0.092837844085175
120 => 0.08957492170386
121 => 0.08323559651231
122 => 0.081663356216778
123 => 0.081453590379216
124 => 0.077189550001781
125 => 0.081768420831285
126 => 0.079769621008097
127 => 0.086083805700247
128 => 0.082477177267743
129 => 0.082321702724494
130 => 0.082086680149218
131 => 0.07841644445107
201 => 0.079219992813318
202 => 0.081891109953299
203 => 0.082844194641133
204 => 0.082744780099799
205 => 0.081878020022091
206 => 0.082274818347136
207 => 0.080996592688464
208 => 0.08054522460442
209 => 0.079120582772606
210 => 0.077026752847191
211 => 0.077317912740525
212 => 0.073169487777874
213 => 0.070909205684645
214 => 0.070283589391278
215 => 0.069446989137483
216 => 0.070378085616052
217 => 0.073157735811177
218 => 0.069804887940171
219 => 0.064056665440264
220 => 0.064402143407003
221 => 0.065178329824937
222 => 0.063731911570105
223 => 0.062362998080589
224 => 0.063553157296261
225 => 0.061117559645572
226 => 0.065472660164817
227 => 0.0653548669008
228 => 0.066978179056765
301 => 0.067993269461609
302 => 0.065653814717865
303 => 0.065065448176371
304 => 0.065400608498174
305 => 0.059861154957614
306 => 0.066525487521816
307 => 0.066583120946574
308 => 0.066089628573532
309 => 0.069638179925785
310 => 0.077126730099963
311 => 0.074309236298204
312 => 0.073218217538963
313 => 0.071144190080114
314 => 0.073907708525465
315 => 0.073695513426465
316 => 0.072735886716188
317 => 0.072155501487594
318 => 0.07322487906686
319 => 0.072022993771246
320 => 0.071807102146554
321 => 0.070499033793328
322 => 0.070032112904544
323 => 0.069686423267144
324 => 0.06930585294313
325 => 0.07014529624569
326 => 0.068243007284125
327 => 0.065949033280164
328 => 0.065758314162878
329 => 0.066284906413902
330 => 0.066051928543006
331 => 0.065757198754465
401 => 0.065194479323257
402 => 0.065027532488616
403 => 0.06557002871011
404 => 0.064957582105538
405 => 0.065861280432276
406 => 0.065615524491313
407 => 0.064242751782496
408 => 0.062531768721758
409 => 0.062516537383609
410 => 0.062147908889748
411 => 0.06167840507915
412 => 0.061547799859834
413 => 0.063452925406741
414 => 0.067396478273229
415 => 0.066622264484315
416 => 0.067181713291426
417 => 0.069933647715575
418 => 0.070808404915456
419 => 0.07018752297474
420 => 0.069337621479957
421 => 0.069375012832405
422 => 0.072279383522756
423 => 0.072460525560139
424 => 0.072918213049972
425 => 0.073506470816875
426 => 0.070287705816142
427 => 0.069223409290329
428 => 0.068719086551476
429 => 0.067165967713269
430 => 0.068840873225929
501 => 0.067864977510307
502 => 0.067996659183689
503 => 0.06791090132115
504 => 0.067957730913018
505 => 0.065471442825465
506 => 0.066377315529114
507 => 0.064871126462397
508 => 0.062854508379719
509 => 0.062847747968788
510 => 0.063341312387583
511 => 0.063047720958106
512 => 0.062257673970311
513 => 0.06236989641601
514 => 0.061386709705674
515 => 0.062489273083815
516 => 0.062520890656339
517 => 0.062096343698721
518 => 0.063794994707174
519 => 0.064490933411305
520 => 0.064211487509124
521 => 0.064471326741862
522 => 0.06665443656261
523 => 0.067010378719151
524 => 0.067168464712868
525 => 0.066956650423668
526 => 0.064511229981794
527 => 0.064619694777122
528 => 0.06382385207653
529 => 0.063151448858366
530 => 0.063178341460803
531 => 0.063524044121238
601 => 0.065033747914554
602 => 0.068210830545686
603 => 0.06833139850912
604 => 0.068477530398019
605 => 0.067883138565867
606 => 0.067703864301727
607 => 0.067940373330742
608 => 0.069133518523927
609 => 0.072202611896557
610 => 0.071117789320815
611 => 0.070235811680468
612 => 0.071009543850517
613 => 0.070890433847651
614 => 0.069885025555393
615 => 0.069856807093246
616 => 0.067927107131927
617 => 0.06721374099337
618 => 0.066617598853461
619 => 0.065966627199366
620 => 0.065580709382051
621 => 0.066173654545958
622 => 0.066309268120464
623 => 0.065012783156673
624 => 0.064836077046785
625 => 0.065894814654789
626 => 0.065428903707223
627 => 0.06590810467083
628 => 0.066019283404896
629 => 0.066001381068048
630 => 0.065514916529258
701 => 0.065824974519701
702 => 0.065091594939567
703 => 0.064294154796221
704 => 0.063785437667043
705 => 0.0633415145003
706 => 0.063587828874175
707 => 0.062709763106539
708 => 0.0624288521955
709 => 0.065719933849065
710 => 0.068151091251643
711 => 0.068115741260166
712 => 0.067900557278326
713 => 0.06758083752979
714 => 0.06911012903291
715 => 0.068577354452372
716 => 0.068964992474519
717 => 0.069063662620272
718 => 0.06936230743392
719 => 0.06946904728541
720 => 0.069146405318614
721 => 0.068063579470648
722 => 0.065365280409508
723 => 0.064109214912629
724 => 0.063694692377233
725 => 0.063709759484104
726 => 0.063294141414068
727 => 0.063416559562389
728 => 0.063251569377933
729 => 0.062939117883985
730 => 0.063568535874889
731 => 0.063641070434906
801 => 0.063494156754845
802 => 0.063528760244852
803 => 0.062312377721593
804 => 0.062404856642992
805 => 0.061889922256987
806 => 0.061793378267238
807 => 0.060491668979884
808 => 0.058185502291557
809 => 0.059463342501907
810 => 0.057919891219328
811 => 0.057335362831512
812 => 0.060102429306618
813 => 0.059824692578994
814 => 0.059349328030556
815 => 0.058646164788764
816 => 0.058385354702451
817 => 0.056800755180453
818 => 0.056707128587184
819 => 0.057492498898072
820 => 0.05713007752254
821 => 0.056621100651584
822 => 0.054777638019139
823 => 0.052704975670768
824 => 0.052767536318775
825 => 0.053426811648537
826 => 0.055343743585214
827 => 0.054594765114295
828 => 0.054051372640106
829 => 0.053949611564008
830 => 0.055223364482615
831 => 0.057025991721932
901 => 0.057871744091108
902 => 0.057033629179136
903 => 0.056070847895574
904 => 0.056129447931205
905 => 0.056519287714983
906 => 0.056560254364221
907 => 0.055933582724137
908 => 0.05610998712007
909 => 0.055842012711891
910 => 0.054197454263539
911 => 0.05416770941616
912 => 0.053764108250847
913 => 0.053751887367962
914 => 0.053065261102736
915 => 0.052969197341808
916 => 0.051605859216966
917 => 0.052503212499305
918 => 0.051901315030674
919 => 0.050994113572187
920 => 0.050837711698799
921 => 0.050833010069624
922 => 0.051764503120956
923 => 0.052492327460658
924 => 0.051911785294835
925 => 0.051779607097014
926 => 0.053190924443377
927 => 0.053011321446609
928 => 0.052855786409723
929 => 0.05686458622404
930 => 0.053691308360458
1001 => 0.052307578087568
1002 => 0.050594949111614
1003 => 0.05115258974201
1004 => 0.051270092816279
1005 => 0.047151528853688
1006 => 0.045480627966999
1007 => 0.044907237749259
1008 => 0.044577243572402
1009 => 0.044727626062602
1010 => 0.043223619287455
1011 => 0.04423433671433
1012 => 0.042931993977581
1013 => 0.042713651979575
1014 => 0.045042402122189
1015 => 0.045366434100172
1016 => 0.043984013013249
1017 => 0.044871751144698
1018 => 0.044549844957752
1019 => 0.042954318905852
1020 => 0.042893381546565
1021 => 0.042092802659174
1022 => 0.040840051723027
1023 => 0.040267510929413
1024 => 0.039969326713072
1025 => 0.040092363332229
1026 => 0.0400301522526
1027 => 0.039624182876829
1028 => 0.040053421942009
1029 => 0.038956893504301
1030 => 0.038520247045076
1031 => 0.038323023969565
1101 => 0.037349791867278
1102 => 0.038898636940297
1103 => 0.039203778931518
1104 => 0.039509522146725
1105 => 0.042170808095341
1106 => 0.042037857770064
1107 => 0.043239663961132
1108 => 0.043192963982527
1109 => 0.042850189388865
1110 => 0.041404079761888
1111 => 0.041980473284776
1112 => 0.04020642361277
1113 => 0.041535662250688
1114 => 0.040929053246675
1115 => 0.041330567136238
1116 => 0.040608608959756
1117 => 0.041008170423544
1118 => 0.039276139417658
1119 => 0.037658793234697
1120 => 0.038309660551999
1121 => 0.039017227761612
1122 => 0.040551413756827
1123 => 0.039637665234837
1124 => 0.039966283756001
1125 => 0.038865466720176
1126 => 0.036594166742427
1127 => 0.036607022053639
1128 => 0.036257632035022
1129 => 0.035955708047159
1130 => 0.039742620244439
1201 => 0.039271657850484
1202 => 0.038521240913752
1203 => 0.039525703803952
1204 => 0.03979129973509
1205 => 0.039798860877866
1206 => 0.040531691073616
1207 => 0.040922802680455
1208 => 0.040991737796335
1209 => 0.042144861943192
1210 => 0.042531373947143
1211 => 0.044123362190192
1212 => 0.040889619593159
1213 => 0.040823022792397
1214 => 0.039539838656713
1215 => 0.038726022991524
1216 => 0.039595561311558
1217 => 0.040365853559291
1218 => 0.039563773784031
1219 => 0.039668508469852
1220 => 0.038591781903891
1221 => 0.038976660986529
1222 => 0.039308170701307
1223 => 0.039125130522047
1224 => 0.038851110514449
1225 => 0.040302698379274
1226 => 0.040220794103122
1227 => 0.041572546094707
1228 => 0.042626333436861
1229 => 0.044514908741019
1230 => 0.042544081957473
1231 => 0.042472257196153
]
'min_raw' => 0.035955708047159
'max_raw' => 0.10395852601022
'avg_raw' => 0.069957117028688
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.035955'
'max' => '$0.103958'
'avg' => '$0.069957'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0063223842470223
'max_diff' => -0.035117243183157
'year' => 2030
]
5 => [
'items' => [
101 => 0.043174355759104
102 => 0.042531266459511
103 => 0.042937676698166
104 => 0.044449429768494
105 => 0.04448137072868
106 => 0.04394631849195
107 => 0.043913760514719
108 => 0.044016523149613
109 => 0.044618407111921
110 => 0.044408090361465
111 => 0.044651474229662
112 => 0.044955829483668
113 => 0.046214771858191
114 => 0.046518298602559
115 => 0.045780885974318
116 => 0.045847466078189
117 => 0.045571653512798
118 => 0.045305222030551
119 => 0.045904121093449
120 => 0.046998620902284
121 => 0.046991812075778
122 => 0.047245714757392
123 => 0.047403894024594
124 => 0.046724872815463
125 => 0.04628285497662
126 => 0.046452352742358
127 => 0.046723383360954
128 => 0.046364461165607
129 => 0.044149027106985
130 => 0.044821048277895
131 => 0.044709191094899
201 => 0.044549892864015
202 => 0.045225615347951
203 => 0.04516044026594
204 => 0.04320819352412
205 => 0.043333170026482
206 => 0.043215793759164
207 => 0.043595060491795
208 => 0.042510784811302
209 => 0.042844300707913
210 => 0.043053478751751
211 => 0.043176686226552
212 => 0.043621796109693
213 => 0.043569567602345
214 => 0.043618549512344
215 => 0.044278529964388
216 => 0.047616484612887
217 => 0.047798162119623
218 => 0.046903515631029
219 => 0.0472609092571
220 => 0.046574791648437
221 => 0.047035386995721
222 => 0.04735051463448
223 => 0.04592651343049
224 => 0.045842193320881
225 => 0.045153243860781
226 => 0.045523446276546
227 => 0.044934427614567
228 => 0.045078952191219
301 => 0.044674848875475
302 => 0.045402154387646
303 => 0.046215394962104
304 => 0.046420851647056
305 => 0.045880383563613
306 => 0.045489049052617
307 => 0.044801994564912
308 => 0.045944581489974
309 => 0.046278708726568
310 => 0.045942826461843
311 => 0.045864995201933
312 => 0.045717505105043
313 => 0.045896285923219
314 => 0.04627688899788
315 => 0.046097403616505
316 => 0.046215956873029
317 => 0.045764154110749
318 => 0.046725097599737
319 => 0.048251307123895
320 => 0.048256214137075
321 => 0.048076727788207
322 => 0.048003285841338
323 => 0.048187449727419
324 => 0.04828735108082
325 => 0.048882903318524
326 => 0.049521954597429
327 => 0.052504128076162
328 => 0.051666745696694
329 => 0.05431270741732
