Previsão de Preço COTI - Projeção COTI
$0.02281
2.8102%
Add to portfolio
Add to favorites
Sentiment
Altista 47.06%
Baixista 52.94%
SMA 50
$0.024942
SMA 200
$0.042295
RSI (14)
49.51
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.022846
Previsão de Preço COTI até $0.023528 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.007882 | $0.023528 |
| 2027 | $0.007587 | $0.019933 |
| 2028 | $0.013693 | $0.03354 |
| 2029 | $0.030081 | $0.098955 |
| 2030 | $0.025583 | $0.073968 |
| 2031 | $0.030247 | $0.067524 |
| 2032 | $0.04617 | $0.125255 |
| 2033 | $0.107289 | $0.333634 |
| 2034 | $0.086255 | $0.193222 |
| 2035 | $0.10198 | $0.227664 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em COTI hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.50, com um retorno de 39.54% nos próximos 90 dias.
$
≈ $3,954.50
(39.54% ROI)
Previsão de preço de longo prazo de COTI para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'COTI'
'name_with_ticker' => 'COTI <small>COTI</small>'
'name_lang' => 'COTI'
'name_lang_with_ticker' => 'COTI <small>COTI</small>'
'name_with_lang' => 'COTI'
'name_with_lang_with_ticker' => 'COTI <small>COTI</small>'
'image' => '/uploads/coins/coti.png?1717125104'
'price_for_sd' => 0.02281
'ticker' => 'COTI'
'marketcap' => '$59.01M'
'low24h' => '$0.02188'
'high24h' => '$0.02324'
'volume24h' => '$6.43M'
'current_supply' => '2.58B'
'max_supply' => '2.58B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '0.065 USD 0.35x'
'price' => '$0.02281'
'change_24h_pct' => '2.8102%'
'ath_price' => '$0.6686'
'ath_days' => 1560
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '29 de set. de 2021'
'ath_pct' => '-96.59%'
'fdv' => '$59.01M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '-76.54%'
'change_30d_pct_is_increased' => false
'max_price' => '$1.12'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.02300889'
'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' => '$0.020163'
'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' => '$0.007882'
'current_year_max_price_prediction' => '$0.023528'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.025583'
'grand_prediction_max_price' => '$0.073968'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.023245966857015
107 => 0.023332758858973
108 => 0.023528305671094
109 => 0.021857379571551
110 => 0.022607576334433
111 => 0.023048246648695
112 => 0.021057282137135
113 => 0.023008891681741
114 => 0.021828292465633
115 => 0.021427579359681
116 => 0.021967086766908
117 => 0.021756840205624
118 => 0.021576082558323
119 => 0.021475216685319
120 => 0.021871371381927
121 => 0.021852890291823
122 => 0.021204704317859
123 => 0.020359172138264
124 => 0.020642960491384
125 => 0.020539857522165
126 => 0.02016619906117
127 => 0.020417999748186
128 => 0.019309196955978
129 => 0.017401559382537
130 => 0.018661803196071
131 => 0.018613285180132
201 => 0.018588820196378
202 => 0.019535858591668
203 => 0.019444822701854
204 => 0.019279591670416
205 => 0.020163164463702
206 => 0.019840648508421
207 => 0.02083456668828
208 => 0.021489225484132
209 => 0.02132318283751
210 => 0.02193889259925
211 => 0.020649498401868
212 => 0.021077783432722
213 => 0.021166052384004
214 => 0.020152261312586
215 => 0.019459717299288
216 => 0.01941353250918
217 => 0.018212756628565
218 => 0.018854201411665
219 => 0.019418646276005
220 => 0.019148320988677
221 => 0.019062744078448
222 => 0.019499937953444
223 => 0.019533911661844
224 => 0.018759307509962
225 => 0.018920372241661
226 => 0.019592038947632
227 => 0.01890344796399
228 => 0.017565628163472
301 => 0.017233830356138
302 => 0.017189562412392
303 => 0.016289700443686
304 => 0.017256002672177
305 => 0.016834185854151
306 => 0.018166700128153
307 => 0.01740557512126
308 => 0.017372764543454
309 => 0.017323166542836
310 => 0.01654861817354
311 => 0.016718195041299
312 => 0.017281894377016
313 => 0.017483028650527
314 => 0.017462048697955
315 => 0.017279131942746
316 => 0.017362870296595
317 => 0.017093119882469
318 => 0.016997865396872
319 => 0.016697216038516
320 => 0.016255344538239
321 => 0.016316789480508
322 => 0.01544132641649
323 => 0.014964327674872
324 => 0.014832300709934
325 => 0.014655748734633
326 => 0.014852242725331
327 => 0.015438846339626
328 => 0.014731277925888
329 => 0.013518201510687
330 => 0.013591109470222
331 => 0.01375491200873
401 => 0.013449667061882
402 => 0.013160778336957
403 => 0.013411943644996
404 => 0.012897947176172
405 => 0.01381702602634
406 => 0.013792167519132
407 => 0.01413474327902
408 => 0.01434896293204
409 => 0.013855255986265
410 => 0.013731090024528
411 => 0.013801820599361
412 => 0.012632801751663
413 => 0.014039209498896
414 => 0.014051372171497
415 => 0.013947227984519
416 => 0.014696096691953
417 => 0.016276443242646
418 => 0.015681853300983
419 => 0.015451610103994
420 => 0.015013917618213
421 => 0.015597116867909
422 => 0.015552336264857
423 => 0.015349821395321
424 => 0.015227339770341
425 => 0.015453015919859
426 => 0.015199375997968
427 => 0.015153815298438
428 => 0.014877767029813
429 => 0.01477923035731
430 => 0.014706277727846
501 => 0.014625964050984
502 => 0.01480311600922
503 => 0.014401666365577
504 => 0.013917557449936
505 => 0.013877309031732
506 => 0.013988438453072
507 => 0.013939271956741
508 => 0.013877073641463
509 => 0.013758320118894
510 => 0.013723088485516
511 => 0.013837574202038
512 => 0.013708326503017
513 => 0.013899038523409
514 => 0.01384717540644
515 => 0.013557472250982
516 => 0.013196394857436
517 => 0.013193180511248
518 => 0.013115386979094
519 => 0.01301630521956
520 => 0.012988742940741
521 => 0.01339079120331
522 => 0.014223019074537
523 => 0.01405963282989
524 => 0.014177696136143
525 => 0.01475845075136
526 => 0.014943055179637
527 => 0.014812027329042
528 => 0.014632668325701
529 => 0.014640559211586
530 => 0.015253483221664
531 => 0.015291710540345
601 => 0.01538829864205
602 => 0.015512441648536
603 => 0.014833169419856
604 => 0.014608565550701
605 => 0.014502135776947
606 => 0.01417437326729
607 => 0.014527837033721
608 => 0.014321888833849
609 => 0.014349678282204
610 => 0.014331580367507
611 => 0.014341463052707
612 => 0.013816769125071
613 => 0.014007940015201
614 => 0.013690081332156
615 => 0.01326450423687
616 => 0.01326307755322
617 => 0.013367236944377
618 => 0.01330527886276
619 => 0.013138551258216
620 => 0.013162234127509
621 => 0.012954747272213
622 => 0.013187426788413
623 => 0.01319409920437
624 => 0.013104504916494
625 => 0.013462979814786
626 => 0.013609847273104
627 => 0.013550874393528
628 => 0.013605709578663
629 => 0.014066422266
630 => 0.01414153853634
701 => 0.014174900221722
702 => 0.014130199982886
703 => 0.013614130560845
704 => 0.013637020434209
705 => 0.013469069731133
706 => 0.013327169085243
707 => 0.013332844366907
708 => 0.013405799744688
709 => 0.013724400158231
710 => 0.014394875946013
711 => 0.014420320012048
712 => 0.014451158962338
713 => 0.014325721453094
714 => 0.014287888300031
715 => 0.014337799994487
716 => 0.014589595448435
717 => 0.01523728171779
718 => 0.015008346132689
719 => 0.014822217938407
720 => 0.014985502544593
721 => 0.014960366159338
722 => 0.014748189771419
723 => 0.014742234686885
724 => 0.014335000361574
725 => 0.014184455103783
726 => 0.014058648218256
727 => 0.013921270383532
728 => 0.013839828198161
729 => 0.013964960409702
730 => 0.013993579627002
731 => 0.013719975859531
801 => 0.013682684677025
802 => 0.01390611541969
803 => 0.013807791880181
804 => 0.013908920078872
805 => 0.01393238268843
806 => 0.013928604667902
807 => 0.013825943600268
808 => 0.013891376703381
809 => 0.013736607907972
810 => 0.013568320088486
811 => 0.013460962944356
812 => 0.013367279597244
813 => 0.01341926056313
814 => 0.013233957911096
815 => 0.013174675863305
816 => 0.013869209440337
817 => 0.014382268861186
818 => 0.014374808774013
819 => 0.014329397411926
820 => 0.014261925339223
821 => 0.014584659446059
822 => 0.01447222533651
823 => 0.014554030545391
824 => 0.014574853404406
825 => 0.014637877927198
826 => 0.014660403776955
827 => 0.01459231501378
828 => 0.014363800808221
829 => 0.013794365134449
830 => 0.013529291291146
831 => 0.013441812507702
901 => 0.013444992195334
902 => 0.013357282215684
903 => 0.013383116735577
904 => 0.013348298023965
905 => 0.013282359807724
906 => 0.013415189064086
907 => 0.013430496398492
908 => 0.013399492462865
909 => 0.013406795012064
910 => 0.013150095667032
911 => 0.013169611960713
912 => 0.013060942757485
913 => 0.013040568591907
914 => 0.012765862309058
915 => 0.012279180309679
916 => 0.0125488493807
917 => 0.012223127064116
918 => 0.012099771087327
919 => 0.012683719095655
920 => 0.012625106911815
921 => 0.012524788331186
922 => 0.012376396242211
923 => 0.012321356172945
924 => 0.011986950135651
925 => 0.011967191642981
926 => 0.012132932304786
927 => 0.012056448692151
928 => 0.011949036733402
929 => 0.011560001506989
930 => 0.011122597107364
1001 => 0.011135799596763
1002 => 0.011274929798085
1003 => 0.011679469622695
1004 => 0.01152140891461
1005 => 0.011406734057357
1006 => 0.011385258903707
1007 => 0.011654065412916
1008 => 0.012034482940151
1009 => 0.012212966332567
1010 => 0.012036094711304
1011 => 0.011832914116241
1012 => 0.011845280777614
1013 => 0.011927550635369
1014 => 0.011936196034185
1015 => 0.011803946354102
1016 => 0.011841173864389
1017 => 0.011784621872108
1018 => 0.011437562399872
1019 => 0.011431285194557
1020 => 0.01134611120298
1021 => 0.011343532168365
1022 => 0.011198629961045
1023 => 0.011178357140579
1024 => 0.01089064501301
1025 => 0.011080018006649
1026 => 0.010952996545044
1027 => 0.010761545241073
1028 => 0.010728538964106
1029 => 0.010727546755564
1030 => 0.010924124437014
1031 => 0.011077720881988
1101 => 0.010955206137751
1102 => 0.010927311905337
1103 => 0.011225149330257
1104 => 0.011187246803087
1105 => 0.011154423459004
1106 => 0.012000420723043
1107 => 0.011330747874566
1108 => 0.011038732289041
1109 => 0.010677307549697
1110 => 0.010794989267289
1111 => 0.01081978653429
1112 => 0.0099506251878739
1113 => 0.0095980065378802
1114 => 0.0094770011053558
1115 => 0.0094073607681724
1116 => 0.0094390967443152
1117 => 0.0091216986012784
1118 => 0.0093349954026799
1119 => 0.0090601554398072
1120 => 0.009014077625625
1121 => 0.0095055255253794
1122 => 0.0095739076296332
1123 => 0.0092821683282318
1124 => 0.0094695121880342
1125 => 0.0094015787001954
1126 => 0.0090648667821321
1127 => 0.0090520068635473
1128 => 0.0088830566590594
1129 => 0.0086186823042418
1130 => 0.0084978561299792
1201 => 0.0084349288093623
1202 => 0.0084608938482779
1203 => 0.0084477651300589
1204 => 0.0083620913630726
1205 => 0.0084526758500964
1206 => 0.0082212699178449
1207 => 0.0081291222110581
1208 => 0.0080875012297131
1209 => 0.0078821151456114
1210 => 0.0082089757410233
1211 => 0.0082733713960007
1212 => 0.0083378939303113
1213 => 0.0088995185400797
1214 => 0.0088714613617103
1215 => 0.0091250845897692
1216 => 0.00911522925751
1217 => 0.0090428918044437
1218 => 0.0087377119888905
1219 => 0.0088593512240629
1220 => 0.0084849645651365
1221 => 0.0087654805058224
1222 => 0.0086374647451191
1223 => 0.0087221982483563
1224 => 0.0085698397694238
1225 => 0.0086541612423925
1226 => 0.0082886419947172
1227 => 0.0079473252642326
1228 => 0.0080846810802361
1229 => 0.0082340025607748
1230 => 0.0085577695769883
1231 => 0.0083649366131514
]
'min_raw' => 0.0078821151456114
'max_raw' => 0.023528305671094
'avg_raw' => 0.015705210408353
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.007882'
'max' => '$0.023528'
'avg' => '$0.0157052'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.014931544854389
'max_diff' => 0.00071464567109411
'year' => 2026
]
1 => [
'items' => [
101 => 0.0084342866387688
102 => 0.0082019756620046
103 => 0.0077226517605902
104 => 0.0077253646818178
105 => 0.007651631142224
106 => 0.0075879145987419
107 => 0.008387085798714
108 => 0.0082876962269703
109 => 0.0081293319521825
110 => 0.0083413088271322
111 => 0.0083973588773942
112 => 0.0083989545435281
113 => 0.0085536073995764
114 => 0.0086361456565724
115 => 0.0086506933821092
116 => 0.0088940429925973
117 => 0.0089756105721739
118 => 0.009311575888574
119 => 0.008629142862129
120 => 0.0086150886030369
121 => 0.008344291776473
122 => 0.0081725481479378
123 => 0.0083560512096519
124 => 0.0085186098716647
125 => 0.0083493429272323
126 => 0.0083714456167549
127 => 0.0081442185734718
128 => 0.0082254415494194
129 => 0.0082954017182219
130 => 0.0082567738250778
131 => 0.0081989459994299
201 => 0.0085052819151742
202 => 0.0084879972422678
203 => 0.0087732642896411
204 => 0.0089956503527109
205 => 0.0093942059339958
206 => 0.0089782924077527
207 => 0.0089631348657498
208 => 0.0091113022701738
209 => 0.0089755878885162
210 => 0.0090613546930226
211 => 0.0093803875758402
212 => 0.0093871282379287
213 => 0.0092742134630937
214 => 0.0092673425887833
215 => 0.0092890291064427
216 => 0.0094160477177395
217 => 0.0093716635120647
218 => 0.0094230260385422
219 => 0.0094872556643932
220 => 0.00975293662971
221 => 0.0098169914109892
222 => 0.0096613715010771
223 => 0.0096754222365399
224 => 0.0096172161183707
225 => 0.0095609897375398
226 => 0.0096873784304442
227 => 0.009918356250903
228 => 0.0099169193498697
301 => 0.0099705017146489
302 => 0.010003883084006
303 => 0.0098605858100693
304 => 0.0097673045539232
305 => 0.0098030745231701
306 => 0.0098602714829646
307 => 0.0097845263199902
308 => 0.0093169920855394
309 => 0.0094588121060692
310 => 0.0094352063200084
311 => 0.009401588810096
312 => 0.0095441899374005
313 => 0.0095304357107943
314 => 0.0091184432245618
315 => 0.009144817646824
316 => 0.0091200471405344
317 => 0.0092000857139251
318 => 0.008971265542889
319 => 0.0090416490863723
320 => 0.0090857929850403
321 => 0.0091117940804852
322 => 0.0092057278663501
323 => 0.0091947058207585
324 => 0.0092050427205205
325 => 0.0093443217273581
326 => 0.010048747149159
327 => 0.010087087470641
328 => 0.0098982857053519
329 => 0.0099737082866347
330 => 0.0098289134236771
331 => 0.0099261151852218
401 => 0.0099926181618137
402 => 0.0096921039983821
403 => 0.0096743094999445
404 => 0.0095289170170811
405 => 0.0096070427019207
406 => 0.0094827391199053
407 => 0.0095132388709772
408 => 0.0094279589080598
409 => 0.0095814458622399
410 => 0.0097530681264747
411 => 0.009796426687989
412 => 0.0096823689796793
413 => 0.0095997836820938
414 => 0.0094547911048218
415 => 0.0096959169921954
416 => 0.0097664295498417
417 => 0.0096955466197482
418 => 0.0096791214960229
419 => 0.0096479959162431
420 => 0.0096857249349133
421 => 0.0097660455233094
422 => 0.0097281678171102
423 => 0.009753186709374
424 => 0.0096578404914338
425 => 0.0098606332474295
426 => 0.010182716948685
427 => 0.010183752500451
428 => 0.010145874590077
429 => 0.010130375765242
430 => 0.01016924079991
501 => 0.01019032348689
502 => 0.010316005882377
503 => 0.010450868100142
504 => 0.011080211225455
505 => 0.010903494194225
506 => 0.011461884854793
507 => 0.011903499369349
508 => 0.012035920252803
509 => 0.01191409927091
510 => 0.011497356272494
511 => 0.011476908872814
512 => 0.012099698856803
513 => 0.011923732160738
514 => 0.011902801482162
515 => 0.011680134425058
516 => 0.011811758233658
517 => 0.011782970175912
518 => 0.011737526818401
519 => 0.011988655876216
520 => 0.012458747054001
521 => 0.012385478935456
522 => 0.012330787683773
523 => 0.012091146539279