330 => 0.056405319603206
331 => 0.057032802498913
401 => 0.056455547760214
402 => 0.054480790481815
403 => 0.05438389946866
404 => 0.057335020563606
405 => 0.056501193684374
406 => 0.056402012630305
407 => 0.055346893784042
408 => 0.055970599701195
409 => 0.055834186067899
410 => 0.05561885047416
411 => 0.056808837916357
412 => 0.059036388177238
413 => 0.058689203579246
414 => 0.058430046382275
415 => 0.057294494984672
416 => 0.057978350560616
417 => 0.057734842688413
418 => 0.05878110704131
419 => 0.058161323216247
420 => 0.056494876625673
421 => 0.056760263737902
422 => 0.056720151009773
423 => 0.057545668112241
424 => 0.057297868368674
425 => 0.056671764132798
426 => 0.059028774652612
427 => 0.058875723499837
428 => 0.059092715042108
429 => 0.059188241429702
430 => 0.060622912197929
501 => 0.061210650907327
502 => 0.061344077884175
503 => 0.061902384200761
504 => 0.061330186714413
505 => 0.063619384629697
506 => 0.065141567664959
507 => 0.066909661591239
508 => 0.069493322036378
509 => 0.070464802263946
510 => 0.070289313056218
511 => 0.072248214918814
512 => 0.075768318021956
513 => 0.071000826536963
514 => 0.076021006647035
515 => 0.074431675584953
516 => 0.0706634002276
517 => 0.070420767719635
518 => 0.07297268754221
519 => 0.078632600095502
520 => 0.077214856195099
521 => 0.07863491901663
522 => 0.076978340304236
523 => 0.076896077208424
524 => 0.078554462686122
525 => 0.082429370748649
526 => 0.080588547176899
527 => 0.077949275198338
528 => 0.079898072555688
529 => 0.07820984393207
530 => 0.074405792337621
531 => 0.077213772073058
601 => 0.07533615599063
602 => 0.075884144183043
603 => 0.079830613913993
604 => 0.079355764234901
605 => 0.079970263689542
606 => 0.078885688236352
607 => 0.077872523741221
608 => 0.075981376972476
609 => 0.07542150164666
610 => 0.075576231044512
611 => 0.075421424970455
612 => 0.074363345733878
613 => 0.07413485362348
614 => 0.073754023429014
615 => 0.07387205863057
616 => 0.073155986449171
617 => 0.074507362603533
618 => 0.074758189926068
619 => 0.075741608795794
620 => 0.075843710605215
621 => 0.07858251815931
622 => 0.077074028982306
623 => 0.07808605375893
624 => 0.077995528737362
625 => 0.070745070181004
626 => 0.071744119398733
627 => 0.073298326462603
628 => 0.072598158287008
629 => 0.071608284300836
630 => 0.070808907983317
701 => 0.069597771121851
702 => 0.071302422996541
703 => 0.073543858942242
704 => 0.075900557119731
705 => 0.078731975563002
706 => 0.078100035927808
707 => 0.075847625721428
708 => 0.075948667197899
709 => 0.076573265847091
710 => 0.075764353845616
711 => 0.075525789904543
712 => 0.076540490824986
713 => 0.076547478512555
714 => 0.075616727494578
715 => 0.074582368063734
716 => 0.074578034059951
717 => 0.07439397978996
718 => 0.077011083149989
719 => 0.078450225379011
720 => 0.078615220716275
721 => 0.078439119878199
722 => 0.078506894101582
723 => 0.077669488947849
724 => 0.079583548804498
725 => 0.081340079409859
726 => 0.08086929168482
727 => 0.080163513958566
728 => 0.079601328004745
729 => 0.080736858540626
730 => 0.080686295153354
731 => 0.081324737647385
801 => 0.081295774208034
802 => 0.081081090010328
803 => 0.080869299351868
804 => 0.081709025372928
805 => 0.08146719776445
806 => 0.081224994530902
807 => 0.08073921886656
808 => 0.080805243847224
809 => 0.080099587983446
810 => 0.079773119292247
811 => 0.074863813484531
812 => 0.073551886556514
813 => 0.073964645474804
814 => 0.074100536427985
815 => 0.073529584147632
816 => 0.074348183052051
817 => 0.074220605279908
818 => 0.074716935760816
819 => 0.074406850024509
820 => 0.07441957605129
821 => 0.075331472084518
822 => 0.075596199382448
823 => 0.07546155694211
824 => 0.07555585589205
825 => 0.077728935392319
826 => 0.077419992978552
827 => 0.077255873478688
828 => 0.077301335701763
829 => 0.077856604105432
830 => 0.078012048941928
831 => 0.077353418246778
901 => 0.07766403229011
902 => 0.078986587463824
903 => 0.079449406924484
904 => 0.080926504476967
905 => 0.080299007183357
906 => 0.081450805623225
907 => 0.084991041350355
908 => 0.087819226614866
909 => 0.085218310565923
910 => 0.090411912636975
911 => 0.094455876827259
912 => 0.094300662746061
913 => 0.093595504050908
914 => 0.088991558334621
915 => 0.08475493884553
916 => 0.08829905094452
917 => 0.088308085615114
918 => 0.088003643242693
919 => 0.086112777814388
920 => 0.087937845224476
921 => 0.088082712447818
922 => 0.088001625326051
923 => 0.086551903235538
924 => 0.084338445556752
925 => 0.084770949888918
926 => 0.085479400807854
927 => 0.084138155419963
928 => 0.083709546249608
929 => 0.084506412243529
930 => 0.087074080509567
1001 => 0.086588677697362
1002 => 0.086576001868268
1003 => 0.088652760941708
1004 => 0.087166249637784
1005 => 0.084776405153617
1006 => 0.084172937903189
1007 => 0.082031035708418
1008 => 0.08351045518354
1009 => 0.08356369685669
1010 => 0.082753433929466
1011 => 0.084842153524547
1012 => 0.084822905605767
1013 => 0.086805833996412
1014 => 0.090596448325433
1015 => 0.089475377143539
1016 => 0.088171693331194
1017 => 0.088313439908827
1018 => 0.089868050005096
1019 => 0.088928097252595
1020 => 0.089266110815978
1021 => 0.089867538381085
1022 => 0.09023039456372
1023 => 0.088261230488185
1024 => 0.087802124146172
1025 => 0.086862953694843
1026 => 0.086617941654537
1027 => 0.087382876390711
1028 => 0.087181343113272
1029 => 0.083559222100224
1030 => 0.083180690301069
1031 => 0.08319229933093
1101 => 0.08224046312375
1102 => 0.080788684440935
1103 => 0.084603872138172
1104 => 0.084297459172566
1105 => 0.083959202973017
1106 => 0.084000637427399
1107 => 0.085656681098061
1108 => 0.084696092136867
1109 => 0.087249975327635
1110 => 0.086724973720369
1111 => 0.086186507802889
1112 => 0.08611207541102
1113 => 0.085904811972544
1114 => 0.085194028522679
1115 => 0.084335714795503
1116 => 0.083768981726961
1117 => 0.077272457631501
1118 => 0.078478174715076
1119 => 0.079865242315159
1120 => 0.080344052492383
1121 => 0.079525014551586
1122 => 0.085226369132676
1123 => 0.086268061554261
1124 => 0.083112707261365
1125 => 0.082522469305431
1126 => 0.085265065034804
1127 => 0.0836109445413
1128 => 0.084355794898241
1129 => 0.082745835837896
1130 => 0.086017148354216
1201 => 0.08599222643379
1202 => 0.084719611978997
1203 => 0.0857952170017
1204 => 0.085608304159666
1205 => 0.084171525574515
1206 => 0.086062696798101
1207 => 0.086063634795434
1208 => 0.08483877105172
1209 => 0.083408398356214
1210 => 0.083152681502152
1211 => 0.082960033203343
1212 => 0.08430841522629
1213 => 0.085517370331783
1214 => 0.087766936057718
1215 => 0.088332530329581
1216 => 0.090540082426407
1217 => 0.089225592636508
1218 => 0.089808288934878
1219 => 0.090440888194182
1220 => 0.09074417954216
1221 => 0.090249982566141
1222 => 0.093679219637205
1223 => 0.093968752315112
1224 => 0.094065830117566
1225 => 0.092909510671588
1226 => 0.093936592979552
1227 => 0.093456055181046
1228 => 0.094706281035513
1229 => 0.094902332413179
1230 => 0.094736283871026
1231 => 0.094798513672758
]
'min_raw' => 0.042510784811302
'max_raw' => 0.094902332413179
'avg_raw' => 0.06870655861224
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.04251'
'max' => '$0.0949023'
'avg' => '$0.0687065'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0065550767641428
'max_diff' => -0.0090561935970378
'year' => 2031
]
6 => [
'items' => [
101 => 0.091872264791478
102 => 0.091720523349791
103 => 0.089651518025308
104 => 0.09049465298835
105 => 0.088918452587454
106 => 0.089418281971241
107 => 0.089638602001065
108 => 0.089523519320537
109 => 0.090542322574131
110 => 0.089676131680822
111 => 0.087390111498412
112 => 0.085103468491332
113 => 0.085074761551037
114 => 0.084472728809874
115 => 0.08403756940581
116 => 0.084121396545142
117 => 0.084416814317894
118 => 0.084020399187818
119 => 0.084104994454577
120 => 0.085509839538089
121 => 0.085791571200691
122 => 0.084834136931504
123 => 0.080989900183613
124 => 0.080046514843143
125 => 0.080724601517728
126 => 0.080400519761651
127 => 0.064889494450938
128 => 0.0685335797694
129 => 0.066368388014615
130 => 0.067366207990902
131 => 0.065156107882953
201 => 0.066210883495738
202 => 0.066016104954294
203 => 0.071875686310057
204 => 0.071784197006777
205 => 0.071827988094751
206 => 0.069737725368691
207 => 0.073067570648122
208 => 0.074707972170133
209 => 0.074404377506282
210 => 0.074480785742483
211 => 0.073167839091949
212 => 0.071840700288287
213 => 0.070368699109828
214 => 0.073103495354561
215 => 0.072799432696675
216 => 0.073496843035573
217 => 0.075270553887555
218 => 0.075531739548182
219 => 0.075882775724748
220 => 0.075756954243905
221 => 0.078754532378904
222 => 0.078391505888098
223 => 0.07926629528109
224 => 0.077466787129274
225 => 0.075430472844613
226 => 0.075817509617998
227 => 0.075780234864368
228 => 0.075305684468686
229 => 0.074877281590046
301 => 0.074164111498873
302 => 0.076420687196658
303 => 0.076329074344319
304 => 0.077812179935395
305 => 0.077550026616053
306 => 0.075799302589689
307 => 0.07586183004079
308 => 0.07628235719911
309 => 0.07773780649555
310 => 0.078169882941279
311 => 0.077969727916348
312 => 0.07844348001405
313 => 0.078817914355644
314 => 0.078490503202462
315 => 0.083125954682512
316 => 0.081200992045445
317 => 0.082139205440948
318 => 0.082362963807501
319 => 0.081789811456707
320 => 0.081914107678547
321 => 0.082102382585942
322 => 0.083245550955637
323 => 0.086245555536151
324 => 0.087574237143138
325 => 0.091571641313756
326 => 0.087463908631819
327 => 0.08722017277396
328 => 0.08794022597513
329 => 0.090287125391487
330 => 0.092189066935392
331 => 0.092820050671145
401 => 0.092903445588231
402 => 0.09408721302351
403 => 0.094765726441456
404 => 0.093943472520693
405 => 0.09324669841642
406 => 0.0907509400617
407 => 0.091039830886983
408 => 0.093030002193937
409 => 0.095841236385515
410 => 0.098253567780955
411 => 0.097408853404509
412 => 0.10385342782138
413 => 0.10449238105108
414 => 0.10440409837457
415 => 0.10585972892083
416 => 0.10297059872051
417 => 0.10173543958561
418 => 0.093397348886486
419 => 0.095740012266639
420 => 0.099145211069488
421 => 0.098694520239091
422 => 0.096221573847237
423 => 0.098251691829362
424 => 0.097580471336813
425 => 0.097051051885375
426 => 0.099476425025421
427 => 0.096809627629103
428 => 0.099118607725466
429 => 0.09615731686854
430 => 0.097412711988627
501 => 0.096700089001836
502 => 0.097161243410078
503 => 0.094465344162427
504 => 0.095919985957205
505 => 0.094404826281346
506 => 0.09440410789838
507 => 0.094370660664557
508 => 0.096153239303959
509 => 0.096211369129393
510 => 0.094894040821548
511 => 0.094704193231852
512 => 0.095406159274109
513 => 0.094584340883824
514 => 0.094968864536175
515 => 0.094595987713534
516 => 0.094512045286769
517 => 0.093843177748687
518 => 0.093555011222385
519 => 0.093668008742484
520 => 0.09328228995217
521 => 0.093049880428947
522 => 0.094324428560726
523 => 0.093643488909041
524 => 0.094220064793055
525 => 0.093562983803543
526 => 0.091285254817335
527 => 0.089975308790819
528 => 0.08567288988146
529 => 0.08689305054702
530 => 0.087702018330634
531 => 0.087434654482975
601 => 0.08800905548382
602 => 0.08804431904018
603 => 0.087857575419481
604 => 0.08764135023005
605 => 0.087536103765838
606 => 0.088320524683263