524 => 0.012235464034052
525 => 0.012184075338383
526 => 0.012404873787048
527 => 0.012274077677343
528 => 0.011922399039947
529 => 0.0119784050221
530 => 0.011969939830566
531 => 0.012144152872488
601 => 0.012091858441536
602 => 0.011959728503627
603 => 0.012457140333461
604 => 0.012424841175981
605 => 0.012470633996672
606 => 0.01249079341253
607 => 0.01279355922797
608 => 0.01291759269513
609 => 0.012945750463687
610 => 0.013063572664396
611 => 0.01294281894
612 => 0.013425919933533
613 => 0.013747153904509
614 => 0.014120283692346
615 => 0.014665526600208
616 => 0.014870542977343
617 => 0.014833508603844
618 => 0.015246905553813
619 => 0.015989770683611
620 => 0.014983662885903
621 => 0.01604309683991
622 => 0.015707692281824
623 => 0.014912454108274
624 => 0.014861250145139
625 => 0.015399794669173
626 => 0.016594234590489
627 => 0.016295040937425
628 => 0.016594723964122
629 => 0.016245127794879
630 => 0.016227767398448
701 => 0.016577744858496
702 => 0.017395486270175
703 => 0.017007007978065
704 => 0.016450029087539
705 => 0.016861293632752
706 => 0.016505018222951
707 => 0.015702230009463
708 => 0.016294812149677
709 => 0.015898569348284
710 => 0.016014214063156
711 => 0.016847057495017
712 => 0.016746847569865
713 => 0.0168765284922
714 => 0.016647645058619
715 => 0.016433831840048
716 => 0.016034733589609
717 => 0.01591658027296
718 => 0.015949233598971
719 => 0.015916564091594
720 => 0.015693272288375
721 => 0.01564505244473
722 => 0.015564683926095
723 => 0.015589593490603
724 => 0.01543847716293
725 => 0.015723664895476
726 => 0.015776598251702
727 => 0.015984134100767
728 => 0.01600568116109
729 => 0.016583665546646
730 => 0.016265321459715
731 => 0.016478894157734
801 => 0.016459790205399
802 => 0.014929689330868
803 => 0.015140523731184
804 => 0.015468515894596
805 => 0.015320755869562
806 => 0.015111857764684
807 => 0.014943161344588
808 => 0.014687569018047
809 => 0.015047310309437
810 => 0.015520331853394
811 => 0.016017677768049
812 => 0.016615206297113
813 => 0.016481844885424
814 => 0.016006507387831
815 => 0.016027830680739
816 => 0.016159642887088
817 => 0.015988934103464
818 => 0.015938588750541
819 => 0.016152726208702
820 => 0.016154200855688
821 => 0.015957779769283
822 => 0.015739493676423
823 => 0.015738579049723
824 => 0.015699737147892
825 => 0.016252037682927
826 => 0.016555747133313
827 => 0.016590566932348
828 => 0.016553403483408
829 => 0.016567706219941
830 => 0.016390984382542
831 => 0.016794918097602
901 => 0.017165607619446
902 => 0.017066254908966
903 => 0.016917311072135
904 => 0.016798670131992
905 => 0.017038306873931
906 => 0.017027636227036
907 => 0.017162369969855
908 => 0.017156257669021
909 => 0.017110951778904
910 => 0.017066256526982
911 => 0.01724346814873
912 => 0.017192434047598
913 => 0.017141320676411
914 => 0.01703880498543
915 => 0.01705273857044
916 => 0.016903820450862
917 => 0.016834924114716
918 => 0.015798888524507
919 => 0.015522025961363
920 => 0.015609132559785
921 => 0.015637810313707
922 => 0.015517319371418
923 => 0.015690072431077
924 => 0.01566314904972
925 => 0.01576789217693
926 => 0.015702453218467
927 => 0.015705138856148
928 => 0.015897580879929
929 => 0.01595344761814
930 => 0.015925033344186
1001 => 0.015944933727679
1002 => 0.016403529665845
1003 => 0.016338331988511
1004 => 0.016303697021865
1005 => 0.016313291144325
1006 => 0.016430472238934
1007 => 0.016463276547574
1008 => 0.016324282386749
1009 => 0.01638983283651
1010 => 0.016668938332002
1011 => 0.016766609459421
1012 => 0.017078328813343
1013 => 0.016945904891427
1014 => 0.017188974731276
1015 => 0.017936088550357
1016 => 0.018532934765383
1017 => 0.017984050320332
1018 => 0.019080082386321
1019 => 0.019933500566154
1020 => 0.01990074495497
1021 => 0.019751931755398
1022 => 0.018780337846953
1023 => 0.017886262646754
1024 => 0.018634194516159
1025 => 0.018636101148308
1026 => 0.018571853137418
1027 => 0.018172814259672
1028 => 0.018557967449439
1029 => 0.018588539510972
1030 => 0.018571427286281
1031 => 0.018265485114309
1101 => 0.017798367965273
1102 => 0.017889641538075
1103 => 0.018039149512253
1104 => 0.017756099726502
1105 => 0.017665648169364
1106 => 0.017833814823197
1107 => 0.018375682820764
1108 => 0.018273245814651
1109 => 0.018270570770441
1110 => 0.018708839722641
1111 => 0.018395133737225
1112 => 0.017890792790126
1113 => 0.017763440049544
1114 => 0.017311423615562
1115 => 0.01762363297654
1116 => 0.017634868835626
1117 => 0.017463874959321
1118 => 0.017904668000787
1119 => 0.01790060601531
1120 => 0.018319073404797
1121 => 0.019119025884321
1122 => 0.018882440572855
1123 => 0.018607317596028
1124 => 0.018637231091942
1125 => 0.018965308309316
1126 => 0.018766945334417
1127 => 0.018838278043227
1128 => 0.018965200338718
1129 => 0.019041775710891
1130 => 0.018626213074314
1201 => 0.01852932554507
1202 => 0.018331127663137
1203 => 0.018279421535279
1204 => 0.018440849574579
1205 => 0.01839831898956
1206 => 0.017633924505178
1207 => 0.017554041028509
1208 => 0.017556490940691
1209 => 0.017355620140355
1210 => 0.017049243955327
1211 => 0.017854382276809
1212 => 0.017789718401691
1213 => 0.017718334488146
1214 => 0.017727078610244
1215 => 0.01807656186693
1216 => 0.017873843928725
1217 => 0.018412802792261
1218 => 0.018302009052504
1219 => 0.018188373871386
1220 => 0.018172666027943
1221 => 0.018128926178111
1222 => 0.017978925958154
1223 => 0.01779779167894
1224 => 0.017678191138221
1225 => 0.016307196859361
1226 => 0.016561645422811
1227 => 0.016854365301343
1228 => 0.016955411030411
1229 => 0.016782565318689
1230 => 0.01798575096036
1231 => 0.018205584571278
]
'min_raw' => 0.0075879145987419
'max_raw' => 0.019933500566154
'avg_raw' => 0.013760707582448
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.007587'
'max' => '$0.019933'
'avg' => '$0.01376'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00029420054686949
'max_diff' => -0.0035948051049398
'year' => 2027
]
2 => [
'items' => [
101 => 0.017539694224414
102 => 0.01741513332864
103 => 0.01799391715195
104 => 0.017644839753049
105 => 0.0178020292844
106 => 0.017462271495696
107 => 0.018152633091888
108 => 0.018147373693197
109 => 0.017878807439754
110 => 0.018105797798101
111 => 0.01806635263738
112 => 0.017763141998693
113 => 0.018162245409961
114 => 0.018162443360274
115 => 0.017903954180469
116 => 0.017602095409015
117 => 0.017548130190265
118 => 0.017507474647144
119 => 0.017792030513022
120 => 0.018047162412585
121 => 0.018521899625109
122 => 0.018641259839816
123 => 0.019107130704075
124 => 0.018829727287249
125 => 0.018952696628953
126 => 0.019086197244447
127 => 0.019150202348837
128 => 0.019045909465936
129 => 0.019769598678229
130 => 0.019830700221011
131 => 0.019851187039779
201 => 0.019607163109186
202 => 0.019823913474065
203 => 0.019722503156356
204 => 0.019986344630438
205 => 0.020027718342471
206 => 0.019992676280291
207 => 0.02000580894953
208 => 0.019388267874364
209 => 0.019356245111828
210 => 0.018919612472417
211 => 0.019097543500402
212 => 0.01876490997204
213 => 0.018870391490388
214 => 0.018916886738612
215 => 0.018892600259522
216 => 0.019107603453759
217 => 0.018924806816407
218 => 0.018442376435885
219 => 0.017959814617528
220 => 0.017953756446985
221 => 0.017826706438136
222 => 0.017734872552107
223 => 0.017752563016538
224 => 0.017814906520598
225 => 0.017731249034317
226 => 0.017749101600557
227 => 0.018045573151171
228 => 0.018105028406308
229 => 0.017902976218684
301 => 0.017091707529382
302 => 0.016892620158114
303 => 0.017035720212507
304 => 0.016967327603331
305 => 0.013693957621512
306 => 0.014462987344157
307 => 0.014006055996743
308 => 0.014216630984032
309 => 0.013750222400121
310 => 0.013972817022932
311 => 0.013931711923953
312 => 0.015168288960722
313 => 0.015148981511149
314 => 0.015158222965532
315 => 0.014717104269344
316 => 0.01541981833005
317 => 0.015766000545133
318 => 0.015701931430463
319 => 0.01571805624631
320 => 0.015440978485976
321 => 0.015160905683914
322 => 0.014850261843533
323 => 0.015427399702222
324 => 0.015363231824408
325 => 0.015510409849241
326 => 0.015884725005267
327 => 0.015939844333876
328 => 0.016013925270493
329 => 0.015987372528156
330 => 0.016619966575855
331 => 0.016543355262689
401 => 0.01672796648484
402 => 0.016348207194387
403 => 0.015918473510157
404 => 0.016000151834477
405 => 0.015992285555029
406 => 0.015892138789166
407 => 0.01580173076681
408 => 0.015651226881888
409 => 0.016127443444163
410 => 0.016108109921409
411 => 0.016421097182047
412 => 0.016365773643533
413 => 0.015996309513371
414 => 0.016009504997059
415 => 0.016098250966394
416 => 0.016405401779548
417 => 0.016496585053314
418 => 0.01645434532788
419 => 0.01655432362489
420 => 0.016633342394403
421 => 0.016564247165746
422 => 0.017542489894581
423 => 0.017136255310724
424 => 0.017334251220334
425 => 0.017381472078116
426 => 0.017260516843854
427 => 0.017286747703083
428 => 0.017326480307334
429 => 0.017567728899904
430 => 0.01820083501265
501 => 0.018481233400287
502 => 0.019324825784103
503 => 0.018457950217527
504 => 0.018406513408894
505 => 0.018558469871269
506 => 0.019053747903892
507 => 0.019455124230233
508 => 0.019588283913636
509 => 0.019605883164024
510 => 0.019855699582377
511 => 0.019998889694576
512 => 0.019825365298365
513 => 0.019678321541337
514 => 0.019151629055408
515 => 0.01921259514479
516 => 0.019632591043473
517 => 0.020225859987997
518 => 0.020734946461512
519 => 0.020556682121942
520 => 0.02191671319785
521 => 0.022051554723797
522 => 0.02203292398486
523 => 0.022340113048078
524 => 0.021730405315555
525 => 0.02146974344737
526 => 0.019710114070624
527 => 0.02020449815114
528 => 0.02092311444633
529 => 0.020828002884988
530 => 0.020306124522753
531 => 0.020734550569976
601 => 0.020592899520643
602 => 0.020481173460927
603 => 0.02099301219965
604 => 0.020430224481247
605 => 0.020917500208328
606 => 0.020292564048125
607 => 0.020557496418429
608 => 0.020407107991707
609 => 0.020504427734709
610 => 0.019935498505693
611 => 0.020242478907693
612 => 0.019922727111712
613 => 0.019922575507727
614 => 0.019915516969109
615 => 0.020291703539085
616 => 0.020303970969626
617 => 0.020025968526028
618 => 0.019985904030691
619 => 0.020134043468603
620 => 0.019960610984588
621 => 0.020041758952288
622 => 0.019963068873863
623 => 0.019945354079743
624 => 0.01980419958627
625 => 0.019743386349358
626 => 0.019767232786516
627 => 0.019685832602817
628 => 0.019636786047766
629 => 0.019905760374825
630 => 0.019762058242271
701 => 0.019883735962032
702 => 0.019745068843412
703 => 0.019264388195884
704 => 0.018987943672385
705 => 0.018079982488324
706 => 0.018337479153802
707 => 0.018508199709413
708 => 0.018451776566802
709 => 0.018572995309988
710 => 0.018580437156321
711 => 0.018541027707233
712 => 0.018495396613851
713 => 0.018473185921151
714 => 0.01863872622766
715 => 0.01873482794742
716 => 0.018525333801114
717 => 0.01847625225377
718 => 0.018688062402173
719 => 0.01881726647034
720 => 0.019771236716193
721 => 0.019700563519097
722 => 0.019877939374893
723 => 0.019857969575585
724 => 0.02004388773065
725 => 0.020347785339306
726 => 0.0197298765298
727 => 0.019837124133451
728 => 0.019810829497745
729 => 0.020097907435564
730 => 0.02009880366155
731 => 0.019926686097221
801 => 0.020019993821132
802 => 0.019967912009409
803 => 0.020062030882472
804 => 0.019699619635462
805 => 0.020140997414444
806 => 0.020391230173371
807 => 0.020394704655471
808 => 0.020513312997233
809 => 0.020633825941794
810 => 0.020865140044415
811 => 0.020627374717018
812 => 0.02019965803902
813 => 0.020230537801655
814 => 0.01997976766984
815 => 0.019983983161061
816 => 0.019961480538549
817 => 0.020029012602627
818 => 0.01971443912587
819 => 0.019788268892104
820 => 0.01968490678703
821 => 0.019836899444421
822 => 0.019673380470354
823 => 0.019810816817676
824 => 0.019870129789092
825 => 0.020088995930537
826 => 0.019641053763308
827 => 0.018727669361309
828 => 0.018919673836325
829 => 0.01863568413615
830 => 0.018661968464126
831 => 0.018715066989758
901 => 0.01854295729543
902 => 0.018575790401308
903 => 0.018574617371723
904 => 0.018564508836481
905 => 0.018519736457795
906 => 0.018454807650754
907 => 0.018713464033971
908 => 0.01875741479373
909 => 0.018855111888328
910 => 0.019145792173277
911 => 0.019116746358097
912 => 0.019164121287754
913 => 0.019060702082312
914 => 0.018666765784454
915 => 0.018688158420712
916 => 0.018421391903776
917 => 0.018848290068717
918 => 0.018747194948478
919 => 0.018682018266798
920 => 0.018664234205344
921 => 0.018955635030495
922 => 0.019042826724529
923 => 0.018988494712024
924 => 0.018877058169259
925 => 0.019091049274625
926 => 0.019148304266861
927 => 0.01916112154814
928 => 0.019540272758124
929 => 0.019182311888933
930 => 0.019268476627972
1001 => 0.019940709325147
1002 => 0.019331087030581
1003 => 0.019654017556212
1004 => 0.019638211787431
1005 => 0.019803412116971
1006 => 0.019624660538573
1007 => 0.019626876378619
1008 => 0.019773563079611
1009 => 0.019567568063154
1010 => 0.019516560800165
1011 => 0.019446094631666
1012 => 0.01959995493263
1013 => 0.019692187224554
1014 => 0.020435511760313
1015 => 0.020915733310131
1016 => 0.020894885626159
1017 => 0.021085394432432
1018 => 0.020999568470345
1019 => 0.020722413799022
1020 => 0.021195483027559
1021 => 0.021045784129593
1022 => 0.021058125124857
1023 => 0.021057665792397
1024 => 0.02115720247264
1025 => 0.021086671612285
1026 => 0.020947648046681
1027 => 0.021039938377487
1028 => 0.021314007665583
1029 => 0.022164727145307
1030 => 0.022640801036694
1031 => 0.022136066899269
1101 => 0.022484225748605
1102 => 0.022275454500686
1103 => 0.022237514554532
1104 => 0.022456184040652
1105 => 0.022675236278761
1106 => 0.022661283598182
1107 => 0.022502262921772
1108 => 0.022412436176669
1109 => 0.02309263438476
1110 => 0.023593792837608
1111 => 0.023559617190933
1112 => 0.023710457380842
1113 => 0.024153328843727
1114 => 0.024193819460047
1115 => 0.024188718573057
1116 => 0.024088358355748
1117 => 0.024524422825085
1118 => 0.02488819547723
1119 => 0.024065127865126
1120 => 0.024378541237069
1121 => 0.024519242597282
1122 => 0.024725833938288
1123 => 0.025074388159293
1124 => 0.025453010492746
1125 => 0.025506551842079
1126 => 0.025468561692538
1127 => 0.025218850085711
1128 => 0.025633143160879
1129 => 0.025875826327945
1130 => 0.026020338600227
1201 => 0.026386797678184
1202 => 0.024520111520983
1203 => 0.023198778278594
1204 => 0.022992433012511
1205 => 0.023412044225217
1206 => 0.02352269235567
1207 => 0.023478090233025
1208 => 0.021990809538354
1209 => 0.022984602787454
1210 => 0.024053840762975
1211 => 0.024094914548224
1212 => 0.024630197435482
1213 => 0.02480450748556
1214 => 0.025235480370934
1215 => 0.025208522899613
1216 => 0.025313457938925
1217 => 0.025289335190609
1218 => 0.026087621708717
1219 => 0.026968250284886
1220 => 0.02693775691752
1221 => 0.026811156140572
1222 => 0.026999179882981
1223 => 0.02790808294748
1224 => 0.027824405718176
1225 => 0.027905691018836
1226 => 0.028977338955412
1227 => 0.030370633713104
1228 => 0.02972330841365
1229 => 0.031127818050628
1230 => 0.032011882417249
1231 => 0.033540780325359
]
'min_raw' => 0.013693957621512
'max_raw' => 0.033540780325359
'avg_raw' => 0.023617368973435
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.013693'