607 => 0.088775907428223
608 => 0.087783209070312
609 => 0.08755063373438
610 => 0.088554306582606
611 => 0.089166546440221
612 => 0.09368698156099
613 => 0.09335209312643
614 => 0.094192597378638
615 => 0.094097969498429
616 => 0.094978951857571
617 => 0.096418985683844
618 => 0.09349099427524
619 => 0.093999192341449
620 => 0.093874593911622
621 => 0.095234926897011
622 => 0.095239173708106
623 => 0.094423586129693
624 => 0.094865729387348
625 => 0.094618937150491
626 => 0.095064924078463
627 => 0.093347620487215
628 => 0.095439110889888
629 => 0.09662485117554
630 => 0.096641315180556
701 => 0.097203346665338
702 => 0.097774403204545
703 => 0.098870496503011
704 => 0.097743833757357
705 => 0.095717077156333
706 => 0.095863402436543
707 => 0.094675115782925
708 => 0.094695091096253
709 => 0.094588461308211
710 => 0.094908465328843
711 => 0.093417843374356
712 => 0.093767689367662
713 => 0.093277902928339
714 => 0.093998127641383
715 => 0.093223284907557
716 => 0.093874533826486
717 => 0.094155591270652
718 => 0.095192699290359
719 => 0.0930701032098
720 => 0.088741986114418
721 => 0.089651808801215
722 => 0.088306109582413
723 => 0.088430659168551
724 => 0.08868226915447
725 => 0.087866718868442
726 => 0.088022300162073
727 => 0.088016741703455
728 => 0.087968841910014
729 => 0.087756685782572
730 => 0.08744901742397
731 => 0.088674673469314
801 => 0.088882936314894
802 => 0.089345878822309
803 => 0.090723281707474
804 => 0.090585646677849
805 => 0.09081013512159
806 => 0.090320078109353
807 => 0.088453391507831
808 => 0.088554761571194
809 => 0.087290675256715
810 => 0.089313553293194
811 => 0.08883450907347
812 => 0.088525666148647
813 => 0.0884413954952
814 => 0.089822212695698
815 => 0.090235374843744
816 => 0.089977919919362
817 => 0.089449872358294
818 => 0.090463879778792
819 => 0.090735185386979
820 => 0.090795920707286
821 => 0.092592547439771
822 => 0.090896332183599
823 => 0.091304628054689
824 => 0.09449003588774
825 => 0.091601310539397
826 => 0.093131532782677
827 => 0.09305663636676
828 => 0.093839446286525
829 => 0.09299242310483
830 => 0.093002922972316
831 => 0.09369800514893
901 => 0.092721887590606
902 => 0.092480187155993
903 => 0.092146279736667
904 => 0.092875354371008
905 => 0.093312401641086
906 => 0.096834681662064
907 => 0.0991102351911
908 => 0.099011447411059
909 => 0.099914182797657
910 => 0.099507492237886
911 => 0.098194181140836
912 => 0.10043584304227
913 => 0.099726487421542
914 => 0.099784965837048
915 => 0.099782789267502
916 => 0.10025444874234
917 => 0.099920234777463
918 => 0.09926146474632
919 => 0.099698787036503
920 => 0.10099747789276
921 => 0.1050286541593
922 => 0.10728455380404
923 => 0.1048928461681
924 => 0.10654261406913
925 => 0.10555334120092
926 => 0.10537356089245
927 => 0.10640973705118
928 => 0.10744772689912
929 => 0.10738161143316
930 => 0.10662808410493
1001 => 0.10620243563726
1002 => 0.10942558843716
1003 => 0.11180035251515
1004 => 0.11163840952565
1005 => 0.11235317321461
1006 => 0.11445174151223
1007 => 0.11464360829725
1008 => 0.11461943749234
1009 => 0.11414387564644
1010 => 0.11621018866897
1011 => 0.11793394334568
1012 => 0.11403379681942
1013 => 0.11551892155995
1014 => 0.11618564190371
1015 => 0.11716458517536
1016 => 0.11881622656457
1017 => 0.12061034718949
1018 => 0.12086405551739
1019 => 0.12068403731768
1020 => 0.11950076653699
1021 => 0.1214639147331
1022 => 0.12261388090488
1023 => 0.12329865944367
1024 => 0.12503514388177
1025 => 0.11618975934157
1026 => 0.10992855651989
1027 => 0.10895077928642
1028 => 0.11093912773987
1029 => 0.11146343937026
1030 => 0.11125209000948
1031 => 0.10420453699002
1101 => 0.10891367537829
1102 => 0.11398031232847
1103 => 0.11417494248826
1104 => 0.1167114068839
1105 => 0.11753738366431
1106 => 0.11957956996479
1107 => 0.11945183065567
1108 => 0.11994907052155
1109 => 0.11983476368738
1110 => 0.12361748377596
1111 => 0.12779038577303
1112 => 0.12764589144589
1113 => 0.12704598741228
1114 => 0.12793694720103
1115 => 0.13224382925736
1116 => 0.131847320574
1117 => 0.13223249498536
1118 => 0.13731055165501
1119 => 0.1439127476707
1120 => 0.14084536477177
1121 => 0.14750070304679
1122 => 0.1516898857066
1123 => 0.15893464394716
1124 => 0.15802756453425
1125 => 0.16084789575281
1126 => 0.15640370307197
1127 => 0.14619893835722
1128 => 0.14458399527884
1129 => 0.14781715221863
1130 => 0.15576555306825
1201 => 0.14756682878992
1202 => 0.14922542003338
1203 => 0.14874774564369
1204 => 0.14872229240544
1205 => 0.14969373898332
1206 => 0.14828460505486
1207 => 0.14254353993197
1208 => 0.14517463624549
1209 => 0.14415864360322
1210 => 0.14528596318708
1211 => 0.15136964203925
1212 => 0.14867990260192
1213 => 0.14584648060138
1214 => 0.14940022057673
1215 => 0.1539253527629
1216 => 0.15364217812314
1217 => 0.15309270096417
1218 => 0.15619007493956
1219 => 0.16130602930149
1220 => 0.16268885120794
1221 => 0.16370962206874
1222 => 0.16385036912438
1223 => 0.16530015127127
1224 => 0.1575043072753
1225 => 0.16987651190838
1226 => 0.17201284987325
1227 => 0.17161130687799
1228 => 0.17398575661511
1229 => 0.17328713326847
1230 => 0.17227493764984
1231 => 0.17603894554311
]
'min_raw' => 0.064889494450938
'max_raw' => 0.17603894554311
'avg_raw' => 0.12046421999703
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.064889'
'max' => '$0.176038'
'avg' => '$0.120464'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.022378709639637
'max_diff' => 0.081136613129935
'year' => 2032
]
7 => [
'items' => [
101 => 0.17172381423325
102 => 0.16559902859883
103 => 0.16223885006526
104 => 0.16666380421613
105 => 0.16936596930645
106 => 0.17115192854118
107 => 0.1716923587265
108 => 0.15810947645279
109 => 0.15078905624844
110 => 0.15548136167064
111 => 0.16120629813134
112 => 0.1574725049642
113 => 0.15761886258735
114 => 0.1522954547546
115 => 0.16167730160234
116 => 0.16031044543038
117 => 0.16740169766846
118 => 0.16570931341099
119 => 0.17149195433031
120 => 0.16996919117885
121 => 0.17629009588402
122 => 0.17881167590258
123 => 0.18304580120632
124 => 0.18616044101575
125 => 0.18798941708541
126 => 0.18787961222251
127 => 0.19512692660276
128 => 0.1908534385146
129 => 0.18548493029207
130 => 0.18538783091575
131 => 0.18816825739655
201 => 0.19399526852755
202 => 0.19550612773426
203 => 0.19635049191561
204 => 0.19505731877935
205 => 0.1904187537433
206 => 0.1884158448788
207 => 0.19012238126121
208 => 0.18803543390986
209 => 0.1916380905323
210 => 0.19658530756083
211 => 0.19556372680786
212 => 0.19897871810111
213 => 0.20251287482207
214 => 0.20756687766195
215 => 0.20888818115348
216 => 0.2110722455803
217 => 0.21332036530329
218 => 0.21404240076979
219 => 0.21542099050979
220 => 0.21541372466137
221 => 0.21956819763263
222 => 0.22415070997326
223 => 0.22588050229644
224 => 0.22985806436229
225 => 0.22304662871492
226 => 0.22821318089758
227 => 0.23287354029353
228 => 0.22731726769761
301 => 0.23497529502561
302 => 0.23527263887329
303 => 0.23976217795043
304 => 0.23521117000413
305 => 0.23250879601296
306 => 0.24031044846885
307 => 0.24408542234251
308 => 0.24294836949001
309 => 0.23429534113924
310 => 0.22925890749325
311 => 0.21607758918619
312 => 0.23169143011148
313 => 0.2392964765642
314 => 0.23427564590618
315 => 0.23680786084581
316 => 0.25062280448298
317 => 0.25588264056865
318 => 0.25478863143186
319 => 0.25497350096706
320 => 0.25781161304611
321 => 0.2703973649815
322 => 0.26285569068637
323 => 0.26862101810385
324 => 0.27167892697765
325 => 0.27451928315874
326 => 0.26754426608176
327 => 0.25846987134795
328 => 0.25559562961858
329 => 0.23377642324699
330 => 0.23264063879934
331 => 0.23200308857108
401 => 0.22798342456519
402 => 0.22482506973519
403 => 0.22231342871218
404 => 0.21572213262829
405 => 0.21794650156708
406 => 0.20744135131978
407 => 0.21416217416834
408 => 0.19739570071792
409 => 0.21135931802588
410 => 0.20375955597293
411 => 0.20886259179654
412 => 0.20884478778528
413 => 0.19944848091504
414 => 0.1940288872082
415 => 0.19748246325194
416 => 0.20118497091604
417 => 0.20178569032781
418 => 0.20658608815964
419 => 0.2079257760103
420 => 0.20386645927876
421 => 0.19704825282271
422 => 0.19863196667572
423 => 0.19399679329752
424 => 0.1858738302416
425 => 0.19170788412169
426 => 0.1936998866216
427 => 0.19457966840743
428 => 0.18659166717054
429 => 0.18408166375397
430 => 0.18274535899595
501 => 0.19601710217205
502 => 0.19674415822251
503 => 0.19302443667302
504 => 0.20983793079516
505 => 0.20603251924871
506 => 0.21028409629456
507 => 0.19848826124326
508 => 0.19893887802742
509 => 0.19335454067749
510 => 0.1964813964479
511 => 0.19427143557264
512 => 0.19622877740184
513 => 0.19740200002384
514 => 0.20298542103895
515 => 0.2114230717251
516 => 0.20215144412998
517 => 0.19811166321463
518 => 0.20061792057392
519 => 0.20729241419244
520 => 0.21740461368555
521 => 0.21141798805865
522 => 0.21407475085237
523 => 0.21465513533165
524 => 0.2102408192313
525 => 0.21756737581668
526 => 0.22149373701163
527 => 0.22552137115167
528 => 0.22901845302373
529 => 0.22391264550657
530 => 0.22937659143869
531 => 0.2249736155337
601 => 0.22102369097563
602 => 0.22102968138073
603 => 0.21855183600627
604 => 0.21375069836464
605 => 0.21286529492086
606 => 0.21747127544954
607 => 0.22116483564557
608 => 0.22146905495428
609 => 0.22351399966078
610 => 0.22472417687348
611 => 0.23658555871407
612 => 0.24135630461286
613 => 0.24718988239229
614 => 0.24946238969981
615 => 0.25630182195648
616 => 0.25077842493769
617 => 0.24958340324888
618 => 0.23299317775544
619 => 0.23570982625059
620 => 0.24005944260891
621 => 0.23306490132712
622 => 0.23750132784894
623 => 0.23837717242071
624 => 0.23282722949086
625 => 0.23579169380857
626 => 0.22791895548314
627 => 0.21159467590688
628 => 0.2175855494064
629 => 0.22199684880825
630 => 0.21570138065251
701 => 0.22698576365342
702 => 0.22039366006123
703 => 0.21830427969929
704 => 0.21015286198945
705 => 0.21400001737165
706 => 0.21920335011204
707 => 0.21598829543084
708 => 0.22266001663722
709 => 0.23210895314851
710 => 0.23884282800035
711 => 0.23935977129662
712 => 0.23503034090146
713 => 0.24196828073975
714 => 0.24201881605715
715 => 0.23419279157724
716 => 0.22939939515878
717 => 0.22831032540711
718 => 0.23103103517148
719 => 0.23433447909615
720 => 0.23954308944363
721 => 0.24269054358987
722 => 0.25089743472257
723 => 0.25311798415307
724 => 0.25555769474866
725 => 0.25881790048327
726 => 0.26273261336725
727 => 0.25416744444182
728 => 0.2545077545707
729 => 0.24653198786018
730 => 0.23800873728935
731 => 0.24447682203443
801 => 0.25293298242537
802 => 0.25099312988846
803 => 0.25077485685047
804 => 0.25114193155648
805 => 0.24967934609331
806 => 0.24306412624935
807 => 0.23974200425718
808 => 0.24402838919079
809 => 0.24630641201796
810 => 0.24983942675843
811 => 0.24940390811877
812 => 0.25850457467214
813 => 0.26204081850491
814 => 0.26113609600808
815 => 0.26130258672086
816 => 0.26770478726706
817 => 0.27482535098741
818 => 0.28149469855265
819 => 0.28827904535116
820 => 0.28010025048799
821 => 0.27594756285442
822 => 0.28023207648646
823 => 0.2779586532444
824 => 0.29102241753439
825 => 0.29192692422978
826 => 0.30498974386091
827 => 0.31738791518248
828 => 0.30960084591171
829 => 0.31694370149675