'max' => '$0.03354'
'avg' => '$0.023617'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0061060430227702
'max_diff' => 0.013607279759204
'year' => 2028
]
3 => [
'items' => [
101 => 0.033349354777282
102 => 0.033944543513338
103 => 0.033006663094508
104 => 0.030853100075969
105 => 0.030512290484777
106 => 0.031194599917017
107 => 0.032871991077397
108 => 0.031141772900048
109 => 0.031491793783885
110 => 0.031390987745793
111 => 0.031385616220421
112 => 0.031590625496292
113 => 0.031293248849076
114 => 0.030081682891283
115 => 0.030636936429937
116 => 0.030422526373197
117 => 0.030660430316478
118 => 0.031944299779315
119 => 0.031376670486169
120 => 0.0307787191363
121 => 0.031528682825063
122 => 0.032483644316342
123 => 0.032423884542448
124 => 0.032307925603447
125 => 0.032961580071183
126 => 0.034041225749093
127 => 0.034333049637465
128 => 0.034548468065784
129 => 0.034578170627525
130 => 0.034884125473497
131 => 0.033238929156157
201 => 0.035849897963413
202 => 0.036300740149868
203 => 0.036216000504309
204 => 0.036717092620215
205 => 0.036569658608235
206 => 0.036356049856565
207 => 0.037150387445625
208 => 0.036239743499505
209 => 0.034947199064874
210 => 0.034238083624404
211 => 0.035171904039125
212 => 0.035742155580554
213 => 0.036119055574628
214 => 0.036233105285106
215 => 0.033366641062999
216 => 0.031821775828678
217 => 0.032812016731962
218 => 0.034020178976745
219 => 0.033232217753886
220 => 0.033263104342014
221 => 0.032139678710784
222 => 0.034119577217186
223 => 0.03383112265837
224 => 0.035327625419771
225 => 0.034970473025578
226 => 0.036190812933597
227 => 0.035869456537772
228 => 0.037203388970049
301 => 0.037735530732064
302 => 0.038629079571738
303 => 0.0392863777356
304 => 0.039672355789531
305 => 0.03964918311494
306 => 0.041178620458115
307 => 0.040276764691315
308 => 0.039143821297131
309 => 0.039123329925521
310 => 0.039710097363301
311 => 0.040939800941103
312 => 0.041258645187367
313 => 0.041436835623497
314 => 0.041163930767711
315 => 0.040185030969435
316 => 0.039762346999674
317 => 0.040122485988244
318 => 0.039682066952319
319 => 0.040442353768081
320 => 0.041486389954623
321 => 0.041270800610669
322 => 0.041991483464548
323 => 0.042737314400265
324 => 0.043803886135704
325 => 0.044082727482385
326 => 0.044543641625062
327 => 0.045018073680285
328 => 0.04517044847012
329 => 0.045461379223036
330 => 0.04545984587436
331 => 0.046336585280171
401 => 0.047303655995138
402 => 0.0476687028023
403 => 0.04850810780657
404 => 0.047070656153017
405 => 0.048160979744492
406 => 0.049144478916571
407 => 0.047971910658707
408 => 0.049588022828809
409 => 0.049650772802185
410 => 0.050598222899965
411 => 0.049637800716389
412 => 0.049067505089558
413 => 0.050713927195521
414 => 0.051510578990787
415 => 0.051270620986685
416 => 0.049444528727287
417 => 0.048381664707535
418 => 0.045599944556687
419 => 0.048895012236734
420 => 0.050499943585243
421 => 0.049440372342817
422 => 0.049974758445918
423 => 0.052890195749164
424 => 0.054000205513653
425 => 0.053769331242193
426 => 0.053808345193556
427 => 0.054407286314372
428 => 0.057063321086972
429 => 0.055471763484826
430 => 0.056688449637141
501 => 0.05733377558524
502 => 0.05793319029024
503 => 0.056461217221722
504 => 0.054546201887159
505 => 0.053939636143828
506 => 0.049335018864624
507 => 0.049095328538403
508 => 0.048960783094934
509 => 0.048112493105696
510 => 0.047445969540338
511 => 0.046915925254732
512 => 0.04552493076468
513 => 0.045994350572001
514 => 0.043777395677971
515 => 0.045195724855115
516 => 0.041657411313995
517 => 0.044604223972594
518 => 0.043000407817649
519 => 0.044077327231197
520 => 0.044073569960815
521 => 0.042090619882862
522 => 0.040946895661011
523 => 0.041675721249587
524 => 0.042457080134788
525 => 0.042583852985105
526 => 0.043596905175322
527 => 0.043879626266127
528 => 0.043022968162001
529 => 0.041584087630508
530 => 0.041918306760603
531 => 0.040940122721007
601 => 0.039225892816919
602 => 0.040457082661618
603 => 0.040877465006194
604 => 0.041063129798212
605 => 0.039377381568177
606 => 0.038847682874926
607 => 0.038565675735241
608 => 0.041366478702731
609 => 0.041519913011745
610 => 0.040734921393403
611 => 0.044283157944269
612 => 0.043480082733244
613 => 0.044377314502163
614 => 0.041887979877666
615 => 0.041983075812656
616 => 0.040804584908062
617 => 0.041464461067844
618 => 0.040998081866912
619 => 0.041411149595157
620 => 0.041658740688325
621 => 0.042837038214157
622 => 0.044617678237614
623 => 0.042661039856558
624 => 0.041808504494354
625 => 0.042337412638224
626 => 0.043745964724051
627 => 0.045879993236534
628 => 0.044616605405818
629 => 0.045177275471373
630 => 0.045299756938221
701 => 0.044368181525011
702 => 0.045914341750804
703 => 0.046742941576789
704 => 0.047592913543676
705 => 0.048330920386849
706 => 0.047253416048817
707 => 0.048406500144691
708 => 0.04747731791016
709 => 0.046643745388692
710 => 0.046645009574123
711 => 0.046122097354855
712 => 0.045108889038843
713 => 0.044922037879966
714 => 0.045894061205145
715 => 0.046673531860987
716 => 0.046737732797615
717 => 0.047169287803337
718 => 0.047424677610354
719 => 0.049927844904722
720 => 0.050934639497803
721 => 0.052165728868576
722 => 0.052645307558887
723 => 0.054088667478248
724 => 0.052923037119403
725 => 0.052670845659108
726 => 0.049169726614171
727 => 0.049743034661643
728 => 0.050660956161644
729 => 0.049184862801614
730 => 0.050121104288697
731 => 0.050305938190553
801 => 0.049134705714074
802 => 0.049760311585729
803 => 0.048098887869828
804 => 0.044653892734473
805 => 0.045918177015194
806 => 0.046849115799291
807 => 0.04552055137046
808 => 0.047901951686596
809 => 0.04651078678399
810 => 0.046069854297556
811 => 0.044349619464194
812 => 0.04516150408763
813 => 0.046259589665895
814 => 0.045581100444678
815 => 0.046989067454373
816 => 0.048983124231186
817 => 0.050404207838478
818 => 0.050513300992181
819 => 0.049599639437899
820 => 0.051063787909545
821 => 0.051074452632714
822 => 0.049422887175475
823 => 0.048411312528872
824 => 0.048181480640792
825 => 0.048755645758411
826 => 0.049452788207928
827 => 0.050551987546264
828 => 0.051216210685293
829 => 0.05294815235515
830 => 0.053416766112354
831 => 0.053931630556708
901 => 0.054619648232678
902 => 0.055445789856792
903 => 0.0536382390155
904 => 0.053710056380121
905 => 0.052026890063954
906 => 0.050228185464663
907 => 0.051593178043831
908 => 0.05337772426374
909 => 0.052968347389144
910 => 0.052922284127942
911 => 0.052999749756402
912 => 0.052691092961955
913 => 0.05129504972003
914 => 0.050593965543628
915 => 0.051498542996835
916 => 0.051979285655104
917 => 0.052724875592914
918 => 0.052632965895585
919 => 0.054553525504869
920 => 0.055299796894329
921 => 0.055108868738152
922 => 0.055144004113831
923 => 0.05649509281788
924 => 0.057997781329368
925 => 0.05940524741759
926 => 0.060836982374604
927 => 0.059110970002357
928 => 0.058234607365373
929 => 0.059138789908362
930 => 0.058659017923762
1001 => 0.061415930056892
1002 => 0.061606812671402
1003 => 0.064363525448406
1004 => 0.066979974137033
1005 => 0.065336629594253
1006 => 0.066886229480231
1007 => 0.068562248097648
1008 => 0.071795559934866
1009 => 0.070706694257372
1010 => 0.069872640213113
1011 => 0.069084463171408
1012 => 0.070724534475615
1013 => 0.072834460007697
1014 => 0.073288917758693
1015 => 0.074025312931527
1016 => 0.073251083449409
1017 => 0.07418355758204
1018 => 0.077475601020124
1019 => 0.076586061823483
1020 => 0.07532277316369
1021 => 0.077921525286845
1022 => 0.078862003577821
1023 => 0.0854627727562
1024 => 0.093796516508077
1025 => 0.090346291872488
1026 => 0.088204626103125
1027 => 0.088707968359917
1028 => 0.091751169463073
1029 => 0.092728549071032
1030 => 0.090071694373645
1031 => 0.091010140368577
1101 => 0.096181070066629
1102 => 0.098955107946346
1103 => 0.095187591902697
1104 => 0.084793164560122
1105 => 0.075209027841816
1106 => 0.077751172478812
1107 => 0.07746297216891
1108 => 0.083018491042849
1109 => 0.076564846607833
1110 => 0.076673509428825
1111 => 0.082343910549681
1112 => 0.080831144745922
1113 => 0.078380657884239
1114 => 0.075226919107778
1115 => 0.069396941293961
1116 => 0.064233167363305
1117 => 0.074360517187436
1118 => 0.073923807447628
1119 => 0.07329138702763
1120 => 0.0746987702373
1121 => 0.08153262361076
1122 => 0.081375081171477
1123 => 0.080372876551617
1124 => 0.081133039922755
1125 => 0.078247397569943
1126 => 0.078991093309117
1127 => 0.075207509665593
1128 => 0.076917847488877
1129 => 0.078375400240003
1130 => 0.078668025534229
1201 => 0.079327325263938
1202 => 0.073693681258994
1203 => 0.076223022022116
1204 => 0.07770877275327
1205 => 0.07099609689784
1206 => 0.077576084734507
1207 => 0.073595612050595
1208 => 0.072244579836982
1209 => 0.074063566727652
1210 => 0.073354705767335
1211 => 0.072745268739367
1212 => 0.072405192406303
1213 => 0.073740855624554
1214 => 0.07367854533896
1215 => 0.071493141072841
1216 => 0.068642370296164
1217 => 0.069599182542178
1218 => 0.069251563683038
1219 => 0.067991748093791
1220 => 0.068840711690229
1221 => 0.06510230566216
1222 => 0.058670572396303
1223 => 0.062919572401046
1224 => 0.062755990522886
1225 => 0.06267350512207
1226 => 0.0658665111919
1227 => 0.065559577333469
1228 => 0.065002489374913
1229 => 0.067981516736559
1230 => 0.066894131675986
1231 => 0.07024519621253
]
'min_raw' => 0.030081682891283
'max_raw' => 0.098955107946346
'avg_raw' => 0.064518395418815
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.030081'
'max' => '$0.098955'
'avg' => '$0.064518'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.016387725269771
'max_diff' => 0.065414327620988
'year' => 2029
]
4 => [
'items' => [
101 => 0.072452424049563
102 => 0.071892599673751
103 => 0.073968508122939
104 => 0.069621225563837
105 => 0.071065218447267
106 => 0.071362823379255
107 => 0.067944756001338
108 => 0.065609795508624
109 => 0.065454080264258
110 => 0.061405580547267
111 => 0.063568256417736
112 => 0.06547132168614
113 => 0.064559901106405
114 => 0.064271372578776
115 => 0.065745402252229
116 => 0.065859946982067
117 => 0.063248315002861
118 => 0.063791355990967
119 => 0.06605592718442
120 => 0.063734294607183
121 => 0.05922374174614
122 => 0.05810506227333
123 => 0.057955809810303
124 => 0.054921862356452
125 => 0.058179817784877
126 => 0.056757632932592
127 => 0.061250297840568
128 => 0.058684111739778
129 => 0.058573488585944
130 => 0.058406265464035
131 => 0.055794821559715
201 => 0.056366561808843
202 => 0.058267113475444
203 => 0.058945251721334
204 => 0.058874516346464
205 => 0.058257799735435
206 => 0.058540129441864
207 => 0.057630647087265
208 => 0.057309489938618
209 => 0.056295829636254
210 => 0.054806029022585
211 => 0.055013194935394
212 => 0.052061510092179
213 => 0.050453275531825
214 => 0.050008137401709
215 => 0.049412880090516
216 => 0.050075373298928
217 => 0.052053148339878
218 => 0.04966753203211
219 => 0.04557756020397
220 => 0.045823374479814
221 => 0.046375646174722
222 => 0.045346491524903
223 => 0.044372483019253
224 => 0.045219304391108
225 => 0.043486329410379
226 => 0.046585067921757
227 => 0.046501255729139
228 => 0.047656273821477
301 => 0.048378530337973
302 => 0.046713962900773
303 => 0.046295328691787
304 => 0.046533801763089
305 => 0.042592373099785
306 => 0.047334175011835
307 => 0.047375182311678
308 => 0.047024052914168
309 => 0.049548916045625
310 => 0.054877164777559
311 => 0.052872463276297
312 => 0.052096182262585
313 => 0.050620471488059
314 => 0.052586768476079
315 => 0.05243578754641
316 => 0.051752994524632
317 => 0.051340039174616
318 => 0.052100922068922
319 => 0.051245757363694
320 => 0.05109214628428
321 => 0.050161430273537
322 => 0.049829207002582
323 => 0.049583242118956
324 => 0.049312458950094
325 => 0.049909739145641
326 => 0.048556223643778
327 => 0.046924016635292
328 => 0.046788316283261
329 => 0.047162996886116
330 => 0.046997228611043
331 => 0.046787522648535
401 => 0.046387136856089
402 => 0.046268350944359
403 => 0.04665434753075
404 => 0.046218579889713
405 => 0.046861578781554
406 => 0.046686718661725
407 => 0.04570996424667
408 => 0.044492566604711
409 => 0.04448172921212
410 => 0.044219442887092
411 => 0.043885381817156
412 => 0.043792453669782
413 => 0.045147987457147
414 => 0.047953901829282
415 => 0.047403033698192
416 => 0.047801092378142
417 => 0.049759147110338
418 => 0.050381553828943
419 => 0.049939784282588
420 => 0.049335062880379
421 => 0.049361667553063
422 => 0.05142818364603
423 => 0.051557069719908
424 => 0.051882723248375
425 => 0.052301280062131
426 => 0.050011066317862
427 => 0.049253798691663
428 => 0.048894963278762
429 => 0.047789889093808
430 => 0.048981616860381
501 => 0.04828724812567
502 => 0.048380942190996
503 => 0.048319923808038
504 => 0.048353243971178
505 => 0.046584201761191
506 => 0.047228747764389
507 => 0.046157065022319
508 => 0.044722202132721
509 => 0.044717391969187
510 => 0.045068572628647
511 => 0.0448596766307
512 => 0.04429754287143
513 => 0.044377391318738
514 => 0.043677834899837
515 => 0.04446233013387
516 => 0.044484826650123
517 => 0.044182753253276
518 => 0.045391376400785
519 => 0.045886550290462
520 => 0.045687719109618
521 => 0.04587259976477
522 => 0.047425924756059
523 => 0.04767918450596
524 => 0.047791665757466
525 => 0.047640955781358
526 => 0.045900991694132
527 => 0.045978166500299
528 => 0.045411908978934
529 => 0.044933481044127
530 => 0.044952615652495
531 => 0.045198589802264
601 => 0.046272773340496
602 => 0.048533329270128
603 => 0.048619115715213
604 => 0.048723091389223
605 => 0.048300170069038
606 => 0.048172612952059
607 => 0.04834089371464
608 => 0.049189839667425
609 => 0.051373559144568
610 => 0.050601686835626
611 => 0.049974142633548
612 => 0.050524668083472
613 => 0.050439919005617
614 => 0.049724551500066
615 => 0.04970447351679
616 => 0.04833145455681
617 => 0.047823880709434
618 => 0.047399714011323
619 => 0.046936535050138
620 => 0.046661947036048
621 => 0.047083839023711
622 => 0.047180330712968
623 => 0.046257856508534
624 => 0.046132126683129
625 => 0.046885439031459
626 => 0.046553934353274
627 => 0.046894895135707
628 => 0.046974000961939
629 => 0.046961263101954
630 => 0.046615134144859
701 => 0.046835746420398
702 => 0.046313932621065
703 => 0.045746538488189
704 => 0.045384576381318
705 => 0.045068716435767
706 => 0.045243973891446
707 => 0.044619213062695
708 => 0.044419339499627
709 => 0.046761007945379
710 => 0.048490823603434
711 => 0.048465671398683
712 => 0.048312563820888
713 => 0.048085077017021
714 => 0.049173197590795
715 => 0.04879411814055
716 => 0.049069930113751
717 => 0.049140135836723
718 => 0.049352627415547
719 => 0.049428574890709
720 => 0.049199008871858
721 => 0.048428557273466
722 => 0.046508665142614
723 => 0.045614950173053
724 => 0.045320009347097
725 => 0.045330729885948
726 => 0.045035009565842
727 => 0.045122112453369
728 => 0.045004718736205
729 => 0.044782403436488
730 => 0.045230246548157
731 => 0.04528185629483
801 => 0.045177324361239
802 => 0.045201945415711
803 => 0.044336465651758
804 => 0.044402266198488
805 => 0.044035880392765
806 => 0.043967187471039
807 => 0.043040996059034
808 => 0.041400113719074
809 => 0.042309321819715
810 => 0.041211126288147
811 => 0.040795222999964
812 => 0.042764044479988
813 => 0.042566429410001
814 => 0.04222819831139