830 => 0.32488559848376
831 => 0.34020680629805
901 => 0.33504716251278
902 => 0.3310949562352
903 => 0.3273601403998
904 => 0.33513169926795
905 => 0.34512968559813
906 => 0.34728315609413
907 => 0.35077260098669
908 => 0.34710387635118
909 => 0.35152245107789
910 => 0.36712196148328
911 => 0.36290683607106
912 => 0.35692068037048
913 => 0.36923499564263
914 => 0.37369149846893
915 => 0.40496956919258
916 => 0.44445942551385
917 => 0.42811036569247
918 => 0.41796197668047
919 => 0.4203470888213
920 => 0.43476744753382
921 => 0.43939880907298
922 => 0.42680917188349
923 => 0.43125604457463
924 => 0.45575875030966
925 => 0.46890366579559
926 => 0.45105110496802
927 => 0.40179659768758
928 => 0.35638169254559
929 => 0.36842777044908
930 => 0.36706211904814
1001 => 0.39338721958564
1002 => 0.36280630672401
1003 => 0.36332121086748
1004 => 0.39019068660533
1005 => 0.3830223711379
1006 => 0.37141061812915
1007 => 0.35646647119289
1008 => 0.32884083341491
1009 => 0.30437203563707
1010 => 0.35236098290701
1011 => 0.3502916122385
1012 => 0.34729485684693
1013 => 0.35396381168806
1014 => 0.38634636338072
1015 => 0.38559984075211
1016 => 0.38085084466811
1017 => 0.38445291634209
1018 => 0.37077915754894
1019 => 0.37430319653564
1020 => 0.35637449859258
1021 => 0.36447901883141
1022 => 0.3713857045223
1023 => 0.37277232392997
1024 => 0.37589644825801
1025 => 0.34920114792912
1026 => 0.36118655404395
1027 => 0.36822685725573
1028 => 0.33641851121648
1029 => 0.36759810852616
1030 => 0.34873644214207
1031 => 0.34233450927859
1101 => 0.35095386848875
1102 => 0.34759489582195
1103 => 0.34470704836853
1104 => 0.34309557987
1105 => 0.34942468598998
1106 => 0.34912942562456
1107 => 0.33877377958572
1108 => 0.32526526147817
1109 => 0.32979916355706
1110 => 0.32815195442624
1111 => 0.32218225604195
1112 => 0.32620511196883
1113 => 0.30849049038765
1114 => 0.27801340468314
1115 => 0.29814750103792
1116 => 0.29737236022995
1117 => 0.29698149908473
1118 => 0.3121117160298
1119 => 0.31065729478402
1120 => 0.30801750598121
1121 => 0.32213377425044
1122 => 0.31698114644157
1123 => 0.33286033123671
1124 => 0.34331938934407
1125 => 0.34066663389296
1126 => 0.35050342859595
1127 => 0.32990361550376
1128 => 0.33674604709193
1129 => 0.33815626275906
1130 => 0.32195958169121
1201 => 0.31089525608696
1202 => 0.31015739171171
1203 => 0.29097337587193
1204 => 0.30122132228557
1205 => 0.31023909104074
1206 => 0.30592027961414
1207 => 0.3045530729373
1208 => 0.31153783533833
1209 => 0.31208061119733
1210 => 0.29970526409123
1211 => 0.30227849063086
1212 => 0.31300927306446
1213 => 0.30200810244589
1214 => 0.28063462496502
1215 => 0.27533370703832
1216 => 0.2746264668716
1217 => 0.26024995703329
1218 => 0.27568793972151
1219 => 0.26894884656589
1220 => 0.29023756109777
1221 => 0.27807756153082
1222 => 0.27755336825338
1223 => 0.27676097323208
1224 => 0.2643865173281
1225 => 0.26709573673337
1226 => 0.27610159466227
1227 => 0.27931498622955
1228 => 0.27897980316254
1229 => 0.27605746104529
1230 => 0.27739529430175
1231 => 0.27308566725067
]
'min_raw' => 0.15078905624844
'max_raw' => 0.46890366579559
'avg_raw' => 0.30984636102202
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.150789'
'max' => '$0.4689036'
'avg' => '$0.309846'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.085899561797505
'max_diff' => 0.29286472025247
'year' => 2033
]
8 => [
'items' => [
101 => 0.27156384824181
102 => 0.26676056884053
103 => 0.25970107506045
104 => 0.26068274096896
105 => 0.2466960365736
106 => 0.23907533768843
107 => 0.2369660286762
108 => 0.23414537251097
109 => 0.23728462929555
110 => 0.24665641399739
111 => 0.23535205331193
112 => 0.21597151982542
113 => 0.21713632291078
114 => 0.21975328961044
115 => 0.21487658947858
116 => 0.21026120207419
117 => 0.21427390696409
118 => 0.2060621194368
119 => 0.22074564490084
120 => 0.22034849668714
121 => 0.22582160695701
122 => 0.22924405512829
123 => 0.22135642012425
124 => 0.21937270125116
125 => 0.22050271767627
126 => 0.20182606331197
127 => 0.22429532584102
128 => 0.22448964095643
129 => 0.22282579696618
130 => 0.23478998560225
131 => 0.26003815534836
201 => 0.2505387782846
202 => 0.24686033236532
203 => 0.23986760398384
204 => 0.24918499936503
205 => 0.24846956877377
206 => 0.24523412032107
207 => 0.24327731100166
208 => 0.24688279217172
209 => 0.2428305519846
210 => 0.24210265829888
211 => 0.23769241451956
212 => 0.23611815814365
213 => 0.23495264139588
214 => 0.23366952197789
215 => 0.23649976368053
216 => 0.23008606363305
217 => 0.22235177011854
218 => 0.22170874729903
219 => 0.22348418983885
220 => 0.22269868868113
221 => 0.22170498662169
222 => 0.21980773877155
223 => 0.21924486586271
224 => 0.22107392974935
225 => 0.21900902326238
226 => 0.22205590526518
227 => 0.22122732195209
228 => 0.21659892292038
301 => 0.21083022407408
302 => 0.2107788705541
303 => 0.20953601385022
304 => 0.20795304897308
305 => 0.20751270435759
306 => 0.21393596815061
307 => 0.22723193197004
308 => 0.22462161612684
309 => 0.22650783683948
310 => 0.23578617588442
311 => 0.23873548085742
312 => 0.2366421340457
313 => 0.23377663181782
314 => 0.23390269937317
315 => 0.24369498793238
316 => 0.24430572095835
317 => 0.24584884628504
318 => 0.247832198417
319 => 0.23697990749003
320 => 0.23339155744644
321 => 0.23169119812171
322 => 0.2264547495234
323 => 0.2321018103975
324 => 0.22881150985742
325 => 0.22925548381295
326 => 0.22896634519198
327 => 0.2291242344305
328 => 0.22074154055622
329 => 0.22379575362259
330 => 0.21871753202539
331 => 0.21191836336386
401 => 0.21189557016641
402 => 0.21355965706394
403 => 0.21256979306156
404 => 0.20990609448289
405 => 0.21028446029369
406 => 0.20696957765589
407 => 0.21068694706381
408 => 0.21079354791704
409 => 0.20936215820851
410 => 0.21508927867954
411 => 0.2174356846094
412 => 0.21649351323991
413 => 0.21736957935448
414 => 0.22473008653499
415 => 0.22593017036686
416 => 0.22646316833188
417 => 0.22574902166745
418 => 0.21750411591387
419 => 0.21786981254408
420 => 0.21518657331507
421 => 0.21291951891934
422 => 0.21301018920604
423 => 0.21417574986189
424 => 0.2192658216052
425 => 0.22997757751289
426 => 0.2303840808194
427 => 0.23087677468542
428 => 0.22887274112421
429 => 0.22826830542613
430 => 0.22906571212999
501 => 0.23308848445155
502 => 0.24343614703463
503 => 0.23977859198062
504 => 0.23680494278848
505 => 0.23941363482005
506 => 0.23901204712939
507 => 0.23562224287668
508 => 0.2355271023614
509 => 0.22902098421447
510 => 0.22661582047269
511 => 0.22460588562667
512 => 0.2224110892455
513 => 0.2211099403805
514 => 0.22310909639872
515 => 0.22356632703341
516 => 0.21919513746029
517 => 0.21859936047358
518 => 0.22216896823766
519 => 0.22059811694908
520 => 0.22221377645463
521 => 0.22258862331878
522 => 0.2225282643402
523 => 0.2208881151838
524 => 0.22193349734613
525 => 0.21946085688878
526 => 0.21677223177
527 => 0.21505705645148
528 => 0.21356033850108
529 => 0.21439080460972
530 => 0.21143034456954
531 => 0.2104832338204
601 => 0.22157934539138
602 => 0.22977616231216
603 => 0.22965697734784
604 => 0.2289314695294
605 => 0.22785351207509
606 => 0.23300962514958
607 => 0.23121333845416
608 => 0.23252028710985
609 => 0.23285296039519
610 => 0.23385986223512
611 => 0.23421974309676
612 => 0.23313193317956
613 => 0.22948111023266
614 => 0.2203836065588
615 => 0.21614869404038
616 => 0.21475110237125
617 => 0.21480190217402
618 => 0.21340061683337
619 => 0.21381335816739
620 => 0.21325708224125
621 => 0.21220363021474
622 => 0.21432575691563
623 => 0.21457031224893
624 => 0.21407498251942
625 => 0.21419165060192
626 => 0.21009053199964
627 => 0.21040233113981
628 => 0.20866619390582
629 => 0.20834068910389
630 => 0.20395188535914
701 => 0.19617648335803
702 => 0.20048481084318
703 => 0.19528095708363
704 => 0.19331017881364
705 => 0.20263953662487
706 => 0.20170312785673
707 => 0.20010040309278
708 => 0.19772963912979
709 => 0.19685029971461
710 => 0.19150771179299
711 => 0.19119204319698
712 => 0.19383997403294
713 => 0.19261804506188
714 => 0.19090199400582
715 => 0.18468663103408
716 => 0.17769850521789
717 => 0.17790943281049
718 => 0.18013222561391
719 => 0.18659529547433
720 => 0.18407006226762
721 => 0.18223797660244
722 => 0.18189488202965
723 => 0.18618942892532
724 => 0.19226711251809
725 => 0.19511862567931
726 => 0.19229286273829
727 => 0.18904677842151
728 => 0.18924435253297
729 => 0.19055872458172
730 => 0.19069684649983
731 => 0.18858397931247
801 => 0.18917873904952
802 => 0.18827524462297
803 => 0.18273050099494
804 => 0.18263021416528
805 => 0.1812694446579
806 => 0.18122824109802
807 => 0.17891323270609
808 => 0.17858934702917
809 => 0.17399275735603
810 => 0.17701824659864
811 => 0.17498890726002
812 => 0.17193021420394
813 => 0.17140289436819
814 => 0.17138704249717
815 => 0.1745276363545
816 => 0.17698154693088
817 => 0.17502420848665
818 => 0.17457856046431
819 => 0.1793369154326
820 => 0.17873137138951
821 => 0.17820697415354
822 => 0.19172292261298
823 => 0.18102399474473
824 => 0.17635865152071
825 => 0.17058440335635
826 => 0.17246452767495
827 => 0.17286069749366
828 => 0.15897467154483
829 => 0.15334111254678
830 => 0.15140788739484
831 => 0.15029528898811
901 => 0.15080231405319
902 => 0.14573145020438
903 => 0.14913915457513
904 => 0.14474821511151
905 => 0.14401205982109
906 => 0.15186360351505
907 => 0.15295609995201
908 => 0.14829517073989
909 => 0.15128824182997
910 => 0.15020291264591
911 => 0.14482348516586
912 => 0.14461803060451
913 => 0.14191882299104
914 => 0.13769508574554
915 => 0.13576472448635
916 => 0.1347593755824
917 => 0.13517420213403
918 => 0.13496445313562
919 => 0.13359569904133
920 => 0.1350429085181
921 => 0.1313458863332
922 => 0.12987370231024
923 => 0.12920875094148
924 => 0.12592743095972
925 => 0.13114947026032
926 => 0.13217827778805
927 => 0.13320911238443
928 => 0.14218182376524
929 => 0.14173357246128
930 => 0.14578554594189
1001 => 0.14562809370353
1002 => 0.14447240522925
1003 => 0.13959674565774
1004 => 0.14154009666267
1005 => 0.13555876433331
1006 => 0.14004038520553
1007 => 0.13799516059641
1008 => 0.13934889270787
1009 => 0.13691476031036
1010 => 0.13826190968201
1011 => 0.13242224621912
1012 => 0.12696925064376
1013 => 0.12916369524615
1014 => 0.13154930749413
1015 => 0.13672192269044
1016 => 0.13364115575266
1017 => 0.13474911604018
1018 => 0.13103763454731
1019 => 0.12337978809523
1020 => 0.12342313067451
1021 => 0.12224513783311
1022 => 0.12122718002837
1023 => 0.13399501889526
1024 => 0.1324071363025
1025 => 0.12987705320787
1026 => 0.13326366997154
1027 => 0.13415914519669
1028 => 0.13418463811746
1029 => 0.136655426287
1030 => 0.137974086376
1031 => 0.13820650593208
1101 => 0.14209434450177
1102 => 0.1433974967085
1103 => 0.148764996219
1104 => 0.13786220728041
1105 => 0.137637671517
1106 => 0.13331132661449
1107 => 0.13056749028051
1108 => 0.13349919943573
1109 => 0.13609629352905
1110 => 0.13339202556734
1111 => 0.13374514587292
1112 => 0.13011488708114
1113 => 0.13141253377965
1114 => 0.1325302419283
1115 => 0.13191310918446
1116 => 0.13098923159738
1117 => 0.13588336143027
1118 => 0.13560721544485
1119 => 0.14016474166079
1120 => 0.14371765925794
1121 => 0.15008512275203
1122 => 0.14344034265257
1123 => 0.14319818045513