815 => 0.041727884023006
816 => 0.0415423125867
817 => 0.040414839284481
818 => 0.04034822214695
819 => 0.040907028359869
820 => 0.040649158519955
821 => 0.040287011601769
822 => 0.038975352174346
823 => 0.03750061270241
824 => 0.037545125817186
825 => 0.038014213004705
826 => 0.039378147267444
827 => 0.03884523455469
828 => 0.038458600267118
829 => 0.038386195287239
830 => 0.039292495200509
831 => 0.040575099453486
901 => 0.041176868672331
902 => 0.040580533652459
903 => 0.039895496090587
904 => 0.03993719115282
905 => 0.040214569722137
906 => 0.040243718287851
907 => 0.039797829258072
908 => 0.039923344408145
909 => 0.039732675417838
910 => 0.038562540176274
911 => 0.038541376140293
912 => 0.038254206081034
913 => 0.038245510685768
914 => 0.037756962777039
915 => 0.037688611547436
916 => 0.036718570021917
917 => 0.03735705429157
918 => 0.036928792565415
919 => 0.036283301127372
920 => 0.036172018160153
921 => 0.03616867285978
922 => 0.036831448237406
923 => 0.037349309375396
924 => 0.036936242361496
925 => 0.036842195009399
926 => 0.03784637468186
927 => 0.037718583665239
928 => 0.037607917469008
929 => 0.040460256310359
930 => 0.038202407546654
1001 => 0.037217856612177
1002 => 0.03599928786961
1003 => 0.036396059996747
1004 => 0.03647966571373
1005 => 0.033549227551382
1006 => 0.03236034915388
1007 => 0.031952370889795
1008 => 0.031717573630848
1009 => 0.031824573690148
1010 => 0.030754443690869
1011 => 0.031473588748701
1012 => 0.030546946625163
1013 => 0.030391592057597
1014 => 0.032048542963416
1015 => 0.032279098002194
1016 => 0.031295478578931
1017 => 0.031927121482185
1018 => 0.031698078984972
1019 => 0.030562831244747
1020 => 0.030519473131387
1021 => 0.029949845721229
1022 => 0.029058489125934
1023 => 0.028651115243593
1024 => 0.028438951388688
1025 => 0.028526494330213
1026 => 0.02848222994012
1027 => 0.028193374853175
1028 => 0.028498786775582
1029 => 0.02771858551875
1030 => 0.027407903091771
1031 => 0.027267575047282
1101 => 0.026575101525135
1102 => 0.027677134843244
1103 => 0.027894249289961
1104 => 0.028111791519209
1105 => 0.030005348102421
1106 => 0.029910751366659
1107 => 0.030765859787468
1108 => 0.030732631846679
1109 => 0.030488741073226
1110 => 0.029459806018114
1111 => 0.029869921192078
1112 => 0.028607650432666
1113 => 0.029553429511686
1114 => 0.0291218154367
1115 => 0.029407500358768
1116 => 0.028893813109718
1117 => 0.029178108842969
1118 => 0.027945735179693
1119 => 0.026794961992891
1120 => 0.027258066716424
1121 => 0.027761514513353
1122 => 0.028853117613208
1123 => 0.028202967812464
1124 => 0.028436786265698
1125 => 0.027653533588103
1126 => 0.026037459589158
1127 => 0.026046606392487
1128 => 0.025798008615835
1129 => 0.025583183840938
1130 => 0.028277645337995
1201 => 0.027942546457703
1202 => 0.027408610248615
1203 => 0.028123305082261
1204 => 0.028312281740009
1205 => 0.028317661639785
1206 => 0.02883908454147
1207 => 0.029117368037569
1208 => 0.029166416709906
1209 => 0.029986886911794
1210 => 0.030261897701203
1211 => 0.031394628221795
1212 => 0.029093757627183
1213 => 0.029046372711417
1214 => 0.028133362304227
1215 => 0.027554316669863
1216 => 0.028173010054207
1217 => 0.028721087932666
1218 => 0.028150392611671
1219 => 0.028224913372558
1220 => 0.027458801531643
1221 => 0.027732650465857
1222 => 0.027968526059438
1223 => 0.027838289420789
1224 => 0.027643318869208
1225 => 0.02867615179683
1226 => 0.028617875315349
1227 => 0.029579673082277
1228 => 0.030329463220416
1229 => 0.03167322118898
1230 => 0.030270939697096
1231 => 0.030219834985968
]
'min_raw' => 0.025583183840938
'max_raw' => 0.073968508122939
'avg_raw' => 0.049775845981939
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.025583'
'max' => '$0.073968'
'avg' => '$0.049775'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0044984990503449
'max_diff' => -0.024986599823407
'year' => 2030
]
5 => [
'items' => [
101 => 0.030719391734701
102 => 0.030261821221667
103 => 0.030550989991108
104 => 0.031626631629692
105 => 0.031649358242541
106 => 0.031268658195727
107 => 0.03124549256328
108 => 0.031318610171673
109 => 0.031746862287817
110 => 0.031597217839578
111 => 0.031770390183614
112 => 0.03198694485154
113 => 0.032882706775358
114 => 0.033098671942603
115 => 0.032573988551299
116 => 0.032621361586903
117 => 0.032425115595674
118 => 0.032235544427102
119 => 0.032661672729406
120 => 0.033440430577439
121 => 0.033435585965284
122 => 0.033616242649139
123 => 0.033728790266539
124 => 0.033245653502765
125 => 0.032931149234979
126 => 0.033051750183675
127 => 0.033244593726986
128 => 0.032989213621659
129 => 0.031412889308011
130 => 0.031891045408785
131 => 0.031811456852977
201 => 0.031698113071208
202 => 0.032178902728008
203 => 0.032132529392716
204 => 0.030743467960986
205 => 0.030832391167046
206 => 0.030748875675669
207 => 0.031018731313971
208 => 0.030247248131608
209 => 0.030484551162485
210 => 0.030633385398872
211 => 0.030721049907503
212 => 0.031037754224794
213 => 0.031000592628548
214 => 0.031035444207794
215 => 0.031505033103497
216 => 0.033880052594512
217 => 0.034009319665223
218 => 0.033372761331833
219 => 0.033627053830465
220 => 0.033138867840749
221 => 0.033466590366207
222 => 0.033690809794876
223 => 0.032677605311637
224 => 0.032617609917783
225 => 0.03212740901083
226 => 0.032390815211828
227 => 0.031971717006464
228 => 0.032074549046627
301 => 0.031787021697594
302 => 0.03230451367973
303 => 0.032883150125881
304 => 0.033029336543225
305 => 0.032644783016403
306 => 0.032366340919673
307 => 0.031877488322342
308 => 0.032690461086494
309 => 0.032928199097628
310 => 0.032689212349929
311 => 0.032633833898524
312 => 0.032528891833178
313 => 0.03265609785378
314 => 0.032926904325362
315 => 0.032799196994374
316 => 0.032883549936405
317 => 0.032562083505759
318 => 0.033245813441137
319 => 0.034331741127087
320 => 0.034335232562164
321 => 0.034207524542786
322 => 0.034155269172764
323 => 0.034286305350617
324 => 0.034357387101716
325 => 0.034781134072965
326 => 0.035235831455938
327 => 0.037357705742267
328 => 0.036761891933483
329 => 0.038644545031179
330 => 0.040133479199548
331 => 0.040579945453442
401 => 0.04016921750772
402 => 0.038764139392494
403 => 0.038695199556882
404 => 0.040794979469709
405 => 0.040201695468322
406 => 0.040131126224172
407 => 0.039380388695026
408 => 0.039824167555403
409 => 0.039727106608795
410 => 0.039573891156192
411 => 0.040420590307887
412 => 0.042005535534506
413 => 0.041758506957415
414 => 0.041574111583943
415 => 0.040766144734073
416 => 0.041252721243624
417 => 0.041079460668332
418 => 0.041823898053664
419 => 0.041382909837901
420 => 0.040197200758501
421 => 0.040386028837544
422 => 0.040357487853266
423 => 0.040944859287269
424 => 0.040768544962237
425 => 0.040323059651559
426 => 0.042000118364027
427 => 0.04189121949953
428 => 0.042045613191641
429 => 0.042113582069691
430 => 0.043134378154881
501 => 0.043552565649152
502 => 0.043647501531754
503 => 0.04404474730753
504 => 0.04363761769497
505 => 0.045266426423703
506 => 0.046349489184687
507 => 0.047607522315469
508 => 0.049445846846969
509 => 0.050137073876266
510 => 0.050012209900357
511 => 0.051406006579633
512 => 0.053910628229932
513 => 0.050518465545756
514 => 0.054090421089008
515 => 0.052959581204224
516 => 0.050278380180343
517 => 0.050105742443689
518 => 0.051921482906445
519 => 0.055948620494296
520 => 0.054939868203955
521 => 0.055950270451667
522 => 0.054771582559036
523 => 0.054713050770405
524 => 0.055893024211603
525 => 0.058650096473963
526 => 0.057340314789424
527 => 0.055462421572992
528 => 0.056849028700751
529 => 0.055647821282254
530 => 0.052941164771595
531 => 0.05493909683009
601 => 0.053603136560404
602 => 0.053993040790652
603 => 0.056801030568441
604 => 0.056463165809358
605 => 0.056900394093046
606 => 0.056128697616593
607 => 0.055407811422222
608 => 0.054062223806717
609 => 0.053663861650433
610 => 0.053773954618861
611 => 0.053663807093826
612 => 0.052910963189539
613 => 0.052748386620087
614 => 0.052477418548358
615 => 0.052561402884228
616 => 0.052051903634872
617 => 0.053013433986324
618 => 0.05319190249253
619 => 0.05389162409734
620 => 0.053964271515589
621 => 0.055912986225071
622 => 0.054839666909908
623 => 0.055559742172451
624 => 0.055495331863358
625 => 0.050336489936643
626 => 0.051047332837297
627 => 0.052153181315923
628 => 0.051654998075244
629 => 0.050950683529849
630 => 0.050381911771486
701 => 0.049520164397667
702 => 0.050733057277924
703 => 0.052327882438684
704 => 0.054004718913528
705 => 0.056019328067374
706 => 0.055569690756871
707 => 0.05396705719673
708 => 0.054038950167513
709 => 0.054483364224055
710 => 0.053907807641558
711 => 0.053738064769181
712 => 0.054460044159969
713 => 0.054465016035241
714 => 0.053802768628742
715 => 0.053066801826415
716 => 0.053063718098641
717 => 0.052932759914762
718 => 0.054794879729023
719 => 0.055818857345318
720 => 0.055936254728803
721 => 0.055810955566036
722 => 0.055859178240839
723 => 0.055263348227724
724 => 0.056625238949803
725 => 0.057875044553416
726 => 0.057540069953445
727 => 0.057037895408644
728 => 0.056637889195707
729 => 0.057445841202057
730 => 0.057409864371049
731 => 0.057864128591774
801 => 0.057843520542765
802 => 0.057690768571077
803 => 0.057540075408699
804 => 0.058137556763944
805 => 0.05796549172889
806 => 0.057793159429312
807 => 0.057447520619752
808 => 0.057494498674424
809 => 0.056992410837138
810 => 0.056760122029634
811 => 0.053267055703546
812 => 0.05233359424198
813 => 0.052627280220149
814 => 0.052723969269715
815 => 0.052317725645378
816 => 0.052900174647253
817 => 0.052809400587277
818 => 0.053162549353594
819 => 0.052941917336336
820 => 0.052950972151284
821 => 0.053599803870334
822 => 0.053788162478702
823 => 0.053692361770246
824 => 0.053759457302592
825 => 0.055305645526266
826 => 0.055085827005176
827 => 0.054969052796992
828 => 0.055001400050708
829 => 0.055396484292506
830 => 0.05550708630941
831 => 0.055038457791924
901 => 0.055259465709879
902 => 0.056200489374454
903 => 0.056529794399728
904 => 0.057580777965025
905 => 0.057134301466744
906 => 0.057953828402389
907 => 0.060472774805243
908 => 0.062485083489675
909 => 0.060634481261298
910 => 0.064329829894292
911 => 0.067207188871356
912 => 0.067096751041324
913 => 0.066595016949161
914 => 0.06331922025232
915 => 0.060304783292509
916 => 0.062826487809145
917 => 0.062832916152551
918 => 0.062616299498183
919 => 0.061270912061858
920 => 0.062569482931695
921 => 0.062672558771626
922 => 0.062614863711343
923 => 0.06158335831834
924 => 0.060008440237288
925 => 0.060316175460505
926 => 0.060820252033762
927 => 0.059865929919197
928 => 0.059560966179178
929 => 0.060127951793599
930 => 0.061954897579409
1001 => 0.061609524061378
1002 => 0.061600504963058
1003 => 0.06307815933436
1004 => 0.06202047770228
1005 => 0.060320056987174
1006 => 0.059890678330816
1007 => 0.058366673364866
1008 => 0.059419309023167
1009 => 0.059457191506538
1010 => 0.058880673714162
1011 => 0.060366838228654
1012 => 0.060353142961019
1013 => 0.061764034981133
1014 => 0.064461130616748
1015 => 0.063663466721281
1016 => 0.062735870396438
1017 => 0.062836725836405
1018 => 0.063942861080402
1019 => 0.06327406646127
1020 => 0.063514569669311
1021 => 0.063942497049992
1022 => 0.064200676263596
1023 => 0.06279957782072
1024 => 0.062472914751399
1025 => 0.061804676754728
1026 => 0.061630345934649
1027 => 0.062174611839695
1028 => 0.062031217002914
1029 => 0.059454007630499
1030 => 0.059184674911624
1031 => 0.059192934961594
1101 => 0.05851568503391
1102 => 0.057482716335585
1103 => 0.060197296399426
1104 => 0.059979277629776
1105 => 0.059738601781395
1106 => 0.059768083199544
1107 => 0.060946390399602
1108 => 0.060262912717629
1109 => 0.062080050154945
1110 => 0.061706501325984
1111 => 0.061323372379089
1112 => 0.061270412288235
1113 => 0.061122940330706
1114 => 0.060617204116441
1115 => 0.060006497247681
1116 => 0.059603255674403
1117 => 0.054980852743462
1118 => 0.055838743840164
1119 => 0.056825669347685
1120 => 0.057166352078026
1121 => 0.056583590693251
1122 => 0.060640215087885
1123 => 0.061381399455389
1124 => 0.059136303659957
1125 => 0.058716337903289
1126 => 0.060667747972975
1127 => 0.059490809150775
1128 => 0.060020784630347
1129 => 0.058875267524602
1130 => 0.061202869845669
1201 => 0.061185137415783
1202 => 0.060279647541605
1203 => 0.061044961382733
1204 => 0.060911969269389
1205 => 0.059889673431565
1206 => 0.061235278447164
1207 => 0.061235945850464
1208 => 0.060364431533615
1209 => 0.059346693610552
1210 => 0.059164746107805
1211 => 0.059027673105693
1212 => 0.059987073074555
1213 => 0.060847268086671
1214 => 0.062447877743791
1215 => 0.062850309041139
1216 => 0.064421025186054
1217 => 0.063485740198538
1218 => 0.063900339919536
1219 => 0.06435044656539
1220 => 0.064566244243536
1221 => 0.064214613507339
1222 => 0.066654582212951
1223 => 0.066860590330414
1224 => 0.066929663070236
1225 => 0.066106919351033
1226 => 0.06683770833925
1227 => 0.066495796372851
1228 => 0.067385356323542
1229 => 0.067524850682282
1230 => 0.067406703923085
1231 => 0.067450981634318
]
'min_raw' => 0.030247248131608
'max_raw' => 0.067524850682282
'avg_raw' => 0.048886049406945
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.030247'
'max' => '$0.067524'
'avg' => '$0.048886'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0046640642906704
'max_diff' => -0.0064436574406566
'year' => 2031
]
6 => [
'items' => [
101 => 0.065368898784053
102 => 0.065260931804405
103 => 0.063788794375914
104 => 0.064388701259515
105 => 0.063267204094908
106 => 0.063622842398506
107 => 0.063779604374086
108 => 0.063697720814207
109 => 0.06442261909462
110 => 0.063806307469334
111 => 0.062179759759191
112 => 0.060552768897211
113 => 0.060532343352257
114 => 0.060103985377072
115 => 0.05979436101869
116 => 0.059854005654628
117 => 0.060064201131248
118 => 0.059782144075474
119 => 0.059842335248979
120 => 0.060841909780856
121 => 0.061042367324584
122 => 0.060361134267177
123 => 0.057625885240224
124 => 0.056954648268157
125 => 0.057437120092471
126 => 0.057206529635614
127 => 0.046170134202518
128 => 0.048762971604356
129 => 0.047222395664622
130 => 0.047932363936143
131 => 0.04635983483188
201 => 0.047110328143746
202 => 0.046971739432672
203 => 0.051140945247192
204 => 0.051075848832953
205 => 0.051107007041623
206 => 0.049619744559502
207 => 0.051988994077099
208 => 0.053156171584924
209 => 0.052940158091649
210 => 0.052994524034078
211 => 0.052060337020158
212 => 0.05111605201395
213 => 0.050068694617644
214 => 0.052014555202693
215 => 0.051798208722584
216 => 0.052294429708949
217 => 0.05355645939134
218 => 0.053742298056057
219 => 0.053992067106026
220 => 0.053902542681384
221 => 0.056035377679506
222 => 0.055777077288335
223 => 0.056399506912963
224 => 0.055119121951254
225 => 0.053670244831824
226 => 0.053945629004866
227 => 0.053919107294502
228 => 0.053581455481372
229 => 0.05327663852191
301 => 0.052769204166052
302 => 0.054374801554141
303 => 0.05430961723235
304 => 0.055364875633666
305 => 0.055178348461
306 => 0.053932674350996
307 => 0.053977163845529
308 => 0.054276377077189
309 => 0.055311957488321
310 => 0.055619388262035
311 => 0.055476974078653
312 => 0.055814057887283
313 => 0.05608047518561
314 => 0.05584751579812
315 => 0.059145729457112
316 => 0.057776081195245
317 => 0.058443638228128
318 => 0.058602846646996
319 => 0.058195037629857
320 => 0.058283476803128
321 => 0.058417438052402
322 => 0.05923082452569
323 => 0.061365385986871
324 => 0.062310768727577
325 => 0.065154999347353
326 => 0.062232267851325
327 => 0.062058845059816
328 => 0.062571176881973
329 => 0.064241041348169
330 => 0.065594309655627
331 => 0.066043266825133
401 => 0.066102603926558
402 => 0.066944877422658
403 => 0.067427652883152
404 => 0.066842603266239
405 => 0.066346834973154
406 => 0.064571054484348
407 => 0.064776605911217
408 => 0.066192651406802
409 => 0.06819289907398
410 => 0.069909319662719
411 => 0.069308288995839
412 => 0.073893728722602
413 => 0.074348356341669
414 => 0.074285541504584
415 => 0.07532125087848
416 => 0.073265578689844
417 => 0.072386739002429
418 => 0.066454025705328
419 => 0.068120876149583
420 => 0.070543741161001
421 => 0.070223065891462
422 => 0.068463516556803
423 => 0.069907984886766
424 => 0.069430398484179
425 => 0.069053706273381
426 => 0.070779406316425
427 => 0.068881928231247
428 => 0.070524812365606
429 => 0.068417796469831
430 => 0.069311034453299
501 => 0.068803989372822
502 => 0.069132109680998
503 => 0.067213925064001
504 => 0.068248930922033
505 => 0.067170865417523
506 => 0.067170354274106
507 => 0.067146555918342
508 => 0.068414895203524
509 => 0.068456255702079
510 => 0.067518951053975
511 => 0.067383870810733
512 => 0.067883333268421
513 => 0.067298593539893
514 => 0.067572189578563
515 => 0.067306880485188
516 => 0.067247153820005
517 => 0.06677124159017
518 => 0.066566205516078
519 => 0.066646605443858
520 => 0.06637215904134
521 => 0.066206795156663
522 => 0.067113660879531
523 => 0.066629159106662
524 => 0.067039404034105
525 => 0.066571878162246
526 => 0.064951229799055
527 => 0.064019177787338
528 => 0.060957923263452
529 => 0.061826091248952
530 => 0.062401687521523
531 => 0.062211452956872
601 => 0.062620150412746
602 => 0.062645241117234
603 => 0.062512369408151
604 => 0.062358520990954
605 => 0.062283636089814
606 => 0.062841766790866
607 => 0.063165780448642
608 => 0.06245945630796
609 => 0.062293974444323
610 => 0.063008107147777
611 => 0.063443727684343
612 => 0.06666010497231
613 => 0.066421825354056
614 => 0.067019860435861
615 => 0.066952530863246
616 => 0.067579366903437
617 => 0.068603978908474
618 => 0.066520656216212
619 => 0.06688224899971
620 => 0.066793594799593
621 => 0.06776149811009
622 => 0.067764519798576
623 => 0.067184213413576
624 => 0.06749880691928
625 => 0.067323209454818
626 => 0.067640537806522
627 => 0.066418642984482
628 => 0.067906778982332
629 => 0.068750456199747
630 => 0.06876217065873
701 => 0.069162066963948
702 => 0.069568384770482
703 => 0.070348276417302
704 => 0.069546634015739
705 => 0.068104557373644
706 => 0.068208670649324
707 => 0.067363181641698
708 => 0.067377394464667
709 => 0.067301525301783
710 => 0.067529214370761
711 => 0.066468607931055
712 => 0.066717530142544
713 => 0.066369037588773
714 => 0.066881491444958
715 => 0.06633017580736
716 => 0.066793552047854
717 => 0.066993529872085
718 => 0.067731452348713
719 => 0.066221184057576
720 => 0.063141644775773
721 => 0.063789001268613
722 => 0.062831510166948
723 => 0.062920129613833
724 => 0.06309915500022
725 => 0.062518875149476
726 => 0.062629574258279
727 => 0.062625619307134
728 => 0.062591537674812
729 => 0.062440584474163
730 => 0.06222167246804
731 => 0.06309375052287
801 => 0.063241933577942
802 => 0.06357132615337
803 => 0.064551375028725
804 => 0.064453445034933
805 => 0.064613172917884
806 => 0.064264487846236
807 => 0.062936304114253
808 => 0.063008430880985
809 => 0.062109008944092
810 => 0.063548325912267
811 => 0.063207476656148
812 => 0.062987728923372
813 => 0.062927768718535
814 => 0.06391024694549
815 => 0.064204219829454
816 => 0.064021035655954
817 => 0.063645319571769
818 => 0.064366805523893
819 => 0.064559844727632
820 => 0.064603059086338
821 => 0.065881393862291
822 => 0.064674503799786
823 => 0.064965014233286
824 => 0.067231493705598
825 => 0.065176109576999
826 => 0.066264892390454
827 => 0.066211602137487
828 => 0.066768586582449
829 => 0.066165913155843
830 => 0.066173384015263
831 => 0.066667948468995
901 => 0.065973421888898
902 => 0.065801447340517
903 => 0.065563865733633
904 => 0.066082616480514
905 => 0.066393584092191
906 => 0.068899754661765
907 => 0.070518855144972
908 => 0.070448565722922
909 => 0.071090879464172
910 => 0.070801511240819
911 => 0.069867064916133
912 => 0.071462050848784
913 => 0.070957330562647
914 => 0.070998939089801
915 => 0.070997390418342
916 => 0.07133298528521
917 => 0.071095185565216
918 => 0.070626457907468
919 => 0.070937621201285
920 => 0.071861664941008
921 => 0.074729925062233
922 => 0.076335041425462
923 => 0.074633295041723
924 => 0.075807136909934
925 => 0.075103250071631
926 => 0.074975332894292
927 => 0.075712592333761
928 => 0.076451142248282
929 => 0.076404099811566
930 => 0.075867950498582
1001 => 0.075565093355962
1002 => 0.077858429104465
1003 => 0.079548119818007
1004 => 0.079432894239174
1005 => 0.079941462470779
1006 => 0.081434634528193
1007 => 0.081571151468081
1008 => 0.081553953471461
1009 => 0.081215581991878
1010 => 0.082685803795296
1011 => 0.083912288689798
1012 => 0.081137258770847
1013 => 0.082193953836174
1014 => 0.082668338295589
1015 => 0.083364875425536
1016 => 0.084540050316934
1017 => 0.085816601948738
1018 => 0.085997120346151
1019 => 0.085869033904586
1020 => 0.085027113787862
1021 => 0.08642393181581
1022 => 0.087242155057168
1023 => 0.087729388272691
1024 => 0.088964930639381
1025 => 0.08267126793251
1026 => 0.078216300653255
1027 => 0.077520593182092
1028 => 0.078935341682047
1029 => 0.079308399579077
1030 => 0.079158020408559
1031 => 0.074143549707852
1101 => 0.077494193031621
1102 => 0.081099203517904
1103 => 0.081237686652549
1104 => 0.083042430279197
1105 => 0.083630128782974
1106 => 0.08508318395558
1107 => 0.084992294958909
1108 => 0.085346090770281
1109 => 0.085264759240136
1110 => 0.087956237970523
1111 => 0.090925338698599
1112 => 0.090822528181548
1113 => 0.090395684823082
1114 => 0.091029619998012
1115 => 0.094094050137558
1116 => 0.093811926516801
1117 => 0.094085985583133
1118 => 0.097699121421372
1119 => 0.10239671197366
1120 => 0.10021420953174
1121 => 0.10494961183255
1122 => 0.10793029656801
1123 => 0.11308508260945
1124 => 0.1124396780092
1125 => 0.11444639838757
1126 => 0.11128426907476
1127 => 0.10402338100079
1128 => 0.10287431766952
1129 => 0.10517477155764
1130 => 0.11083021296657
1201 => 0.10499666158166
1202 => 0.1061767814292
1203 => 0.10583690683372
1204 => 0.1058187963609
1205 => 0.10650999944779
1206 => 0.10550737331953
1207 => 0.10142249410399
1208 => 0.10329457017613
1209 => 0.1025716717002
1210 => 0.10337378145489
1211 => 0.10770243698575
1212 => 0.1057886351933
1213 => 0.10377260046958
1214 => 0.10630115540704
1215 => 0.10952087474817
1216 => 0.10931939049819
1217 => 0.10892842683936
1218 => 0.11113226851402
1219 => 0.11477236929555
1220 => 0.11575627390969
1221 => 0.1164825721808
1222 => 0.11658271644148
1223 => 0.11761426456576
1224 => 0.11206737031791
1225 => 0.12087043394359
1226 => 0.12239047985202
1227 => 0.12210477422069
1228 => 0.1237942412746
1229 => 0.12329715720969
1230 => 0.12257696038975
1231 => 0.12525512503015
]
'min_raw' => 0.046170134202518
'max_raw' => 0.12525512503015
'avg_raw' => 0.085712629616332
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.04617'
'max' => '$0.125255'
'avg' => '$0.085712'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.015922886070909
'max_diff' => 0.057730274347864
'year' => 2032
]
7 => [
'items' => [
101 => 0.12218482538667
102 => 0.11782692158274
103 => 0.11543608936634
104 => 0.11858453009183
105 => 0.12050717297745
106 => 0.12177791762179
107 => 0.12216244418336
108 => 0.11249795992839
109 => 0.10728933893183
110 => 0.11062800527366
111 => 0.11470140863314
112 => 0.11204474235658
113 => 0.11214887864488
114 => 0.10836117069412
115 => 0.11503653674055
116 => 0.11406399205625
117 => 0.1191095555988
118 => 0.11790539136619
119 => 0.12201985256749
120 => 0.12093637704258
121 => 0.12543382337019
122 => 0.12722797647378
123 => 0.13024063877232
124 => 0.13245676542288
125 => 0.13375811737983
126 => 0.13367998908958
127 => 0.138836593874
128 => 0.13579592419068
129 => 0.13197612643761
130 => 0.13190703834756
131 => 0.13388536573083
201 => 0.13803139719855
202 => 0.13910640283583
203 => 0.1397071843321
204 => 0.1387870665572
205 => 0.13548663754272
206 => 0.13406152902782
207 => 0.13527576277188
208 => 0.13379085924319
209 => 0.13635421932406
210 => 0.13987426021926
211 => 0.13914738569415
212 => 0.14157721825248
213 => 0.1440918393245
214 => 0.14768786039619
215 => 0.14862799346461
216 => 0.15018199767664
217 => 0.15178157847461
218 => 0.15229532071701
219 => 0.1532762140626
220 => 0.15327104427049
221 => 0.15622703238917
222 => 0.1594875788234
223 => 0.1607183596205
224 => 0.16354847219779
225 => 0.15870200358816
226 => 0.16237810570078
227 => 0.16569404182517
228 => 0.16174064607767
301 => 0.16718948109252
302 => 0.16740104700882
303 => 0.17059544116234
304 => 0.16735731071588
305 => 0.16543451919325
306 => 0.17098554627303
307 => 0.17367151342122
308 => 0.17286247825706
309 => 0.1667056807108
310 => 0.16312216046141
311 => 0.15374339675933
312 => 0.16485294749689
313 => 0.17026408559112
314 => 0.16669166717037
315 => 0.16849338722663
316 => 0.17832298764385
317 => 0.18206546306323
318 => 0.18128705433788
319 => 0.18141859259877
320 => 0.18343796440433
321 => 0.19239297107858
322 => 0.18702692350394
323 => 0.19112906581278
324 => 0.19330482730202
325 => 0.19532579582973
326 => 0.19036293585934
327 => 0.18390632795676
328 => 0.18186124920405
329 => 0.1663364605631
330 => 0.1655283278936
331 => 0.16507469853728
401 => 0.16221462961285
402 => 0.15996739887706
403 => 0.15818031756163
404 => 0.15349048252229
405 => 0.15507316417651
406 => 0.14759854596844
407 => 0.15238054181376
408 => 0.14045087067271
409 => 0.15038625529107
410 => 0.14497887714981
411 => 0.1486097861407
412 => 0.14859711824128
413 => 0.14191146360831
414 => 0.13805531754206
415 => 0.14051260389892
416 => 0.14314700993311
417 => 0.14357443344895
418 => 0.14699000963731
419 => 0.14794322353392
420 => 0.1450549409259
421 => 0.14020365475454
422 => 0.14133049788609
423 => 0.13803248210196
424 => 0.13225283629662
425 => 0.13640387881695
426 => 0.13782122724185
427 => 0.13844720905084
428 => 0.1327635911981
429 => 0.13097767507142
430 => 0.13002686831086
501 => 0.13946997106157
502 => 0.13998728554685
503 => 0.13734063149925
504 => 0.14930375876046
505 => 0.14659613461757
506 => 0.1496212141692
507 => 0.14122824868292
508 => 0.14154887126712
509 => 0.13757550690267
510 => 0.13980032544646
511 => 0.13822789540896
512 => 0.13962058209421
513 => 0.14045535275108
514 => 0.14442806512553
515 => 0.15043161728493
516 => 0.14383467437507
517 => 0.14096029187928
518 => 0.14274354261353
519 => 0.14749257431286
520 => 0.15468760043581
521 => 0.15042800015763
522 => 0.15231833842838
523 => 0.15273129324524
524 => 0.14959042169909
525 => 0.15480340884981
526 => 0.15759709101411
527 => 0.16046283084361
528 => 0.16295107244137
529 => 0.15931819133674
530 => 0.16320589487174
531 => 0.16007309209459
601 => 0.15726264414028
602 => 0.15726690642973
603 => 0.1555038713739
604 => 0.15208776879652
605 => 0.15145778706883
606 => 0.15473503157417
607 => 0.15736307131125
608 => 0.15757952925146
609 => 0.15903454708346
610 => 0.15989561164856
611 => 0.16833521494708
612 => 0.17172969320981
613 => 0.17588039697529
614 => 0.17749733001279
615 => 0.18236371875308
616 => 0.17843371461652
617 => 0.17758343350069
618 => 0.16577916620036
619 => 0.1677121143095
620 => 0.17080695073399
621 => 0.1658301989131
622 => 0.16898680245309
623 => 0.16960998285789
624 => 0.16566109079061
625 => 0.1677703646653
626 => 0.16216875861023
627 => 0.15055371698951
628 => 0.15481633971147
629 => 0.15795506481812
630 => 0.15347571708891
701 => 0.16150477451883
702 => 0.15681436492166
703 => 0.15532773025872
704 => 0.14952783841508
705 => 0.15226516410697
706 => 0.15596743629998
707 => 0.15367986252004
708 => 0.15842692159434
709 => 0.16515002323797
710 => 0.16994130583684
711 => 0.17030912102119
712 => 0.16722864730112
713 => 0.17216512609685
714 => 0.1722010829556
715 => 0.16663271470791
716 => 0.16322212016099
717 => 0.16244722590398
718 => 0.16438306368496
719 => 0.16673352812644
720 => 0.17043955543929
721 => 0.17267903012711
722 => 0.17851839238733
723 => 0.18009835638732
724 => 0.18183425780814
725 => 0.18415395743854
726 => 0.1869393516036
727 => 0.18084506774302
728 => 0.18108720500196
729 => 0.17541229225209
730 => 0.16934783411403
731 => 0.17395000189544
801 => 0.1799667240689
802 => 0.17858648135442
803 => 0.17843117585324
804 => 0.17869235662807
805 => 0.17765169869586
806 => 0.17294484143709
807 => 0.17058108718821
808 => 0.17363093322728
809 => 0.17525179066402
810 => 0.17776559919477
811 => 0.17745571923329
812 => 0.18393102004519
813 => 0.18644712613775
814 => 0.18580339852902
815 => 0.1859218599012
816 => 0.1904771497969
817 => 0.19554356902775
818 => 0.20028893921033
819 => 0.20511613357845
820 => 0.19929676235908
821 => 0.1963420445428
822 => 0.1993905591145
823 => 0.19777297437181
824 => 0.20706809611012
825 => 0.20771167017194
826 => 0.21700611976714
827 => 0.22582765919546
828 => 0.22028700833483
829 => 0.22551159254001
830 => 0.23116240632452
831 => 0.24206374292632
901 => 0.23839255627248
902 => 0.23558048483047
903 => 0.23292309090559
904 => 0.23845270581385
905 => 0.24556646705556
906 => 0.24709870309227
907 => 0.24958151083095
908 => 0.24697114207701
909 => 0.25011504371844
910 => 0.26121439801308
911 => 0.25821525450596
912 => 0.25395598858947
913 => 0.26271786281176
914 => 0.26588875103189
915 => 0.28814370516778
916 => 0.31624150407064
917 => 0.30460883082476
918 => 0.29738805515702
919 => 0.29908510871803
920 => 0.30934547370684
921 => 0.31264077729354
922 => 0.30368300618562
923 => 0.30684704237775
924 => 0.32428119287751
925 => 0.33363405526612
926 => 0.32093161188538
927 => 0.28588607438415
928 => 0.25357248829532
929 => 0.26214350642583
930 => 0.26117181895949
1001 => 0.27990263871691
1002 => 0.25814372592519
1003 => 0.25851009021276
1004 => 0.27762824348649
1005 => 0.27252784796118
1006 => 0.26426586041949
1007 => 0.25363280994764
1008 => 0.23397663271231
1009 => 0.21656660838191
1010 => 0.25071167538296
1011 => 0.2492392780051
1012 => 0.24710702840489
1013 => 0.25185211915665
1014 => 0.27489293292968
1015 => 0.27436176759637
1016 => 0.27098276474882
1017 => 0.27354570862752
1018 => 0.2638165639659
1019 => 0.26632398607371
1020 => 0.25356736965819
1021 => 0.25933389304137
1022 => 0.26424813390487
1023 => 0.2652347405148
1024 => 0.26745761558435
1025 => 0.24846339149322
1026 => 0.25699124046902
1027 => 0.26200055279091
1028 => 0.23936829748026
1029 => 0.26155318587167
1030 => 0.24813274431013
1031 => 0.24357764487587
1101 => 0.24971048617538
1102 => 0.24732051195658
1103 => 0.24526575246725
1104 => 0.24411916136695
1105 => 0.24862244316031
1106 => 0.24841235968207
1107 => 0.2410441166188
1108 => 0.23143254391077
1109 => 0.2346585032007
1110 => 0.23348648194714
1111 => 0.22923892573048
1112 => 0.23210126576861
1113 => 0.2194969688378
1114 => 0.19781193108269
1115 => 0.21213773125439
1116 => 0.21158620353125
1117 => 0.21130809824345