1124 => 0.14556535477908
1125 => 0.14339713430644
1126 => 0.14476737480072
1127 => 0.14986435582456
1128 => 0.14997204700188
1129 => 0.14816808102959
1130 => 0.14805830953623
1201 => 0.14840478093443
1202 => 0.15043407473555
1203 => 0.14972497712754
1204 => 0.15054556283168
1205 => 0.15157171781997
1206 => 0.15581632993222
1207 => 0.15683969154242
1208 => 0.1543534533818
1209 => 0.15457793285048
1210 => 0.15364801152964
1211 => 0.1527497191856
1212 => 0.15476894918995
1213 => 0.15845913171098
1214 => 0.15843617527704
1215 => 0.15929222589502
1216 => 0.15982553833811
1217 => 0.15753617092378
1218 => 0.15604587691942
1219 => 0.15661735047056
1220 => 0.15753114912391
1221 => 0.15632101788315
1222 => 0.14885152727784
1223 => 0.15111729357458
1224 => 0.15074015927249
1225 => 0.15020307416522
1226 => 0.15248131969725
1227 => 0.15226157735787
1228 => 0.14567944116631
1229 => 0.1461008081696
1230 => 0.14570506588939
1231 => 0.14698379015801
]
'min_raw' => 0.12122718002837
'max_raw' => 0.27156384824181
'avg_raw' => 0.19639551413509
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.121227'
'max' => '$0.271563'
'avg' => '$0.196395'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.029561876220076
'max_diff' => -0.19733981755378
'year' => 2034
]
9 => [
'items' => [
101 => 0.14332807899952
102 => 0.14445255113028
103 => 0.14515780950942
104 => 0.14557321211279
105 => 0.14707393116038
106 => 0.14689783910138
107 => 0.14706298503074
108 => 0.14928815520318
109 => 0.16054230234914
110 => 0.16115484074742
111 => 0.1581384776489
112 => 0.15934345521163
113 => 0.15703016179082
114 => 0.15858309116193
115 => 0.15964556599751
116 => 0.15484444651767
117 => 0.15456015538108
118 => 0.15223731417544
119 => 0.1534854774669
120 => 0.15149955992407
121 => 0.15198683462463
122 => 0.15062437208201
123 => 0.15307653339514
124 => 0.15581843077057
125 => 0.15651114232841
126 => 0.15468891645081
127 => 0.15336950482488
128 => 0.15105305265097
129 => 0.15490536424169
130 => 0.15603189754789
131 => 0.15489944704182
201 => 0.15463703351503
202 => 0.15413976035593
203 => 0.15474253236649
204 => 0.15602576220557
205 => 0.15542061471099
206 => 0.15582032529249
207 => 0.1542970407356
208 => 0.15753692879965
209 => 0.1626826507669
210 => 0.16269919510443
211 => 0.16209404434789
212 => 0.16184642969646
213 => 0.1624673510963
214 => 0.16280417548418
215 => 0.16481212143373
216 => 0.16696672743769
217 => 0.17702133352994
218 => 0.17419804037339
219 => 0.18311908504963
220 => 0.19017447313587
221 => 0.1922900755282
222 => 0.19034382087404
223 => 0.18368578883676
224 => 0.1833591140212
225 => 0.1933090248335
226 => 0.19049771929424
227 => 0.19016332344584
228 => 0.18660591658962
301 => 0.18870878463506
302 => 0.18824885654631
303 => 0.18752283755776
304 => 0.1915349633014
305 => 0.19904530452856
306 => 0.19787474741677
307 => 0.1970009808334
308 => 0.19317239001472
309 => 0.19547805683429
310 => 0.19465705304198
311 => 0.19818460635561
312 => 0.19609496191749
313 => 0.19047642088978
314 => 0.1913711920674
315 => 0.19123594920393
316 => 0.19401923775067
317 => 0.19318376361441
318 => 0.19107280946995
319 => 0.19901963499872
320 => 0.19850361235145
321 => 0.19923521448608
322 => 0.19955728837129
323 => 0.20439438103189
324 => 0.20637598312523
325 => 0.20682584149324
326 => 0.20870821021932
327 => 0.20677900644454
328 => 0.21449719704262
329 => 0.21962934342143
330 => 0.22559059553826
331 => 0.23430158711446
401 => 0.23757700052828
402 => 0.23698532641216
403 => 0.24358990080807
404 => 0.25545817418606
405 => 0.23938424378878
406 => 0.25631013152767
407 => 0.25095159088831
408 => 0.23824658742841
409 => 0.23742853498775
410 => 0.24603251083891
411 => 0.26511530117481
412 => 0.26033527863088
413 => 0.26512311957929
414 => 0.25953784879183
415 => 0.25926049302087
416 => 0.26485185544371
417 => 0.27791637851396
418 => 0.2717099133196
419 => 0.2628114235758
420 => 0.26938192992679
421 => 0.26368994925391
422 => 0.25086432371282
423 => 0.26033162343773
424 => 0.25400110972485
425 => 0.25584869017489
426 => 0.2691544884065
427 => 0.2675534995605
428 => 0.2696253273748
429 => 0.26596860551173
430 => 0.26255265067951
501 => 0.25617651731304
502 => 0.2542888585628
503 => 0.25481053953052
504 => 0.25428860004362
505 => 0.25072121202477
506 => 0.24995083492176
507 => 0.2486668393324
508 => 0.2490648032554
509 => 0.24665051590125
510 => 0.25120677495575
511 => 0.25205245678588
512 => 0.25536812216527
513 => 0.25571236554426
514 => 0.26494644643033
515 => 0.25986046985071
516 => 0.26327258204241
517 => 0.26296737061194
518 => 0.23852194337833
519 => 0.24189030756729
520 => 0.2471304251944
521 => 0.2447697593062
522 => 0.24143233005102
523 => 0.23873717698584
524 => 0.23465374449853
525 => 0.24040109730904
526 => 0.24795825509203
527 => 0.25590402753685
528 => 0.26545035250166
529 => 0.26331972390099
530 => 0.25572556563192
531 => 0.25606623402433
601 => 0.25817211197816
602 => 0.25544480868876
603 => 0.25464047370543
604 => 0.25806160870286
605 => 0.25808516817936
606 => 0.25494707613929
607 => 0.25145966110153
608 => 0.25144504870519
609 => 0.25082449688365
610 => 0.25964824358231
611 => 0.26450041208516
612 => 0.26505670538435
613 => 0.26446296911381
614 => 0.2646914746398
615 => 0.26186810469822
616 => 0.26832149114031
617 => 0.27424375671333
618 => 0.27265646302901
619 => 0.27027688414912
620 => 0.26838143495524
621 => 0.27220995543718
622 => 0.27203947744677
623 => 0.27419203089003
624 => 0.27409437863209
625 => 0.27337055587075
626 => 0.272656488879
627 => 0.27548768378681
628 => 0.27467234512096
629 => 0.27385574000896
630 => 0.27221791344086
701 => 0.27244052127288
702 => 0.27006135326083
703 => 0.26896064127514
704 => 0.25240857398764
705 => 0.24798532075402
706 => 0.24937696626494
707 => 0.24983513210119
708 => 0.24791012662537
709 => 0.25067008998437
710 => 0.25023995261839
711 => 0.25191336548746
712 => 0.25086788977801
713 => 0.2509107964658
714 => 0.25398531760838
715 => 0.25487786417602
716 => 0.25442390778798
717 => 0.25474184328145
718 => 0.26206853253617
719 => 0.26102691161849
720 => 0.26047357126624
721 => 0.26062685032541
722 => 0.26249897651598
723 => 0.26302306963504
724 => 0.26080245026221
725 => 0.26184970719568
726 => 0.26630879430171
727 => 0.26786922242635
728 => 0.27284935995221
729 => 0.27073370901634
730 => 0.27461707787235
731 => 0.28655322979774
801 => 0.29608865387463
802 => 0.28731948382545
803 => 0.30483007581373
804 => 0.31846458342183
805 => 0.31794126831037
806 => 0.31556377653705
807 => 0.30004125211737
808 => 0.28575719371857
809 => 0.29770641510232
810 => 0.29773687612501
811 => 0.2967104274109
812 => 0.29033524260336
813 => 0.29648858479861
814 => 0.29697701475642
815 => 0.29670362386406
816 => 0.29181578461953
817 => 0.28435295751682
818 => 0.28581117606921
819 => 0.28819976780487
820 => 0.28367766533683
821 => 0.28223257959444
822 => 0.28491926892835
823 => 0.29357634175617
824 => 0.29193977228508
825 => 0.29189703484229
826 => 0.29889897305308
827 => 0.293887096407
828 => 0.28582956887501
829 => 0.28379493690746
830 => 0.27657336411495
831 => 0.2815613301651
901 => 0.28174083818334
902 => 0.27900898015345
903 => 0.28605124409801
904 => 0.285986348396
905 => 0.29267192990869
906 => 0.30545225077123
907 => 0.30167248101078
908 => 0.29727702001716
909 => 0.29775492850008
910 => 0.30299640497907
911 => 0.2998272886486
912 => 0.3009669249769
913 => 0.30299468000299
914 => 0.30421807495656
915 => 0.29757890079325
916 => 0.29603099170737
917 => 0.29286451295992
918 => 0.29203843775984
919 => 0.29461746862889
920 => 0.2939379851134
921 => 0.28172575122949
922 => 0.2804495048404
923 => 0.28048864549509
924 => 0.2772794632675
925 => 0.27238469007844
926 => 0.28524786176757
927 => 0.28421476906096
928 => 0.28307431466789
929 => 0.2832140138237
930 => 0.28879748068061
1001 => 0.28555878793176
1002 => 0.29416938341587
1003 => 0.29239930384253
1004 => 0.29058382840726
1005 => 0.29033287440137
1006 => 0.28963407124787
1007 => 0.28723761522134
1008 => 0.28434375056462
1009 => 0.28243297045598
1010 => 0.26052948589531
1011 => 0.26459464522307
1012 => 0.26927124047871
1013 => 0.27088558242068
1014 => 0.26812413881988
1015 => 0.2873466538459
1016 => 0.29085879257391
1017 => 0.28022029527561
1018 => 0.27823026679808
1019 => 0.28747711978158
1020 => 0.28190013705072
1021 => 0.28441145203294
1022 => 0.27898336265724
1023 => 0.29001282120176
1024 => 0.28992879520705
1025 => 0.28563808672161
1026 => 0.289264564152
1027 => 0.28863437445524
1028 => 0.28379017514273
1029 => 0.29016639096041
1030 => 0.2901695534839
1031 => 0.28603983985472
1101 => 0.28121723844638
1102 => 0.28035507121934
1103 => 0.27970554402962
1104 => 0.28425170816102
1105 => 0.28832778470574
1106 => 0.29591235261039
1107 => 0.29781929318651
1108 => 0.30526220920732
1109 => 0.30083031510593
1110 => 0.30279491635844
1111 => 0.30492776892786
1112 => 0.30595033688269
1113 => 0.30428411727431
1114 => 0.31584602948109
1115 => 0.31682220911918
1116 => 0.31714951370791
1117 => 0.31325090196415
1118 => 0.31671378167405
1119 => 0.31509361493631
1120 => 0.31930883869262
1121 => 0.31996983960029
1122 => 0.31940999534729
1123 => 0.31961980746857
1124 => 0.30975375506116
1125 => 0.30924214819627
1126 => 0.30226635229143
1127 => 0.30510904068513
1128 => 0.29979477098671
1129 => 0.30147998065112
1130 => 0.30222280501393
1201 => 0.30183479572171
1202 => 0.30526976202178
1203 => 0.30234933894947
1204 => 0.29464186229964
1205 => 0.28693228575295
1206 => 0.28683549829949
1207 => 0.28480570288008
1208 => 0.28333853256742
1209 => 0.2836211616203
1210 => 0.28461718326654
1211 => 0.28328064197867
1212 => 0.2835658608268
1213 => 0.28830239410902
1214 => 0.28925227207935
1215 => 0.28602421559486
1216 => 0.27306310300331
1217 => 0.26988241346285
1218 => 0.27216863002872
1219 => 0.27107596576144
1220 => 0.21877946098117
1221 => 0.23106574905427
1222 => 0.22376565388415
1223 => 0.22712987359977
1224 => 0.21967836678156
1225 => 0.22323461640215
1226 => 0.22257790695067
1227 => 0.24233389459452
1228 => 0.24202543202094
1229 => 0.24217307673144
1230 => 0.23512561001304
1231 => 0.24635241585502
]
'min_raw' => 0.14332807899952
'max_raw' => 0.31996983960029
'avg_raw' => 0.23164895929991
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.143328'
'max' => '$0.319969'
'avg' => '$0.231648'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.022100898971152
'max_diff' => 0.048405991358485
'year' => 2035
]
10 => [
'items' => [
101 => 0.25188314411566
102 => 0.25085955351018
103 => 0.25111716921318
104 => 0.2466904779139
105 => 0.24221593677948
106 => 0.23725298203447
107 => 0.24647353851096
108 => 0.24544837003092
109 => 0.24779973768015
110 => 0.25377992765415
111 => 0.25466053334435
112 => 0.2558440763222
113 => 0.25541986041497
114 => 0.26552640438134
115 => 0.26430243522189
116 => 0.2672518487362
117 => 0.26118468136471
118 => 0.25431910558305
119 => 0.25562402708656
120 => 0.25549835265226
121 => 0.25389837286117
122 => 0.2524539826457
123 => 0.25004947989136
124 => 0.25765768240553
125 => 0.25734880327766
126 => 0.2623491973251
127 => 0.26146532910598
128 => 0.25556264081945
129 => 0.25577345648636
130 => 0.2571912931609
131 => 0.26209844208008
201 => 0.26355521798346
202 => 0.26288038134253
203 => 0.26447766961625