1118 => 0.22207354113645
1119 => 0.22103869220331
1120 => 0.2191604312564
1121 => 0.22920442999524
1122 => 0.22553823534471
1123 => 0.23683658339353
1124 => 0.24427840614981
1125 => 0.24239091918107
1126 => 0.24938998945281
1127 => 0.23473282278722
1128 => 0.23960134561007
1129 => 0.24060474141638
1130 => 0.22908048860989
1201 => 0.22120800628697
1202 => 0.2206830014689
1203 => 0.20703320201584
1204 => 0.21432481470633
1205 => 0.22074113212653
1206 => 0.2176682140086
1207 => 0.21669541993328
1208 => 0.22166521389079
1209 => 0.2220514094447
1210 => 0.21324610988848
1211 => 0.21507701049379
1212 => 0.22271217037983
1213 => 0.21488462405447
1214 => 0.19967698016672
1215 => 0.19590527422043
1216 => 0.19540205912086
1217 => 0.18517289345676
1218 => 0.19615731764687
1219 => 0.19136232212362
1220 => 0.20650965552871
1221 => 0.1978575799245
1222 => 0.19748460623789
1223 => 0.19692080180723
1224 => 0.18811613635862
1225 => 0.19004379852619
1226 => 0.19645164116241
1227 => 0.19873803160453
1228 => 0.19849954234957
1229 => 0.19642023923771
1230 => 0.19737213355456
1231 => 0.194305750298
]
'min_raw' => 0.10728933893183
'max_raw' => 0.33363405526612
'avg_raw' => 0.22046169709897
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.107289'
'max' => '$0.333634'
'avg' => '$0.220461'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.061119204729309
'max_diff' => 0.20837893023597
'year' => 2033
]
8 => [
'items' => [
101 => 0.19322294654886
102 => 0.18980532006794
103 => 0.1847823532844
104 => 0.18548082762329
105 => 0.17552901609434
106 => 0.17010674099076
107 => 0.16860592670652
108 => 0.16659897512229
109 => 0.16883261722825
110 => 0.17550082386266
111 => 0.16745755192261
112 => 0.15366792635132
113 => 0.15449670634453
114 => 0.15635872892229
115 => 0.15288886216715
116 => 0.14960492448724
117 => 0.15246004186563
118 => 0.14661719572566
119 => 0.15706480896378
120 => 0.15678223030479
121 => 0.16067645444389
122 => 0.1631115927156
123 => 0.15749938738469
124 => 0.15608793292099
125 => 0.15689196153054
126 => 0.14360315961045
127 => 0.15959047581897
128 => 0.15972873479342
129 => 0.15854487751465
130 => 0.16705762984267
131 => 0.18502219244883
201 => 0.17826320137354
202 => 0.1756459157376
203 => 0.17067045383045
204 => 0.17729996140803
205 => 0.1767909186625
206 => 0.17448883431849
207 => 0.17309652652429
208 => 0.17566189632559
209 => 0.17277864881622
210 => 0.17226073833719
211 => 0.16912276432645
212 => 0.16800265037334
213 => 0.16717336259548
214 => 0.16626039823618
215 => 0.16827417011624
216 => 0.16371069810227
217 => 0.15820759821611
218 => 0.15775007500494
219 => 0.15901333681683
220 => 0.15845443750385
221 => 0.15774739921005
222 => 0.15639747055677
223 => 0.15599697556201
224 => 0.15729839000245
225 => 0.15582916897637
226 => 0.15799708463296
227 => 0.15740753153061
228 => 0.15411433582544
301 => 0.15000979467958
302 => 0.14997325565382
303 => 0.14908893899674
304 => 0.14796262877605
305 => 0.14764931503915
306 => 0.1522195918436
307 => 0.16167992805193
308 => 0.15982263768758
309 => 0.1611647203186
310 => 0.16776643855521
311 => 0.16986492626204
312 => 0.16837546939314
313 => 0.16633660896529
314 => 0.16642630847673
315 => 0.17339371176371
316 => 0.17382826016033
317 => 0.17492622376796
318 => 0.17633741728824
319 => 0.16861580175182
320 => 0.16606262107935
321 => 0.16485278243167
322 => 0.16112694766328
323 => 0.16514494103206
324 => 0.1628038283637
325 => 0.16311972444646
326 => 0.16291399670815
327 => 0.16302633796451
328 => 0.15706188864296
329 => 0.15923502049351
330 => 0.15562176730612
331 => 0.15078402689491
401 => 0.15076780909272
402 => 0.15195183920474
403 => 0.15124753176301
404 => 0.1493522585467
405 => 0.14962147316164
406 => 0.14726286985385
407 => 0.1499078503071
408 => 0.1499836988823
409 => 0.14896523733474
410 => 0.15304019465994
411 => 0.15470970800093
412 => 0.15403933479276
413 => 0.15466267282956
414 => 0.15989981648738
415 => 0.1607536994162
416 => 0.16113293780885
417 => 0.16062480860216
418 => 0.15475839820167
419 => 0.15501859844883
420 => 0.15310942168071
421 => 0.15149636849574
422 => 0.15156088216379
423 => 0.1523902011831
424 => 0.15601188597935
425 => 0.16363350812308
426 => 0.1639227431121
427 => 0.16427330435637
428 => 0.16284739559795
429 => 0.1624173278723
430 => 0.16298469821233
501 => 0.16584697876366
502 => 0.17320954144327
503 => 0.17060712006327
504 => 0.16849131097222
505 => 0.1703474459631
506 => 0.17006170853012
507 => 0.16764979703979
508 => 0.16758210271738
509 => 0.16295287343268
510 => 0.16124155276858
511 => 0.15981144513153
512 => 0.15824980492577
513 => 0.15732401226514
514 => 0.1587464505571
515 => 0.15907177902427
516 => 0.15596159283893
517 => 0.1555376859544
518 => 0.15807753113138
519 => 0.15695983996396
520 => 0.15810941304706
521 => 0.15837612386319
522 => 0.15833317727893
523 => 0.15716617933413
524 => 0.15790998902376
525 => 0.15615065736744
526 => 0.15423764843425
527 => 0.15301726791955
528 => 0.15195232406049
529 => 0.15254321680839
530 => 0.15043679205485
531 => 0.14976290438224
601 => 0.15765800303716
602 => 0.16349019730017
603 => 0.16340539488578
604 => 0.16288918199761
605 => 0.16212219435576
606 => 0.16579086884039
607 => 0.1645127760074
608 => 0.16544269533163
609 => 0.16567939882823
610 => 0.16639582902193
611 => 0.16665189123692
612 => 0.16587789337658
613 => 0.16328026202139
614 => 0.15680721165963
615 => 0.15379398924257
616 => 0.15279957565575
617 => 0.15283572070097
618 => 0.1518386789952
619 => 0.15213235246182
620 => 0.15173655134824
621 => 0.15098699979368
622 => 0.15249693411208
623 => 0.15267093997627
624 => 0.15231850326398
625 => 0.15240151486812
626 => 0.14948348941808
627 => 0.14970534055543
628 => 0.1484700452312
629 => 0.14823844224961
630 => 0.14511572323941
701 => 0.1395833738675
702 => 0.14264883245769
703 => 0.13894618954944
704 => 0.13754394257589
705 => 0.14418196165452
706 => 0.14351568864902
707 => 0.14237531888551
708 => 0.14068847433139
709 => 0.1400628072777
710 => 0.1362614523216
711 => 0.13603684799135
712 => 0.13792090215281
713 => 0.13705147598365
714 => 0.13583047236469
715 => 0.131408121028
716 => 0.12643593393534
717 => 0.12658601300962
718 => 0.12816757321296
719 => 0.13276617280663
720 => 0.13096942038881
721 => 0.12966585589431
722 => 0.1294217374495
723 => 0.13247739088292
724 => 0.13680178067041
725 => 0.13883068760593
726 => 0.13682010245165
727 => 0.134510450484
728 => 0.13465102829738
729 => 0.13558622950978
730 => 0.13568450593417
731 => 0.1341811599393
801 => 0.13460434303095
802 => 0.13396148921805
803 => 0.13001629655489
804 => 0.12994494052995
805 => 0.12897672662558
806 => 0.12894740949335
807 => 0.12730023610975
808 => 0.12706978516701
809 => 0.12379922243758
810 => 0.12595191673027
811 => 0.12450800242026
812 => 0.12233168297012
813 => 0.12195648467661
814 => 0.12194520576285
815 => 0.12417979922201
816 => 0.12592580420465
817 => 0.12453311992788
818 => 0.1242160327141
819 => 0.12760169458939
820 => 0.12717083825477
821 => 0.12679771944771
822 => 0.13641457899526
823 => 0.12880208425046
824 => 0.12548260203572
825 => 0.12137411244241
826 => 0.12271185737079
827 => 0.12299373988277
828 => 0.11311356302175
829 => 0.10910517649974
830 => 0.10772964929824
831 => 0.10693801394668
901 => 0.10729877211712
902 => 0.10369075411046
903 => 0.10611540188204
904 => 0.10299116326644
905 => 0.10246737449539
906 => 0.10805390015897
907 => 0.10883123256905
908 => 0.10551489100941
909 => 0.10764451915763
910 => 0.10687228638704
911 => 0.1030447193704
912 => 0.10289853446404
913 => 0.10097799588058
914 => 0.097972724887009
915 => 0.096599235400762
916 => 0.095883910151142
917 => 0.096179067290547
918 => 0.096029826808906
919 => 0.095055931716051
920 => 0.096085649335628
921 => 0.093455146326307
922 => 0.092407658832592
923 => 0.091934533033206
924 => 0.089599810206329
925 => 0.093315392479844
926 => 0.094047408995398
927 => 0.09478086780962
928 => 0.10116512603382
929 => 0.10084618653466
930 => 0.10372924427718
1001 => 0.10361721395491
1002 => 0.10279491918431
1003 => 0.099325792808046
1004 => 0.10070852475039
1005 => 0.096452690756104
1006 => 0.099641450953206
1007 => 0.098186233965058
1008 => 0.099149440625697
1009 => 0.097417508201026
1010 => 0.098376031114576
1011 => 0.094220997267259
1012 => 0.090341085123538
1013 => 0.091902475031867
1014 => 0.093599884428816
1015 => 0.097280300493273
1016 => 0.095088275048056
1017 => 0.095876610287815
1018 => 0.093235819200348
1019 => 0.087787112882222
1020 => 0.087817951968254
1021 => 0.08697978720773
1022 => 0.086255490480579
1023 => 0.095340055539201
1024 => 0.09421024626844
1025 => 0.092410043061265
1026 => 0.094819686591301
1027 => 0.095456834586828
1028 => 0.095474973294536
1029 => 0.097232987012149
1030 => 0.098171239248381
1031 => 0.098336610271634
1101 => 0.1011028828407
1102 => 0.10203010091783
1103 => 0.10584918095273
1104 => 0.09809163510134
1105 => 0.097931873549525
1106 => 0.094853595217331
1107 => 0.092901302433398
1108 => 0.094987270374506
1109 => 0.096835153207308
1110 => 0.094911014087899
1111 => 0.0951622660361
1112 => 0.092579266476236
1113 => 0.093502567277462
1114 => 0.094297838309527
1115 => 0.093858736389491
1116 => 0.093201379562425
1117 => 0.096683647887996
1118 => 0.096487164661948
1119 => 0.099729932983723
1120 => 0.10225790278313
1121 => 0.10678847659233
1122 => 0.10206058663828
1123 => 0.10188828353669
1124 => 0.10357257399299
1125 => 0.10202984306174
1126 => 0.10300479575702
1127 => 0.10663139664041
1128 => 0.10670802100236
1129 => 0.10542446421489
1130 => 0.10534635966773
1201 => 0.10559288078933
1202 => 0.10703676269852
1203 => 0.10653222599344
1204 => 0.10711608864186
1205 => 0.10784621782414
1206 => 0.11086634169039
1207 => 0.11159448332997
1208 => 0.10982547664396
1209 => 0.10998519814098
1210 => 0.10932354108009
1211 => 0.10868438864982
1212 => 0.11012110997236
1213 => 0.11274674642814
1214 => 0.11273041248002
1215 => 0.11333950910268
1216 => 0.11371897125257
1217 => 0.11209004192198
1218 => 0.11102966882515
1219 => 0.11143628334377
1220 => 0.11208646881395
1221 => 0.11122543695877
1222 => 0.10591074947985
1223 => 0.10752288615741
1224 => 0.1072545477848
1225 => 0.10687240131116
1226 => 0.10849341720672
1227 => 0.1083370662691
1228 => 0.10365374867085
1229 => 0.10395355946851
1230 => 0.10367198115846
1231 => 0.10458181828371
]
'min_raw' => 0.086255490480579
'max_raw' => 0.19322294654886
'avg_raw' => 0.13973921851472
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.086255'
'max' => '$0.193222'
'avg' => '$0.139739'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.021033848451248
'max_diff' => -0.14041110871726
'year' => 2034
]
9 => [
'items' => [
101 => 0.10198070887114
102 => 0.10278079260771
103 => 0.10328259762697
104 => 0.10357816463836
105 => 0.10464595535569
106 => 0.10452066243941
107 => 0.1046381669721
108 => 0.10622141871961
109 => 0.11422896275213
110 => 0.11466479570617
111 => 0.11251859484207
112 => 0.11337595975534
113 => 0.11173000660695
114 => 0.11283494598239
115 => 0.11359091744065
116 => 0.11017482778573
117 => 0.10997254912661
118 => 0.10831980254408
119 => 0.10920789494118
120 => 0.10779487608129
121 => 0.10814158148421
122 => 0.10717216295242
123 => 0.10891692330033
124 => 0.11086783647763
125 => 0.11136071419012
126 => 0.11006416512577
127 => 0.10912537815644
128 => 0.10747717749394
129 => 0.11021817192822
130 => 0.1110197222311
131 => 0.11021396172571
201 => 0.1100272494104
202 => 0.10967342991026
203 => 0.11010231388996
204 => 0.11101535681601
205 => 0.11058478263334
206 => 0.11086918446673
207 => 0.10978533795174
208 => 0.11209058116536
209 => 0.11575186217559
210 => 0.11576363379272
211 => 0.1153330572891
212 => 0.11515687466072
213 => 0.115598672283
214 => 0.1158383293696
215 => 0.11726702186823
216 => 0.11880006584089
217 => 0.12595411314178
218 => 0.12394528528707
219 => 0.13029278164859
220 => 0.13531282715131
221 => 0.1368181192976
222 => 0.13543332135249
223 => 0.13069600238758
224 => 0.13046356691859
225 => 0.13754312149663
226 => 0.13554282306419
227 => 0.13530489393055
228 => 0.13277372993622
301 => 0.13426996134763
302 => 0.13394271358956
303 => 0.13342613699395
304 => 0.13628084229854
305 => 0.14162459578742
306 => 0.14079172169278
307 => 0.14017001981704
308 => 0.13744590317226
309 => 0.1390864298459
310 => 0.13850226971964
311 => 0.14101219233924
312 => 0.13952536978098
313 => 0.13552766883622
314 => 0.13616431588827
315 => 0.13606808796711
316 => 0.13804845176582
317 => 0.13745399570909
318 => 0.13595201088135
319 => 0.14160633141894
320 => 0.14123917129421
321 => 0.14175972040659
322 => 0.14198888222437
323 => 0.14543056749529
324 => 0.14684051582915
325 => 0.14716059878555
326 => 0.14849994065339
327 => 0.14712727473977
328 => 0.15261891708848
329 => 0.15627053880417
330 => 0.16051208533767
331 => 0.16671012484334
401 => 0.16904064503255
402 => 0.16861965742004
403 => 0.173318940236
404 => 0.18176344699708
405 => 0.17032653367415
406 => 0.18236963117419
407 => 0.17855692554993
408 => 0.16951706910243
409 => 0.16893500892012
410 => 0.17505690466125
411 => 0.18863468020446
412 => 0.18523360142874
413 => 0.18864024315093
414 => 0.18466621462757
415 => 0.18446887061564
416 => 0.18844723345575
417 => 0.19774289508094
418 => 0.19332687468548
419 => 0.18699542659596
420 => 0.19167046933702
421 => 0.18762051465993
422 => 0.17849483326152
423 => 0.1852310006879
424 => 0.18072671736488
425 => 0.18204130669941
426 => 0.19150864028281
427 => 0.1903695056586
428 => 0.19184365134336
429 => 0.18924182279487
430 => 0.18681130465988
501 => 0.18227456206828
502 => 0.18093145624561
503 => 0.18130264237511
504 => 0.1809312723042
505 => 0.17839300651901
506 => 0.17784486826437
507 => 0.17693128049215
508 => 0.17721443954414
509 => 0.17549662725283
510 => 0.17873849396466
511 => 0.1793402129936
512 => 0.18169937323722
513 => 0.18194430907993
514 => 0.18851453677786
515 => 0.18489576577003
516 => 0.18732354979174
517 => 0.18710638593765
518 => 0.16971299020289
519 => 0.17210964667191
520 => 0.17583809202548
521 => 0.17415843244748
522 => 0.17178378678401
523 => 0.16986613309032
524 => 0.16696069165421
525 => 0.17105004468147
526 => 0.17642710905811
527 => 0.18208068030603
528 => 0.18887307572374
529 => 0.1873570921387
530 => 0.18195370119838
531 => 0.18219609336879
601 => 0.18369446638842
602 => 0.18175393718645
603 => 0.18118163724116
604 => 0.1836158411642
605 => 0.1836326041888
606 => 0.18139979082115
607 => 0.17891842736355
608 => 0.17890803036006
609 => 0.1784664956999
610 => 0.18474476266273
611 => 0.18819717468791
612 => 0.18859298816275
613 => 0.18817053328737
614 => 0.18833311940227
615 => 0.18632423691353
616 => 0.1909159465672
617 => 0.19512975341842
618 => 0.19400036316744
619 => 0.19230724662893
620 => 0.19095859775447
621 => 0.19368266435329
622 => 0.19356136595572
623 => 0.19509294949161
624 => 0.19502346801557
625 => 0.19450845407822
626 => 0.1940003815602
627 => 0.19601483166423
628 => 0.19543470238535
629 => 0.19485367200546
630 => 0.1936883266273
701 => 0.19384671641853
702 => 0.19215389222047
703 => 0.19137071428808
704 => 0.17959359729157
705 => 0.17644636680171
706 => 0.1774365495816
707 => 0.17776254346283
708 => 0.17639286472035
709 => 0.17835663219546
710 => 0.17805058111461
711 => 0.17924124683631
712 => 0.17849737058609
713 => 0.17852789952687
714 => 0.18071548096763
715 => 0.18135054516652