204 => 0.26574010114111
205 => 0.26463621157903
206 => 0.28026495988091
207 => 0.27377481395344
208 => 0.27693806592035
209 => 0.27769248287549
210 => 0.27576005970857
211 => 0.27617913309859
212 => 0.2768139150938
213 => 0.2806681870657
214 => 0.29078291196253
215 => 0.29526265476608
216 => 0.30874018201716
217 => 0.29489067448727
218 => 0.29406890202541
219 => 0.29649661166566
220 => 0.30440934690319
221 => 0.31082187560779
222 => 0.31294928132676
223 => 0.31323045311216
224 => 0.3172216076682
225 => 0.3195092630291
226 => 0.31673697652731
227 => 0.31438775398754
228 => 0.30597313044632
229 => 0.30694714603348
301 => 0.3136571475442
302 => 0.32313541989521
303 => 0.33126876361853
304 => 0.32842075012227
305 => 0.35014908271455
306 => 0.3523033581388
307 => 0.35200570693123
308 => 0.35691346694683
309 => 0.34717256276381
310 => 0.34300813750444
311 => 0.31489568256545
312 => 0.32279413571117
313 => 0.33427500121837
314 => 0.33275546561745
315 => 0.32441775420171
316 => 0.33126243871676
317 => 0.32899937196301
318 => 0.3272143973196
319 => 0.33539171219541
320 => 0.32640041858388
321 => 0.33418530618661
322 => 0.32420110731176
323 => 0.32843375960802
324 => 0.32603110145431
325 => 0.32758591573847
326 => 0.31849650320334
327 => 0.32340092957428
328 => 0.31829246294205
329 => 0.31829004086372
330 => 0.31817727117968
331 => 0.32418735951809
401 => 0.32438334828303
402 => 0.31994188392021
403 => 0.31930179951681
404 => 0.32166852703799
405 => 0.31889770895761
406 => 0.3201941572981
407 => 0.31893697705713
408 => 0.31865395930463
409 => 0.31639882570114
410 => 0.31542725213857
411 => 0.31580823116682
412 => 0.31450775333525
413 => 0.31372416840139
414 => 0.31802139641379
415 => 0.31572556083644
416 => 0.31766952668464
417 => 0.31545413225257
418 => 0.30777460994961
419 => 0.3033580354637
420 => 0.2888521297255
421 => 0.29296598659833
422 => 0.29569347796112
423 => 0.29479204208199
424 => 0.29672867515973
425 => 0.29684756870202
426 => 0.29621794954681
427 => 0.29548893122429
428 => 0.29513408542212
429 => 0.29777881531174
430 => 0.29931417003018
501 => 0.2959672182085
502 => 0.29518307422551
503 => 0.2985670273075
504 => 0.30063123673268
505 => 0.31587219934905
506 => 0.31474309961077
507 => 0.31757691837922
508 => 0.31725787387439
509 => 0.32022816740646
510 => 0.32508334199169
511 => 0.31521141453175
512 => 0.31692483979323
513 => 0.31650474748788
514 => 0.32109120512354
515 => 0.32110552354365
516 => 0.31835571308052
517 => 0.31984642994316
518 => 0.31901435268611
519 => 0.32051802875159
520 => 0.31472801979538
521 => 0.32177962571119
522 => 0.32577743187001
523 => 0.32583294141241
524 => 0.32772786980313
525 => 0.32965322679496
526 => 0.33334878187753
527 => 0.32955015976948
528 => 0.3227168083855
529 => 0.32321015428383
530 => 0.31920376286763
531 => 0.31927111103115
601 => 0.31891160125611
602 => 0.31999051715364
603 => 0.31496478116219
604 => 0.31614431135408
605 => 0.31449296217811
606 => 0.31692125008262
607 => 0.31430881370774
608 => 0.31650454490665
609 => 0.31745214970246
610 => 0.32094883179947
611 => 0.31379235091894
612 => 0.29919980195238
613 => 0.3022673326627
614 => 0.29773021379279
615 => 0.29815014141823
616 => 0.29899846205261
617 => 0.29624877732336
618 => 0.29677333051718
619 => 0.29675458978587
620 => 0.29659309228802
621 => 0.29587779309209
622 => 0.29484046774034
623 => 0.29897285266979
624 => 0.29967502539411
625 => 0.30123586837947
626 => 0.30587987837401
627 => 0.30541583226226
628 => 0.30617271072361
629 => 0.30452044929216
630 => 0.29822678508724
701 => 0.2985685613333
702 => 0.29430660606834
703 => 0.30112688060117
704 => 0.29951174956857
705 => 0.2984704640848
706 => 0.29818633969312
707 => 0.30284186129017
708 => 0.30423486631837
709 => 0.30336683906589
710 => 0.30158648984664
711 => 0.30500528666059
712 => 0.30592001246054
713 => 0.30612478583337
714 => 0.31218223829841
715 => 0.30646333013626
716 => 0.30783992817195
717 => 0.31857975307915
718 => 0.30884021388285
719 => 0.31399946501277
720 => 0.31374694651741
721 => 0.31638624481594
722 => 0.31353044702159
723 => 0.31356584805789
724 => 0.31590936614543
725 => 0.31261831764719
726 => 0.31180340775691
727 => 0.31067761557998
728 => 0.31313574161203
729 => 0.31460927699676
730 => 0.32648489000523
731 => 0.33415707760244
801 => 0.33382400770489
802 => 0.33686764308778
803 => 0.33549645747128
804 => 0.33106853741513
805 => 0.33862645702366
806 => 0.33623481502273
807 => 0.33643197908345
808 => 0.33642464062726
809 => 0.3380148734769
810 => 0.33688804776023
811 => 0.33466695860638
812 => 0.3361414212406
813 => 0.34052004813418
814 => 0.35411144036455
815 => 0.36171736351866
816 => 0.3536535542404
817 => 0.35921586190184
818 => 0.35588045935784
819 => 0.35527431749597
820 => 0.35876785775866
821 => 0.36226751300111
822 => 0.36204460009159
823 => 0.35950403009486
824 => 0.35806892656828
825 => 0.36893601126649
826 => 0.37694269415617
827 => 0.37639669206058
828 => 0.37880656774113
829 => 0.38588203727389
830 => 0.38652892953529
831 => 0.386447435979
901 => 0.38484404601289
902 => 0.39181076463371
903 => 0.39762252387495
904 => 0.38447290756212
905 => 0.38948010931293
906 => 0.39172800350083
907 => 0.39502857908882
908 => 0.40059720334646
909 => 0.4066462062949
910 => 0.40750160163575
911 => 0.40689465770698
912 => 0.40290517765656
913 => 0.40952406886235
914 => 0.41340126009861
915 => 0.41571003875185
916 => 0.42156471727235
917 => 0.39174188573006
918 => 0.37063180327353
919 => 0.36733515906465
920 => 0.37403901469753
921 => 0.37580676796567
922 => 0.37509418883986
923 => 0.3513328717903
924 => 0.36721006064791
925 => 0.38429258086673
926 => 0.38494879003909
927 => 0.39350065683929
928 => 0.3962854952223
929 => 0.40317086891526
930 => 0.40274018691608
1001 => 0.40441666584009
1002 => 0.40403127236803
1003 => 0.41678497724776
1004 => 0.4308542076736
1005 => 0.43036703496137
1006 => 0.42834441662807
1007 => 0.43134834976069
1008 => 0.44586930331052
1009 => 0.44453244660119
1010 => 0.44583108902112
1011 => 0.46295211162145
1012 => 0.48521187643894
1013 => 0.47486998083737
1014 => 0.49730891849249
1015 => 0.51143304030942
1016 => 0.53585924853033
1017 => 0.53280096695946
1018 => 0.54230991057207
1019 => 0.52732600466498
1020 => 0.49291992795529
1021 => 0.48747503461481
1022 => 0.49837584896911
1023 => 0.52517443737324
1024 => 0.49753186605218
1025 => 0.50312392222867
1026 => 0.50151340967365
1027 => 0.50142759230383
1028 => 0.50470289226537
1029 => 0.49995189884299
1030 => 0.4805954969528
1031 => 0.48946642187108
1101 => 0.48604093174333
1102 => 0.48984176842728
1103 => 0.51035331642625
1104 => 0.50128467212167
1105 => 0.49173159202364
1106 => 0.50371327446475
1107 => 0.51897007356508
1108 => 0.51801533049648
1109 => 0.51616272989177
1110 => 0.52660574250154
1111 => 0.54385453981728
1112 => 0.54851682042045
1113 => 0.55195842064557
1114 => 0.55243295917031
1115 => 0.5573210008991
1116 => 0.53103676857825
1117 => 0.5727505202984
1118 => 0.57995333290133
1119 => 0.57859950265798
1120 => 0.58660512572545
1121 => 0.58424966833595
1122 => 0.58083698013849
1123 => 0.5935275955453
1124 => 0.57897882906125
1125 => 0.55832868667592
1126 => 0.54699961014982
1127 => 0.56191865200992
1128 => 0.57102919027108
1129 => 0.57705067652264
1130 => 0.57887277462408
1201 => 0.5330771387117
1202 => 0.50839583089734
1203 => 0.52421626623458
1204 => 0.54351828921413
1205 => 0.53092954486602
1206 => 0.53142299981082
1207 => 0.51347475863422
1208 => 0.54510631030103
1209 => 0.5404978592864
1210 => 0.56440651130251
1211 => 0.55870051961995
1212 => 0.57819709721056
1213 => 0.57306299492948
1214 => 0.59437436645443
1215 => 0.60287604953808
1216 => 0.61715169861685
1217 => 0.62765292419154
1218 => 0.63381944470543
1219 => 0.63344922994382
1220 => 0.65788405636818
1221 => 0.64347569291354
1222 => 0.62537539262399
1223 => 0.62504801529747
1224 => 0.63442241730067
1225 => 0.65406859215778
1226 => 0.65916255945801
1227 => 0.66200939224704
1228 => 0.65764936873168
1229 => 0.64201012285838
1230 => 0.63525717578307
1231 => 0.64101088234295
]
'min_raw' => 0.23725298203447
'max_raw' => 0.66200939224704
'avg_raw' => 0.44963118714075
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.237252'
'max' => '$0.6620093'
'avg' => '$0.449631'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.093924903034948
'max_diff' => 0.34203955264674
'year' => 2036
]
11 => [
'items' => [
101 => 0.63397459364186
102 => 0.64612120197386
103 => 0.66280108958923
104 => 0.65935675875608
105 => 0.67087064032837
106 => 0.68278629646002
107 => 0.69982621989388
108 => 0.70428108686603
109 => 0.71164481256757
110 => 0.71922450517235
111 => 0.72165889815855
112 => 0.72630690971701
113 => 0.72628241240177
114 => 0.74028950808044
115 => 0.75573976837765
116 => 0.7615718839655
117 => 0.77498251217502
118 => 0.75201728133067
119 => 0.76943667273167
120 => 0.78514939981102
121 => 0.76641603882732
122 => 0.79223561263005
123 => 0.7932381281724
124 => 0.80837492262057
125 => 0.79303088158841
126 => 0.78391963900343
127 => 0.81022345495247
128 => 0.82295104292777
129 => 0.81911738984907
130 => 0.7899431006293
131 => 0.77296241295927
201 => 0.72852067799677
202 => 0.78116383279993
203 => 0.80680477788267
204 => 0.78987669677594
205 => 0.7984142362385
206 => 0.84499228323979
207 => 0.86272618783267
208 => 0.8590376596467
209 => 0.85966096019179
210 => 0.86922985321697
211 => 0.91166359457627
212 => 0.88623631314735
213 => 0.9056745170577
214 => 0.91598447032209
215 => 0.925560929494
216 => 0.9020441724388
217 => 0.87144921703977
218 => 0.86175851037604
219 => 0.78819353272588
220 => 0.78436415616269
221 => 0.78221461105578
222 => 0.76866203321593
223 => 0.75801341939729
224 => 0.74954524633103
225 => 0.72732223139463
226 => 0.73482184657222
227 => 0.69940299906728
228 => 0.72206272253406
301 => 0.6655333866982
302 => 0.71261269736059
303 => 0.68698956900064
304 => 0.70419481056252
305 => 0.70413478309554
306 => 0.67245447845331
307 => 0.65418193988677
308 => 0.66582591263921
309 => 0.67830917572954
310 => 0.6803345431672
311 => 0.69651941961031
312 => 0.70103627073283
313 => 0.68735000095999
314 => 0.66436194186145
315 => 0.66970154368824
316 => 0.65407373302617
317 => 0.62668659595596
318 => 0.64635651593333
319 => 0.65307269143893
320 => 0.65603893715428
321 => 0.62910683327967
322 => 0.62064418151785
323 => 0.61613873672838
324 => 0.66088534545012
325 => 0.66333666568565
326 => 0.6507953647789
327 => 0.70748323409236
328 => 0.69465302337814
329 => 0.70898751222386
330 => 0.66921703078952
331 => 0.67073631673836
401 => 0.65190833347711
402 => 0.66245074601711
403 => 0.65499970863165
404 => 0.66159902326603
405 => 0.66555462524788
406 => 0.68437951902236
407 => 0.71282764740865
408 => 0.68156770764733
409 => 0.66794730424275
410 => 0.6763973259109
411 => 0.69890084714401
412 => 0.73299483374624
413 => 0.7128105074723
414 => 0.72176796872059
415 => 0.72372477551362
416 => 0.70884160058359
417 => 0.73354359763505
418 => 0.74678159853359
419 => 0.76036104823719
420 => 0.77215170392728
421 => 0.75493711740708
422 => 0.77335919259774
423 => 0.7585142519281
424 => 0.74519680550567
425 => 0.74521700257469
426 => 0.73686277389705
427 => 0.72067540313357
428 => 0.71769020360596
429 => 0.73321958853773
430 => 0.74567268461478
501 => 0.74669838125399
502 => 0.75359305510543
503 => 0.75767325206992
504 => 0.79766472908072
505 => 0.81374963196132
506 => 0.83341794673208
507 => 0.84107986378077
508 => 0.86413948714805
509 => 0.84551696846793
510 => 0.84148786941036
511 => 0.78555276586665
512 => 0.79471213593839
513 => 0.809377171171
514 => 0.78579458689617
515 => 0.8007523086559
516 => 0.80370527977913
517 => 0.7849932597065
518 => 0.79498815812595
519 => 0.76844467120473
520 => 0.71340622288855
521 => 0.7336048711616
522 => 0.74847787508206
523 => 0.72725226465941
524 => 0.76529834979745
525 => 0.74307261229042
526 => 0.73602812052424
527 => 0.70854504660172
528 => 0.72151599957262
529 => 0.73905939919192
530 => 0.72821961786631
531 => 0.75071379171832
601 => 0.7825715408698
602 => 0.80527527007691
603 => 0.8070181804921
604 => 0.79242120364365
605 => 0.81581295219996
606 => 0.81598333555084
607 => 0.78959734762123
608 => 0.77343607693214
609 => 0.76976420222797
610 => 0.77893726515242
611 => 0.79007505698353
612 => 0.80763625042364
613 => 0.81824811182591
614 => 0.84591821826664
615 => 0.85340495570538
616 => 0.86163061031359
617 => 0.87262262156809
618 => 0.88582134937296
619 => 0.8569432843399
620 => 0.85809066369911
621 => 0.83119980938435
622 => 0.80246307501042
623 => 0.82427067431572
624 => 0.85278120946404
625 => 0.84624086119967
626 => 0.84550493841274
627 => 0.8467425564124
628 => 0.84181134740887
629 => 0.81950767184506
630 => 0.80830690560531
701 => 0.82275875167481
702 => 0.83043926468308
703 => 0.84235107054779
704 => 0.84088268904725
705 => 0.87156622172018
706 => 0.88348891469501
707 => 0.88043857963125
708 => 0.8809999146934
709 => 0.90258538082229
710 => 0.92659285854731
711 => 0.9490790295025
712 => 0.97195292840164
713 => 0.94437755049526
714 => 0.93037647420727
715 => 0.94482201105288
716 => 0.93715700586695
717 => 0.98120239925352
718 => 0.98425200672768
719 => 1.028294215131
720 => 1.0700955153543
721 => 1.0438408676321
722 => 1.0685978178989
723 => 1.0953744780761
724 => 1.1470309999146
725 => 1.1296349006577
726 => 1.1163097612586
727 => 1.1037175689131
728 => 1.1299199222299
729 => 1.1636288311793
730 => 1.170889407307
731 => 1.1826543143876
801 => 1.1702849531368
802 => 1.1851824863229
803 => 1.2377773247777
804 => 1.2235657351597
805 => 1.2033829932752
806 => 1.2449015669733
807 => 1.2599269773953
808 => 1.3653831766052
809 => 1.4985259842861
810 => 1.4434039876434
811 => 1.4091879855516
812 => 1.4172295576576
813 => 1.4658488038541
814 => 1.4814637626347
815 => 1.43901692187
816 => 1.4540098636189
817 => 1.5366224467288
818 => 1.5809414470383
819 => 1.5207502917822
820 => 1.3546852816463
821 => 1.2015657581926
822 => 1.2421799508746
823 => 1.2375755618296
824 => 1.3263324762516
825 => 1.2232267934474
826 => 1.2249628287166
827 => 1.3155551421336
828 => 1.2913866660594
829 => 1.2522368300837
830 => 1.2018515953211
831 => 1.1087098287922
901 => 1.0262115687273
902 => 1.1880096549292
903 => 1.1810326272415
904 => 1.170928857212
905 => 1.1934137040704
906 => 1.3025937379798
907 => 1.3000767848169
908 => 1.2840652129554
909 => 1.2962098490928
910 => 1.2501078166504
911 => 1.2619893601345
912 => 1.2015415032778
913 => 1.2288664591026
914 => 1.2521528321188
915 => 1.2568279162624
916 => 1.2673611195538
917 => 1.1773560506886
918 => 1.2177656841991
919 => 1.2415025580159
920 => 1.1342584985568
921 => 1.2393826877763
922 => 1.1757892626829
923 => 1.154204699065
924 => 1.1832654704265
925 => 1.1719404595643
926 => 1.1622038802521
927 => 1.1567707017001
928 => 1.1781097248677
929 => 1.1771142339313
930 => 1.1421994503032
1001 => 1.096654538369
1002 => 1.1119409057749
1003 => 1.1063872251859
1004 => 1.0862599702922
1005 => 1.0998233099165
1006 => 1.0400972264602
1007 => 0.93734160416529
1008 => 1.0052251157431
1009 => 1.0026116743905
1010 => 1.0012938587503
1011 => 1.0523064415386
1012 => 1.047402758764
1013 => 1.0385025265112
1014 => 1.0860965105473
1015 => 1.0687240661447
1016 => 1.1222618463308
1017 => 1.1575252909679
1018 => 1.148581340755
1019 => 1.1817467808792
1020 => 1.1122930728058
1021 => 1.1353628086287
1022 => 1.1401174492085
1023 => 1.0855092081721
1024 => 1.0482050619108
1025 => 1.0457173006536
1026 => 0.98103705186458
1027 => 1.0155887186869
1028 => 1.0459927556455
1029 => 1.0314315813909
1030 => 1.0268219486246
1031 => 1.0503715627203
1101 => 1.0522015694243
1102 => 1.0104772226369
1103 => 1.0191530355722
1104 => 1.0553326177464
1105 => 1.0182414029287
1106 => 0.9461792313534
1107 => 0.92830681646526
1108 => 0.92592230686523
1109 => 0.8774509002095
1110 => 0.92950113668837
1111 => 0.90677981360573
1112 => 0.97855620098054
1113 => 0.93755791345653
1114 => 0.93579055922361
1115 => 0.93311894408605
1116 => 0.89139760204887
1117 => 0.90053192442541
1118 => 0.93089580320159
1119 => 0.9417299772225
1120 => 0.94059988411035
1121 => 0.93074700363063
1122 => 0.93525760185933
1123 => 0.92072739336807
1124 => 0.91559647432967
1125 => 0.899401882474
1126 => 0.87560030631636
1127 => 0.87891006146463
1128 => 0.83175291107516
1129 => 0.80605919272357
1130 => 0.79894751012162
1201 => 0.78943747092861
1202 => 0.80002169435372
1203 => 0.83161932079309
1204 => 0.7935058794968
1205 => 0.72816305774138
1206 => 0.73209027266763
1207 => 0.74091355860634
1208 => 0.72447142363143
1209 => 0.70891032276147
1210 => 0.72243943745588
1211 => 0.69475282247891
1212 => 0.74425935375194
1213 => 0.74292034082146
1214 => 0.76137331421669
1215 => 0.77291233717386
1216 => 0.74631862506062
1217 => 0.73963037838119
1218 => 0.74344030765366
1219 => 0.68047066350208
1220 => 0.75622735087257
1221 => 0.75688249785082
1222 => 0.75127273167182
1223 => 0.79161082897129
1224 => 0.87673679604124
1225 => 0.84470898304543
1226 => 0.83230684580769
1227 => 0.80873037385282
1228 => 0.84014462290029
1229 => 0.83773249871207
1230 => 0.82682395836201
1231 => 0.82022643912157
]
'min_raw' => 0.61613873672838
'max_raw' => 1.5809414470383
'avg_raw' => 1.0985400918834
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.616138'
'max' => '$1.58'
'avg' => '$1.09'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.37888575469391
'max_diff' => 0.91893205479129
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.019339890899939
]
1 => [
'year' => 2028
'avg' => 0.03319286719474
]
2 => [
'year' => 2029
'avg' => 0.090676930743777
]
3 => [
'year' => 2030
'avg' => 0.069957117028688
]
4 => [
'year' => 2031
'avg' => 0.06870655861224
]
5 => [
'year' => 2032
'avg' => 0.12046421999703
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.019339890899939
'min' => '$0.019339'
'max_raw' => 0.12046421999703
'max' => '$0.120464'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.12046421999703
]
1 => [
'year' => 2033
'avg' => 0.30984636102202
]
2 => [
'year' => 2034
'avg' => 0.19639551413509
]
3 => [
'year' => 2035
'avg' => 0.23164895929991
]
4 => [
'year' => 2036
'avg' => 0.44963118714075
]
5 => [
'year' => 2037
'avg' => 1.0985400918834
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.12046421999703
'min' => '$0.120464'
'max_raw' => 1.0985400918834
'max' => '$1.09'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.0985400918834
]
]
]
]
'prediction_2025_max_price' => '$0.033067'
'last_price' => 0.0320633
'sma_50day_nextmonth' => '$0.030133'
'sma_200day_nextmonth' => '$0.059987'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '$0.0314096'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.031151'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.030839'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.031127'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.03297'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.043084'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.072871'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.031563'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.0313092'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.031121'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.031453'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.0347099'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.04574'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.079508'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.0535012'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.104751'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.44492'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.031655'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.032263'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.037098'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.05631'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.140285'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.27306'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.296649'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '51.75'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 147.44
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.030837'
'vwma_10_action' => 'BUY'
'hma_9' => '0.031518'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 132.19
'cci_20_action' => 'SELL'
'adx_14' => 20.89
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000772'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 77.59
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.009437'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 16
'buy_signals' => 17
'sell_pct' => 48.48
'buy_pct' => 51.52
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767688210
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Thala para 2026
A previsão de preço para Thala em 2026 sugere que o preço médio poderia variar entre $0.011077 na extremidade inferior e $0.033067 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Thala poderia potencialmente ganhar 3.13% até 2026 se THL atingir a meta de preço prevista.
Previsão de preço de Thala 2027-2032
A previsão de preço de THL para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.019339 na extremidade inferior e $0.120464 na extremidade superior. Considerando a volatilidade de preços no mercado, se Thala atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Thala | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.010664 | $0.019339 | $0.028015 |
| 2028 | $0.019246 | $0.033192 | $0.047139 |
| 2029 | $0.042278 | $0.090676 | $0.139075 |
| 2030 | $0.035955 | $0.069957 | $0.103958 |
| 2031 | $0.04251 | $0.0687065 | $0.0949023 |
| 2032 | $0.064889 | $0.120464 | $0.176038 |
Previsão de preço de Thala 2032-2037
A previsão de preço de Thala para 2032-2037 é atualmente estimada entre $0.120464 na extremidade inferior e $1.09 na extremidade superior. Comparado ao preço atual, Thala poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Thala | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.064889 | $0.120464 | $0.176038 |
| 2033 | $0.150789 | $0.309846 | $0.4689036 |
| 2034 | $0.121227 | $0.196395 | $0.271563 |
| 2035 | $0.143328 | $0.231648 | $0.319969 |
| 2036 | $0.237252 | $0.449631 | $0.6620093 |
| 2037 | $0.616138 | $1.09 | $1.58 |
Thala Histograma de preços potenciais
Previsão de preço de Thala baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Thala é Altista, com 17 indicadores técnicos mostrando sinais de alta e 16 indicando sinais de baixa. A previsão de preço de THL foi atualizada pela última vez em 6 de janeiro de 2026.