716 => 0.18102754638937
717 => 0.18125376366114
718 => 0.18646684520867
719 => 0.18572571171758
720 => 0.18533199932177
721 => 0.18544106034609
722 => 0.18677311445121
723 => 0.18714601687319
724 => 0.18556600310788
725 => 0.18631114673355
726 => 0.18948387371884
727 => 0.19059414860289
728 => 0.19413761307062
729 => 0.19263228638467
730 => 0.19539537866574
731 => 0.20388818233019
801 => 0.21067282155465
802 => 0.20443338693676
803 => 0.2168925128539
804 => 0.22659372953586
805 => 0.22622138068139
806 => 0.2245297491597
807 => 0.21348517188748
808 => 0.20332178721621
809 => 0.21182389005384
810 => 0.21184556366244
811 => 0.21111522548855
812 => 0.20657915781503
813 => 0.21095738016601
814 => 0.21130490755686
815 => 0.21111038463297
816 => 0.20763259218306
817 => 0.20232264591552
818 => 0.20336019670598
819 => 0.20505972606622
820 => 0.20184216242832
821 => 0.20081395588696
822 => 0.20272558747165
823 => 0.2088852627418
824 => 0.20772081181254
825 => 0.20769040329287
826 => 0.21267241817224
827 => 0.20910637070471
828 => 0.20337328354415
829 => 0.20192560342598
830 => 0.19678731428065
831 => 0.20033634889528
901 => 0.20046407233284
902 => 0.19852030234466
903 => 0.20353100976596
904 => 0.20348483521496
905 => 0.20824175616611
906 => 0.21733520240679
907 => 0.2146458228921
908 => 0.21151836712019
909 => 0.21185840827754
910 => 0.21558782048057
911 => 0.21333293272842
912 => 0.21414380608573
913 => 0.21558659312663
914 => 0.21645706237079
915 => 0.21173316114906
916 => 0.21063179380396
917 => 0.2083787827433
918 => 0.20779101421202
919 => 0.20962604471031
920 => 0.20914257900659
921 => 0.20045333767248
922 => 0.19954526360659
923 => 0.19957311294176
924 => 0.19728971752649
925 => 0.19380699144052
926 => 0.20295938765169
927 => 0.20222432214823
928 => 0.20141286672196
929 => 0.20151226538158
930 => 0.20548501037335
1001 => 0.20318061764969
1002 => 0.20930722338809
1003 => 0.2080477774309
1004 => 0.20675603143723
1005 => 0.20657747279336
1006 => 0.20608026079239
1007 => 0.20437513583662
1008 => 0.20231609499041
1009 => 0.20095653787267
1010 => 0.18537178366514
1011 => 0.18826422339371
1012 => 0.19159171164726
1013 => 0.19274034725831
1014 => 0.19077552656244
1015 => 0.20445271893342
1016 => 0.2069516737763
1017 => 0.19938217655442
1018 => 0.19796623268474
1019 => 0.20454554797779
1020 => 0.2005774165675
1021 => 0.20236426589858
1022 => 0.19850207499911
1023 => 0.20634974873259
1024 => 0.20628996260719
1025 => 0.20323704027712
1026 => 0.20581734932499
1027 => 0.20536895712963
1028 => 0.20192221533799
1029 => 0.20645901659523
1030 => 0.20646126679205
1031 => 0.20352289542561
1101 => 0.20009152096181
1102 => 0.19947807225313
1103 => 0.19901592105637
1104 => 0.20225060503456
1105 => 0.20515081257481
1106 => 0.21054737978479
1107 => 0.21190420500065
1108 => 0.21719998414713
1109 => 0.21404660551221
1110 => 0.21544445741798
1111 => 0.21696202339992
1112 => 0.2176896003383
1113 => 0.21650405276114
1114 => 0.22473057760528
1115 => 0.22542514835634
1116 => 0.22565803192115
1117 => 0.22288409402973
1118 => 0.22534800012556
1119 => 0.22419522005931
1120 => 0.22719443354016
1121 => 0.22766474850984
1122 => 0.22726640846246
1123 => 0.22741569385726
1124 => 0.22039580616121
1125 => 0.22003178795131
1126 => 0.2150683738298
1127 => 0.21709100177202
1128 => 0.21330979578112
1129 => 0.21450885515157
1130 => 0.21503738909701
1201 => 0.21476131295795
1202 => 0.21720535812114
1203 => 0.21512742044699
1204 => 0.2096434012803
1205 => 0.20415788799627
1206 => 0.20408902184539
1207 => 0.20264478302505
1208 => 0.20160086288348
1209 => 0.20180195893781
1210 => 0.20251064766261
1211 => 0.20155967260647
1212 => 0.20176261135036
1213 => 0.20513274667265
1214 => 0.20580860327683
1215 => 0.2035117784616
1216 => 0.19428969539824
1217 => 0.19202657308265
1218 => 0.19365326052343
1219 => 0.19287580869883
1220 => 0.15566583095962
1221 => 0.16440776328604
1222 => 0.15921360394565
1223 => 0.16160731154149
1224 => 0.15630541987599
1225 => 0.15883576047471
1226 => 0.15836849895937
1227 => 0.17242526744768
1228 => 0.17220579034219
1229 => 0.17231084241812
1230 => 0.1672964331223
1231 => 0.17528452328659
]
'min_raw' => 0.10198070887114
'max_raw' => 0.22766474850984
'avg_raw' => 0.16482272869049
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.10198'
'max' => '$0.227664'
'avg' => '$0.164822'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.015725218390565
'max_diff' => 0.034441801960978
'year' => 2035
]
10 => [
'items' => [
101 => 0.17921974374396
102 => 0.1784914391698
103 => 0.17867473774041
104 => 0.17552506100012
105 => 0.17234133817382
106 => 0.16881009958802
107 => 0.17537070440616
108 => 0.17464127714364
109 => 0.17631432084421
110 => 0.18056934203049
111 => 0.18119591006342
112 => 0.18203802385371
113 => 0.18173618600564
114 => 0.18892718811159
115 => 0.1880563103088
116 => 0.19015487524488
117 => 0.18583796795286
118 => 0.18095297758733
119 => 0.18188145455345
120 => 0.18179203475527
121 => 0.1806536180932
122 => 0.17962590643274
123 => 0.17791505607403
124 => 0.1833284397672
125 => 0.18310866627526
126 => 0.18666654365108
127 => 0.18603765426553
128 => 0.18183777703346
129 => 0.18198777647044
130 => 0.18299659477138
131 => 0.18648812642942
201 => 0.18752465074713
202 => 0.18704449138482
203 => 0.18818099298006
204 => 0.18907923750203
205 => 0.1882937986624
206 => 0.19941395628762
207 => 0.19479609154694
208 => 0.19704680669065
209 => 0.19758358899044
210 => 0.19620863241684
211 => 0.19650681126415
212 => 0.19695847096895
213 => 0.19970086025248
214 => 0.20689768324917
215 => 0.21008510716397
216 => 0.21967462927639
217 => 0.20982043597893
218 => 0.20923572892937
219 => 0.21096309143764
220 => 0.21659315607163
221 => 0.2211557946524
222 => 0.22266948509458
223 => 0.22286954427482
224 => 0.22570932817258
225 => 0.22733703934394
226 => 0.22536450371366
227 => 0.22369298630008
228 => 0.21770581840104
229 => 0.21839884938787
301 => 0.22317314564138
302 => 0.2299171203041
303 => 0.23570415215569
304 => 0.23367773529968
305 => 0.24913786548364
306 => 0.25067067424241
307 => 0.25045888963359
308 => 0.2539508560986
309 => 0.24702001379216
310 => 0.24405694442742
311 => 0.22405438733743
312 => 0.22967428998601
313 => 0.23784314853104
314 => 0.23676196947096
315 => 0.23082952604134
316 => 0.23569965186537
317 => 0.23408943596503
318 => 0.23281939187652
319 => 0.23863771005617
320 => 0.2322402302143
321 => 0.2377793287758
322 => 0.23067537757604
323 => 0.23368699180119
324 => 0.23197745391161
325 => 0.23308373443925
326 => 0.22661644107967
327 => 0.23010603559183
328 => 0.22647126247524
329 => 0.22646953911952
330 => 0.22638930130152
331 => 0.23066559575413
401 => 0.2308050455627
402 => 0.2276448575011
403 => 0.22718942503001
404 => 0.22887339757746
405 => 0.2269019067575
406 => 0.22782435490375
407 => 0.22692984677214
408 => 0.22672847415049
409 => 0.22512390284047
410 => 0.22443260940151
411 => 0.22470368337137
412 => 0.22377836816404
413 => 0.22322083228152
414 => 0.22627839338151
415 => 0.22464486182744
416 => 0.22602803124271
417 => 0.22445173512412
418 => 0.21898760601756
419 => 0.21584512758627
420 => 0.20552389422902
421 => 0.20845098320569
422 => 0.21039164622551
423 => 0.20975025710903
424 => 0.21112820911586
425 => 0.21121280417782
426 => 0.21076481793384
427 => 0.21024610725391
428 => 0.20999362758141
429 => 0.21187540420745
430 => 0.21296783887656
501 => 0.21058641772227
502 => 0.21002848406544
503 => 0.21243623233429
504 => 0.21390495738738
505 => 0.22474919797405
506 => 0.22394582160495
507 => 0.22596213863674
508 => 0.22573513228186
509 => 0.22784855375566
510 => 0.23130310466677
511 => 0.22427903675686
512 => 0.22549817207203
513 => 0.2251992682467
514 => 0.22846262183489
515 => 0.22847280966859
516 => 0.22651626617586
517 => 0.22757694014456
518 => 0.2269849010333
519 => 0.22805479572623
520 => 0.22393509202375
521 => 0.22895244643884
522 => 0.23179696308102
523 => 0.23183645919735
524 => 0.23318473751027
525 => 0.2345546663632
526 => 0.23718412550075
527 => 0.23448133217499
528 => 0.22961927009359
529 => 0.2299702952715
530 => 0.22711967005214
531 => 0.22716758957708
601 => 0.22691179139741
602 => 0.22767946099021
603 => 0.22410355232956
604 => 0.22494281094479
605 => 0.22376784396878
606 => 0.22549561792329
607 => 0.2236368187595
608 => 0.22519912410622
609 => 0.22587336330262
610 => 0.22836132045268
611 => 0.22326934546554
612 => 0.21288646377038
613 => 0.21506907138298
614 => 0.21184082328382
615 => 0.2121396099362
616 => 0.21274320652556
617 => 0.21078675249493
618 => 0.21115998226902
619 => 0.21114664787512
620 => 0.21103173927224
621 => 0.21052279001703
622 => 0.20978471290444
623 => 0.21272498495285
624 => 0.21322459446883
625 => 0.21433516453434
626 => 0.21763946774243
627 => 0.21730928993111
628 => 0.21784782364032
629 => 0.21667220757684
630 => 0.21219414339364
701 => 0.2124373238234
702 => 0.20940485996753
703 => 0.21425761761564
704 => 0.2131084205513
705 => 0.21236752572795
706 => 0.21216536571105
707 => 0.21547785964767
708 => 0.21646900975049
709 => 0.21585139152002
710 => 0.21458463851053
711 => 0.21701717877066
712 => 0.21766802392363
713 => 0.21781372415114
714 => 0.22212371909875
715 => 0.21805460499064
716 => 0.21903408119998
717 => 0.22667567498142
718 => 0.21974580388951
719 => 0.22341671116146
720 => 0.22323703935298
721 => 0.22511495129658
722 => 0.22308299576146
723 => 0.22310818428559
724 => 0.22477564287074
725 => 0.22243399801564
726 => 0.2218541738189
727 => 0.22105315084387
728 => 0.222802155205
729 => 0.22385060421884
730 => 0.23230033326939
731 => 0.23775924359051
801 => 0.23752225789662
802 => 0.23968786352016
803 => 0.23871223835208
804 => 0.23556168732744
805 => 0.24093929375774
806 => 0.23923759407458
807 => 0.23937788012889
808 => 0.23937265867495
809 => 0.24050414019908
810 => 0.23970238184047
811 => 0.23812203381685
812 => 0.23917114258669
813 => 0.24228662056984
814 => 0.25195715982407
815 => 0.25736892170834
816 => 0.25163136496343
817 => 0.25558905477713
818 => 0.25321585115798
819 => 0.25278456946369
820 => 0.25527029113767
821 => 0.25776036373838
822 => 0.2576017568786
823 => 0.25579409203712
824 => 0.25477298803597
825 => 0.26250512962763
826 => 0.26820203983878
827 => 0.26781354875495
828 => 0.26952822205491
829 => 0.27456255589642
830 => 0.27502283229056
831 => 0.27496484804423
901 => 0.27382400497648
902 => 0.27878096043431
903 => 0.28291613988656
904 => 0.27355993276842
905 => 0.27712265395726
906 => 0.27872207428264
907 => 0.28107049784693
908 => 0.28503268204137
909 => 0.28933666499398
910 => 0.28994529537426
911 => 0.28951344299381
912 => 0.28667485053929
913 => 0.29138432004323
914 => 0.294143016828
915 => 0.29578575763167
916 => 0.29995147498378
917 => 0.27873195175807
918 => 0.26371171854017
919 => 0.2613660922284
920 => 0.26613601557059
921 => 0.26739380631649
922 => 0.26688679244395
923 => 0.24998015437736
924 => 0.26127708227789
925 => 0.27343162682619
926 => 0.27389853238323
927 => 0.27998335152365
928 => 0.28196481806093
929 => 0.28686389502444
930 => 0.2865574564265
1001 => 0.28775030370578
1002 => 0.28747608877351
1003 => 0.29655059722605
1004 => 0.30656112762675
1005 => 0.30621449479051
1006 => 0.30477536260619
1007 => 0.30691271930841
1008 => 0.31724465947557
1009 => 0.31629345999094
1010 => 0.31721746926728
1011 => 0.32939940900699
1012 => 0.34523766352933
1013 => 0.33787920416895
1014 => 0.35384494364134
1015 => 0.36389453033173
1016 => 0.38127425136609
1017 => 0.37909822469566
1018 => 0.38586402255605
1019 => 0.37520268280511
1020 => 0.35072209172469
1021 => 0.34684794447828
1022 => 0.35460408537463
1023 => 0.37367180093516
1024 => 0.3540035751554
1025 => 0.35798243161469
1026 => 0.35683652068674
1027 => 0.3567754599632
1028 => 0.35910589942891
1029 => 0.35572547543635
1030 => 0.34195301996401
1031 => 0.3482648551454
1101 => 0.34582755246264
1102 => 0.34853192150211
1103 => 0.36312628584147
1104 => 0.35667376948085
1105 => 0.34987656765479
1106 => 0.3584017671645
1107 => 0.36925727571674
1108 => 0.36857795750077
1109 => 0.36725979622879
1110 => 0.37469020230225
1111 => 0.38696305623089
1112 => 0.39028035933148
1113 => 0.39272912466106
1114 => 0.39306676802778
1115 => 0.39654470454918
1116 => 0.37784296332077
1117 => 0.40752310694503
1118 => 0.41264804785152
1119 => 0.41168477136814
1120 => 0.41738092749522
1121 => 0.4157049738651
1122 => 0.41327678000412
1123 => 0.4223063990727
1124 => 0.41195466946326
1125 => 0.39726169252918
1126 => 0.38920083478901
1127 => 0.39981602251211
1128 => 0.40629834723561
1129 => 0.41058275152456
1130 => 0.41187920967369
1201 => 0.3792947262553
1202 => 0.36173349691109
1203 => 0.37299004358083
1204 => 0.38672380740325
1205 => 0.3777666715693
1206 => 0.37811777433589
1207 => 0.36534725253056
1208 => 0.38785371521528
1209 => 0.38457471291126
1210 => 0.40158618266496
1211 => 0.39752625888267
1212 => 0.41139845208536
1213 => 0.40774543870727
1214 => 0.42290889300249
1215 => 0.42895800545499
1216 => 0.43911540673191
1217 => 0.44658723245928
1218 => 0.45097483143964
1219 => 0.45071141645432
1220 => 0.46809726950764
1221 => 0.45784543937754
1222 => 0.44496672456329
1223 => 0.44473378924412
1224 => 0.45140385813923
1225 => 0.46538249269932
1226 => 0.46900694925989
1227 => 0.47103252601979
1228 => 0.46793028470117
1229 => 0.45680265785023
1230 => 0.45199780499434
1231 => 0.45609167883755
]
'min_raw' => 0.16881009958802
'max_raw' => 0.47103252601979
'avg_raw' => 0.3199213128039
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.16881'
'max' => '$0.471032'
'avg' => '$0.319921'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.066829390716871
'max_diff' => 0.24336777750995
'year' => 2036
]
11 => [
'items' => [
101 => 0.4510852229179
102 => 0.45972777039864
103 => 0.47159583403824
104 => 0.46914512582807
105 => 0.47733747594395
106 => 0.48581569645351
107 => 0.4979399325629
108 => 0.50110965684106
109 => 0.50634909053903
110 => 0.51174218887856
111 => 0.51347430671714
112 => 0.51678145711559
113 => 0.51676402680054
114 => 0.52673034712317
115 => 0.53772350707027
116 => 0.54187317045807
117 => 0.55141509260453
118 => 0.53507488531755
119 => 0.54746912024749
120 => 0.55864903040213
121 => 0.54531988062218
122 => 0.56369100830025
123 => 0.56440431755812
124 => 0.57517444047219
125 => 0.56425685759289
126 => 0.55777403172932
127 => 0.57648970708913
128 => 0.58554563285749
129 => 0.58281791431649
130 => 0.56205984153542
131 => 0.54997775282121
201 => 0.51835659619527
202 => 0.55581322215101
203 => 0.57405725202929
204 => 0.56201259390547
205 => 0.5680872188672
206 => 0.60122840295466
207 => 0.6138464201224
208 => 0.61122196075811
209 => 0.61166545118839
210 => 0.6184739042189
211 => 0.64866633443971
212 => 0.63057433039634
213 => 0.64440498959304
214 => 0.65174072136081
215 => 0.6585545578515
216 => 0.64182192896552
217 => 0.620053024636
218 => 0.6131578988384
219 => 0.56081499002932
220 => 0.55809031431208
221 => 0.55656087126586
222 => 0.5469179492035
223 => 0.53934125388114
224 => 0.53331598445613
225 => 0.51750387818716
226 => 0.52283999988369
227 => 0.497638802734
228 => 0.51376163559478
301 => 0.4735399164397
302 => 0.50703775934689
303 => 0.48880640641253
304 => 0.50104826957729
305 => 0.50100555886996
306 => 0.47846440749739
307 => 0.46546314180752
308 => 0.47374805432194
309 => 0.48263013819456
310 => 0.48407122641998
311 => 0.49558708000695