Médias Móveis Simples de 50 e 200 dias e Índice de Força Relativa de 14 dias - RSI (14) de Thala
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Thala está projetado para aumentar no próximo mês, alcançando $0.059987 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Thala é esperado para alcançar $0.030133 até 4 de fev. de 2026.
O oscilador de momentum Índice de Força Relativa (RSI) é uma ferramenta comumente usada para identificar se uma criptomoeda está sobrevendida (abaixo de 30) ou sobrecomprada (acima de 70). No momento, o RSI está em 51.75, sugerindo que o mercado de THL está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de THL para Sábado, 19 de Outubro de 2024
Médias móveis (MA) são indicadores amplamente utilizados nos mercados financeiros, projetados para suavizar movimentos de preços ao longo de um período definido. Como indicadores atrasados, eles se baseiam em dados históricos de preços. A tabela abaixo destaca dois tipos: a média móvel simples (SMA) e a média móvel exponencial (EMA).
Média Móvel Simples Diária (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 3 | $0.0314096 | BUY |
| SMA 5 | $0.031151 | BUY |
| SMA 10 | $0.030839 | BUY |
| SMA 21 | $0.031127 | BUY |
| SMA 50 | $0.03297 | SELL |
| SMA 100 | $0.043084 | SELL |
| SMA 200 | $0.072871 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.031563 | BUY |
| EMA 5 | $0.0313092 | BUY |
| EMA 10 | $0.031121 | BUY |
| EMA 21 | $0.031453 | BUY |
| EMA 50 | $0.0347099 | SELL |
| EMA 100 | $0.04574 | SELL |
| EMA 200 | $0.079508 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.0535012 | SELL |
| SMA 50 | $0.104751 | SELL |
| SMA 100 | $0.44492 | SELL |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.05631 | SELL |
| EMA 50 | $0.140285 | SELL |
| EMA 100 | $0.27306 | SELL |
| EMA 200 | $0.296649 | SELL |
Osciladores de Thala
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 51.75 | NEUTRAL |
| Stoch RSI (14) | 147.44 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 132.19 | SELL |
| Índice Direcional Médio (14) | 20.89 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.000772 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 77.59 | SELL |
| VWMA (10) | 0.030837 | BUY |
| Média Móvel de Hull (9) | 0.031518 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.009437 | SELL |
Previsão do preço de Thala com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Thala
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Thala por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.045054 | $0.0633088 | $0.088959 | $0.1250028 | $0.175649 | $0.246817 |
| Amazon.com stock | $0.0669019 | $0.139594 | $0.291273 | $0.607758 | $1.26 | $2.64 |
| Apple stock | $0.045479 | $0.0645089 | $0.091501 | $0.129787 | $0.184093 | $0.261122 |
| Netflix stock | $0.05059 | $0.079824 | $0.12595 | $0.19873 | $0.313564 | $0.494756 |
| Google stock | $0.041521 | $0.05377 | $0.069632 | $0.090173 | $0.116774 | $0.151223 |
| Tesla stock | $0.072685 | $0.164771 | $0.373524 | $0.846752 | $1.91 | $4.35 |
| Kodak stock | $0.024044 | $0.01803 | $0.01352 | $0.010139 | $0.0076033 | $0.0057017 |
| Nokia stock | $0.02124 | $0.014071 | $0.009321 | $0.006175 | $0.00409 | $0.0027099 |
Este cálculo mostra quanto a criptomoeda pode custar, se assumirmos que sua capitalização se comportará da mesma forma que a de algumas empresas de Internet ou nichos tecnológicos. Se você extrapolar os dados, poderá obter uma imagem em potencial do preço futuro para 2024, 2025, 2026, 2027, 2028, 2029 e 2030.
Visão geral da previsão para Thala
Você pode fazer perguntas como: 'Devo investir em Thala agora?', 'Devo comprar THL hoje?', 'Thala será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Thala regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Thala, com métodos de análise técnica.
Se você estiver tentando encontrar criptomoedas com bom retorno, você deve explorar o máximo de fontes de informações disponíveis sobre Thala para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Thala é de $0.03206 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão do preço de Thala com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Thala tiver 1% da média anterior do crescimento anual do Bitcoin | $0.032896 | $0.033751 | $0.034629 | $0.035529 |
| Se Thala tiver 2% da média anterior do crescimento anual do Bitcoin | $0.03373 | $0.035483 | $0.037328 | $0.039268 |
| Se Thala tiver 5% da média anterior do crescimento anual do Bitcoin | $0.03623 | $0.040939 | $0.046259 | $0.052272 |
| Se Thala tiver 10% da média anterior do crescimento anual do Bitcoin | $0.040397 | $0.050898 | $0.064128 | $0.080797 |
| Se Thala tiver 20% da média anterior do crescimento anual do Bitcoin | $0.048731 | $0.074065 | $0.112569 | $0.171091 |
| Se Thala tiver 50% da média anterior do crescimento anual do Bitcoin | $0.073734 | $0.169564 | $0.389941 | $0.896733 |
| Se Thala tiver 100% da média anterior do crescimento anual do Bitcoin | $0.1154061 | $0.415383 | $1.49 | $5.38 |
Perguntas Frequentes sobre Thala
THL é um bom investimento?
A decisão de adquirir Thala depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Thala experimentou uma escalada de 1.9992% nas últimas 24 horas, e Thala registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Thala dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Thala pode subir?
Parece que o valor médio de Thala pode potencialmente subir para $0.033067 até o final deste ano. Observando as perspectivas de Thala em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.103958. No entanto, dada a imprevisibilidade do mercado, é vital conduzir uma pesquisa aprofundada antes de investir quaisquer fundos em um projeto, rede ou ativo específico.
Qual será o preço de Thala na próxima semana?
Com base na nossa nova previsão experimental de Thala, o preço de Thala aumentará 0.86% na próxima semana e atingirá $0.032337 até 13 de janeiro de 2026.
Qual será o preço de Thala no próximo mês?
Com base na nossa nova previsão experimental de Thala, o preço de Thala diminuirá -11.62% no próximo mês e atingirá $0.028338 até 5 de fevereiro de 2026.
Até onde o preço de Thala pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Thala em 2026, espera-se que THL fluctue dentro do intervalo de $0.011077 e $0.033067. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Thala não considera flutuações repentinas e extremas de preço.
Onde estará Thala em 5 anos?
O futuro de Thala parece seguir uma tendência de alta, com um preço máximo de $0.103958 projetada após um período de cinco anos. Com base na previsão de Thala para 2030, o valor de Thala pode potencialmente atingir seu pico mais alto de aproximadamente $0.103958, enquanto seu pico mais baixo está previsto para cerca de $0.035955.
Quanto será Thala em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Thala, espera-se que o valor de THL em 2026 aumente 3.13% para $0.033067 se o melhor cenário ocorrer. O preço ficará entre $0.033067 e $0.011077 durante 2026.
Quanto será Thala em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Thala, o valor de THL pode diminuir -12.62% para $0.028015 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.028015 e $0.010664 ao longo do ano.
Quanto será Thala em 2028?
Nosso novo modelo experimental de previsão de preços de Thala sugere que o valor de THL em 2028 pode aumentar 47.02%, alcançando $0.047139 no melhor cenário. O preço é esperado para variar entre $0.047139 e $0.019246 durante o ano.
Quanto será Thala em 2029?
Com base no nosso modelo de previsão experimental, o valor de Thala pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.139075 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.139075 e $0.042278.
Quanto será Thala em 2030?
Usando nossa nova simulação experimental para previsões de preços de Thala, espera-se que o valor de THL em 2030 aumente 224.23%, alcançando $0.103958 no melhor cenário. O preço está previsto para variar entre $0.103958 e $0.035955 ao longo de 2030.
Quanto será Thala em 2031?
Nossa simulação experimental indica que o preço de Thala poderia aumentar 195.98% em 2031, potencialmente atingindo $0.0949023 sob condições ideais. O preço provavelmente oscilará entre $0.0949023 e $0.04251 durante o ano.
Quanto será Thala em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Thala, THL poderia ver um 449.04% aumento em valor, atingindo $0.176038 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.176038 e $0.064889 ao longo do ano.
Quanto será Thala em 2033?
De acordo com nossa previsão experimental de preços de Thala, espera-se que o valor de THL seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.4689036. Ao longo do ano, o preço de THL poderia variar entre $0.4689036 e $0.150789.
Quanto será Thala em 2034?
Os resultados da nossa nova simulação de previsão de preços de Thala sugerem que THL pode aumentar 746.96% em 2034, atingindo potencialmente $0.271563 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.271563 e $0.121227.
Quanto será Thala em 2035?
Com base em nossa previsão experimental para o preço de Thala, THL poderia aumentar 897.93%, com o valor potencialmente atingindo $0.319969 em 2035. A faixa de preço esperada para o ano está entre $0.319969 e $0.143328.
Quanto será Thala em 2036?
Nossa recente simulação de previsão de preços de Thala sugere que o valor de THL pode aumentar 1964.7% em 2036, possivelmente atingindo $0.6620093 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.6620093 e $0.237252.
Quanto será Thala em 2037?
De acordo com a simulação experimental, o valor de Thala poderia aumentar 4830.69% em 2037, com um pico de $1.58 sob condições favoráveis. O preço é esperado para cair entre $1.58 e $0.616138 ao longo do ano.
Previsões relacionadas
Previsão de Preço do Streamr
Previsão de Preço do Impossible Finance Launchpad
Previsão de Preço do SelfKey
Previsão de Preço do Solchat
Previsão de Preço do pSTAKE Finance
Previsão de Preço do Groestlcoin
Previsão de Preço do Games for a Living
Previsão de Preço do Fideum
Previsão de Preço do district0x
Previsão de Preço do SOLO Coin
Previsão de Preço do Voxies
Previsão de Preço do Picasso
Previsão de Preço do Acet Token
Previsão de Preço do Dream Machine Token
Previsão de Preço do KILT Protocol [OLD]
Previsão de Preço do Fluence
Previsão de Preço do Vyvo Smart Chain
Previsão de Preço do HydraDX
Previsão de Preço do Leash
Previsão de Preço do BNB48 Club Token
Previsão de Preço do Turbo
Previsão de Preço do SafeMoon
Previsão de Preço do ASD
Previsão de Preço do UniLend Finance
Previsão de Preço do ECOx
Como ler e prever os movimentos de preço de Thala?
Traders de Thala utilizam indicadores e padrões de gráfico para prever a direção do mercado. Eles também identificam níveis-chave de suporte e resistência para avaliar quando uma tendência de baixa pode desacelerar ou uma tendência de alta pode estagnar.
Indicadores de Previsão de Preço de Thala
Médias móveis são ferramentas populares para a previsão de preço de Thala. Uma média móvel simples (SMA) calcula o preço médio de fechamento de THL em um período específico, como uma SMA de 12 dias. Uma média móvel exponencial (EMA) dá mais peso aos preços recentes, reagindo mais rapidamente às mudanças de preço.
Médias móveis comumente usadas no mercado de criptomoedas incluem as de 50 dias, 100 dias e 200 dias, que ajudam a identificar níveis-chave de resistência e suporte. Um movimento de preço de THL acima dessas médias é visto como altista, enquanto uma queda abaixo indica fraqueza.
Traders também usam RSI e níveis de retração de Fibonacci para avaliar a direção futura de THL.
Como ler gráficos de Thala e prever movimentos de preço?
A maioria dos traders prefere gráficos de velas em vez de gráficos de linha simples porque eles fornecem informações mais detalhadas. Velas podem representar a ação de preço de Thala em diferentes períodos de tempo, como 5 minutos para tendências de curto prazo e semanal para tendências de longo prazo. Opções populares incluem gráficos de 1 hora, 4 horas e 1 dia.
Por exemplo, um gráfico de velas de 1 hora mostra os preços de abertura, fechamento, máximo e mínimo de THL dentro de cada hora. A cor da vela é crucial: verde indica que o preço fechou mais alto do que abriu, enquanto vermelho significa o oposto. Alguns gráficos usam velas vazias e preenchidas para transmitir a mesma informação.
O que afeta o preço de Thala?
A ação de preço de Thala é impulsionada pela oferta e demanda, influenciada por fatores como reduções pela metade das recompensas de bloco, hard forks e atualizações de protocolo. Eventos do mundo real, como regulamentações, adoção por empresas e governos e hacks de exchanges de criptomoedas, também impactam o preço de THL. A capitalização de mercado de Thala pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de THL, grandes detentores de Thala, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Thala.
Padrões de previsão de preço altistas e baixistas
Traders frequentemente identificam padrões de velas para ganhar vantagem em previsões de preço de criptomoedas. Certas formações indicam tendências altistas, enquanto outras sugerem movimentos baixistas.
Padrões de velas altistas comumente seguidos:
- Martelo
- Engolfo de Alta
- Linha de Perfuração
- Estrela da Manhã
- Três Soldados Brancos
Padrões de velas baixistas comuns:
- Harami de Baixa
- Nuvem Negra
- Estrela da Noite
- Estrela Cadente
- Homem Enforcado