312 => 0.49880090721063
313 => 0.48906286074424
314 => 0.47270641071152
315 => 0.47650564100322
316 => 0.46538615052692
317 => 0.44589967117223
318 => 0.45989520084606
319 => 0.4646738900167
320 => 0.46678443139038
321 => 0.44762171698232
322 => 0.44160037607253
323 => 0.43839466469611
324 => 0.47023274491651
325 => 0.47197690682138
326 => 0.4630535279164
327 => 0.50338804671644
328 => 0.4942591028784
329 => 0.50445836979103
330 => 0.47616090067589
331 => 0.47724190210369
401 => 0.46384542673752
402 => 0.47134655778977
403 => 0.46604500013478
404 => 0.47074054052837
405 => 0.47355502807985
406 => 0.48694930521623
407 => 0.50719070047627
408 => 0.48494864687183
409 => 0.4752574656043
410 => 0.48126981995741
411 => 0.49728151189851
412 => 0.5215400448127
413 => 0.50717850507903
414 => 0.51355191253807
415 => 0.51494421853471
416 => 0.5043545508282
417 => 0.52193050096599
418 => 0.53134959543159
419 => 0.54101163734634
420 => 0.54940091761664
421 => 0.53715240533273
422 => 0.55026006923178
423 => 0.5396976059433
424 => 0.53022198444615
425 => 0.5302363550526
426 => 0.52429215927069
427 => 0.51277453092639
428 => 0.51065050354758
429 => 0.52169996220724
430 => 0.53056058166467
501 => 0.53129038472269
502 => 0.53619607892938
503 => 0.53909921822823
504 => 0.56755392998349
505 => 0.57899865044117
506 => 0.59299303797936
507 => 0.59844464060595
508 => 0.61485201000427
509 => 0.60160172667374
510 => 0.59873494452699
511 => 0.55893603317629
512 => 0.56545310268039
513 => 0.57588755976013
514 => 0.55910809353028
515 => 0.56975080275239
516 => 0.57185189899623
517 => 0.55853793368853
518 => 0.56564949782186
519 => 0.54676329191557
520 => 0.50760236815498
521 => 0.52197409826888
522 => 0.53255652910475
523 => 0.51745409549764
524 => 0.54452462319349
525 => 0.5287105797627
526 => 0.52369828720309
527 => 0.50414354691675
528 => 0.51337263160092
529 => 0.52585510078403
530 => 0.51814238607167
531 => 0.53414742716977
601 => 0.55681483375322
602 => 0.57296897755199
603 => 0.57420909212606
604 => 0.56382305990703
605 => 0.58046674282079
606 => 0.5805879738805
607 => 0.56181383156233
608 => 0.55031477392731
609 => 0.54770216383841
610 => 0.55422897607286
611 => 0.56215373104149
612 => 0.57464886087332
613 => 0.58219940613843
614 => 0.60188722369004
615 => 0.60721418262554
616 => 0.61306689546262
617 => 0.62088792472275
618 => 0.63027907562028
619 => 0.609731772095
620 => 0.61054815476903
621 => 0.59141479022306
622 => 0.57096804620367
623 => 0.58648457619177
624 => 0.60677037507372
625 => 0.60211679039638
626 => 0.60159316705607
627 => 0.60247375627347
628 => 0.59896510539863
629 => 0.58309560752838
630 => 0.57512604504625
701 => 0.58540881390042
702 => 0.59087364791303
703 => 0.59934912888296
704 => 0.59830434695772
705 => 0.62013627573608
706 => 0.62861950309609
707 => 0.62644913051963
708 => 0.62684853130663
709 => 0.64220700923018
710 => 0.65928879539306
711 => 0.67528814227481
712 => 0.69156336511086
713 => 0.67194294874924
714 => 0.66198091133986
715 => 0.67225919105882
716 => 0.66680539116268
717 => 0.69814454306805
718 => 0.70031439795039
719 => 0.73165128367838
720 => 0.76139371976118
721 => 0.74271302854866
722 => 0.76032807896525
723 => 0.77938019216693
724 => 0.81613480962693
725 => 0.80375714750943
726 => 0.79427605231012
727 => 0.7853164631591
728 => 0.80395994588766
729 => 0.82794448858105
730 => 0.83311052935611
731 => 0.84148148899117
801 => 0.83268044848715
802 => 0.84328033237143
803 => 0.88070258030796
804 => 0.87059075858019
805 => 0.8562303461703
806 => 0.88577161684529
807 => 0.89646248786379
808 => 0.97149661952422
809 => 1.0662303102509
810 => 1.0270099402351
811 => 1.0026645909329
812 => 1.0083863254983
813 => 1.0429798624139
814 => 1.0540902085272
815 => 1.0238884578252
816 => 1.0345562267529
817 => 1.0933366823764
818 => 1.1248705109156
819 => 1.0820433362012
820 => 0.96388485971447
821 => 0.85493734815346
822 => 0.88383513418983
823 => 0.88055902205601
824 => 0.94371128861225
825 => 0.87034959497619
826 => 0.87158481775047
827 => 0.93604300629968
828 => 0.91884666668786
829 => 0.89099079885749
830 => 0.85514072681578
831 => 0.78886855291637
901 => 0.73016944035737
902 => 0.84529191768384
903 => 0.84032762712488
904 => 0.83313859872887
905 => 0.84913700349008
906 => 0.92682071578409
907 => 0.92502985477807
908 => 0.91363731076312
909 => 0.92227845498919
910 => 0.88947596449534
911 => 0.89792991319443
912 => 0.854920090311
913 => 0.87436232650318
914 => 0.89093103267583
915 => 0.89425744574388
916 => 0.90175202423705
917 => 0.83771167157942
918 => 0.86646390979672
919 => 0.883353156029
920 => 0.80704692711555
921 => 0.88184482722661
922 => 0.83659687151657
923 => 0.8212390357471
924 => 0.84191633836969
925 => 0.83385837342833
926 => 0.82693060835133
927 => 0.82306479640425
928 => 0.83824792537966
929 => 0.8375396142652
930 => 0.81269706834307
1001 => 0.78029097989937
1002 => 0.79116752687467
1003 => 0.78721597539037
1004 => 0.772895043051
1005 => 0.78254562233177
1006 => 0.74004935522564
1007 => 0.66693673643328
1008 => 0.71523717190759
1009 => 0.71337765768259
1010 => 0.71244000628809
1011 => 0.74873644862105
1012 => 0.74524738319214
1013 => 0.73891469527363
1014 => 0.77277873827122
1015 => 0.76041790704144
1016 => 0.79851107631349
1017 => 0.82360170130778
1018 => 0.81723790721254
1019 => 0.84083576129318
1020 => 0.79141810054944
1021 => 0.80783266515609
1022 => 0.81121568417192
1023 => 0.77236086123721
1024 => 0.74581823744631
1025 => 0.74404814704752
1026 => 0.69802689519297
1027 => 0.7226110764631
1028 => 0.74424413861828
1029 => 0.73388358063939
1030 => 0.73060373749614
1031 => 0.74735974480382
1101 => 0.74866183007713
1102 => 0.71897414785697
1103 => 0.72514715707717
1104 => 0.75088963170278
1105 => 0.72449851276499
1106 => 0.67322487963365
1107 => 0.66050830970364
1108 => 0.65881168486209
1109 => 0.62432333864802
1110 => 0.66135809171301
1111 => 0.64519142953047
1112 => 0.69626172165877
1113 => 0.66709064469055
1114 => 0.66583313786595
1115 => 0.66393223186441
1116 => 0.63424668758232
1117 => 0.64074593516534
1118 => 0.66235042399465
1119 => 0.67005914900094
1120 => 0.66925506582706
1121 => 0.6622445502131
1122 => 0.66545392836152
1123 => 0.65511540312398
1124 => 0.65146465468481
1125 => 0.63994188839332
1126 => 0.62300660519027
1127 => 0.62536156018978
1128 => 0.59180833280663
1129 => 0.57352675372372
1130 => 0.56846665358092
1201 => 0.56170007619381
1202 => 0.56923095650197
1203 => 0.59171328072919
1204 => 0.56459482782
1205 => 0.51810214244548
1206 => 0.52089643205617
1207 => 0.52717437117936
1208 => 0.51547547315602
1209 => 0.50440344799102
1210 => 0.51402967557019
1211 => 0.49433011187477
1212 => 0.52955496933617
1213 => 0.52860223565836
1214 => 0.5417318842294
1215 => 0.54994212292838
1216 => 0.53102018082357
1217 => 0.52626136355458
1218 => 0.52897220214719
1219 => 0.48416807867907
1220 => 0.53807043147485
1221 => 0.53853658126017
1222 => 0.5345451237905
1223 => 0.56324646260582
1224 => 0.6238152396782
1225 => 0.60102682937016
1226 => 0.59220246811553
1227 => 0.57542735091993
1228 => 0.59777919857517
1229 => 0.59606292541839
1230 => 0.58830128732616
1231 => 0.58360702439019
]
'min_raw' => 0.43839466469611
'max_raw' => 1.1248705109156
'avg_raw' => 0.78163258780585
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.438394'
'max' => '$1.12'
'avg' => '$0.781632'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.26958456510809
'max_diff' => 0.6538379848958
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.013760707582448
]
1 => [
'year' => 2028
'avg' => 0.023617368973435
]
2 => [
'year' => 2029
'avg' => 0.064518395418815
]
3 => [
'year' => 2030
'avg' => 0.049775845981939
]
4 => [
'year' => 2031
'avg' => 0.048886049406945
]
5 => [
'year' => 2032
'avg' => 0.085712629616332
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.013760707582448
'min' => '$0.01376'
'max_raw' => 0.085712629616332
'max' => '$0.085712'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.085712629616332
]
1 => [
'year' => 2033
'avg' => 0.22046169709897
]
2 => [
'year' => 2034
'avg' => 0.13973921851472
]
3 => [
'year' => 2035
'avg' => 0.16482272869049
]
4 => [
'year' => 2036
'avg' => 0.3199213128039
]
5 => [
'year' => 2037
'avg' => 0.78163258780585
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.085712629616332
'min' => '$0.085712'
'max_raw' => 0.78163258780585
'max' => '$0.781632'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.78163258780585
]
]
]
]
'prediction_2025_max_price' => '$0.023528'
'last_price' => 0.02281366
'sma_50day_nextmonth' => '$0.021183'
'sma_200day_nextmonth' => '$0.037554'
'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' => '$0.022548'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.022366'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.021928'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.0215068'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.024942'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.031444'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.042295'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.022558'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.022348'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.022066'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.022396'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.025422'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.031252'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.041715'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.036142'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.053847'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.087249'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.088254'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.022779'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.023559'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.026858'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.034864'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.052487'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.070356'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.087878'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '49.51'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 106.82
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.021886'
'vwma_10_action' => 'BUY'
'hma_9' => '0.022846'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 141.94
'cci_20_action' => 'SELL'
'adx_14' => 18.11
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.0006086'
'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' => 69.07
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.013359'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 18
'buy_signals' => 16
'sell_pct' => 52.94
'buy_pct' => 47.06
'overall_action' => 'bearish'
'overall_action_label' => 'Baixista'
'overall_action_dir' => -1
'last_updated' => 1767679534
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de COTI para 2026
A previsão de preço para COTI em 2026 sugere que o preço médio poderia variar entre $0.007882 na extremidade inferior e $0.023528 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, COTI poderia potencialmente ganhar 3.13% até 2026 se COTI atingir a meta de preço prevista.
Previsão de preço de COTI 2027-2032
A previsão de preço de COTI para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.01376 na extremidade inferior e $0.085712 na extremidade superior. Considerando a volatilidade de preços no mercado, se COTI atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de COTI | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.007587 | $0.01376 | $0.019933 |
| 2028 | $0.013693 | $0.023617 | $0.03354 |
| 2029 | $0.030081 | $0.064518 | $0.098955 |
| 2030 | $0.025583 | $0.049775 | $0.073968 |
| 2031 | $0.030247 | $0.048886 | $0.067524 |
| 2032 | $0.04617 | $0.085712 | $0.125255 |
Previsão de preço de COTI 2032-2037
A previsão de preço de COTI para 2032-2037 é atualmente estimada entre $0.085712 na extremidade inferior e $0.781632 na extremidade superior. Comparado ao preço atual, COTI poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de COTI | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.04617 | $0.085712 | $0.125255 |
| 2033 | $0.107289 | $0.220461 | $0.333634 |
| 2034 | $0.086255 | $0.139739 | $0.193222 |
| 2035 | $0.10198 | $0.164822 | $0.227664 |
| 2036 | $0.16881 | $0.319921 | $0.471032 |
| 2037 | $0.438394 | $0.781632 | $1.12 |
COTI Histograma de preços potenciais
Previsão de preço de COTI baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 47.06%
Baixista 52.94%
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para COTI é Baixista, com 16 indicadores técnicos mostrando sinais de alta e 18 indicando sinais de baixa. A previsão de preço de COTI 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 COTI
De acordo com nossos indicadores técnicos, o SMA de 200 dias de COTI está projetado para aumentar no próximo mês, alcançando $0.037554 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para COTI é esperado para alcançar $0.021183 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 49.51, sugerindo que o mercado de COTI está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de COTI 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 | $0.022548 | BUY |
| SMA 5 | $0.022366 | BUY |
| SMA 10 | $0.021928 | BUY |
| SMA 21 | $0.0215068 | BUY |
| SMA 50 | $0.024942 | SELL |
| SMA 100 | $0.031444 | SELL |
| SMA 200 | $0.042295 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.022558 | BUY |
| EMA 5 | $0.022348 | BUY |
| EMA 10 | $0.022066 | BUY |
| EMA 21 | $0.022396 | BUY |
| EMA 50 | $0.025422 | SELL |
| EMA 100 | $0.031252 | SELL |
| EMA 200 | $0.041715 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.036142 | SELL |
| SMA 50 | $0.053847 | SELL |
| SMA 100 | $0.087249 | SELL |
| SMA 200 | $0.088254 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.034864 | SELL |
| EMA 50 | $0.052487 | SELL |
| EMA 100 | $0.070356 | SELL |
| EMA 200 | $0.087878 | SELL |
Osciladores de COTI
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 49.51 | NEUTRAL |
| Stoch RSI (14) | 106.82 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 141.94 | SELL |
| Índice Direcional Médio (14) | 18.11 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.0006086 | NEUTRAL |
| Momentum (10) | 0 | SELL |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 69.07 | NEUTRAL |
| VWMA (10) | 0.021886 | BUY |
| Média Móvel de Hull (9) | 0.022846 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.013359 | SELL |
Previsão do preço de COTI com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do COTI
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de COTI por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.032057 | $0.045045 | $0.063296 | $0.088941 | $0.124978 | $0.175615 |
| Amazon.com stock | $0.047602 | $0.099324 | $0.207246 | $0.432432 | $0.902295 | $1.88 |
| Apple stock | $0.032359 | $0.045899 | $0.0651047 | $0.092346 | $0.130985 | $0.185793 |
| Netflix stock | $0.035996 | $0.056796 | $0.089616 | $0.14140032 | $0.2231075 | $0.352028 |
| Google stock | $0.029543 | $0.038258 | $0.049544 | $0.06416 | $0.083087 | $0.107598 |
| Tesla stock | $0.051716 | $0.117238 | $0.26577 | $0.60248 | $1.36 | $3.09 |
| Kodak stock | $0.0171078 | $0.012829 | $0.00962 | $0.007214 | $0.0054099 | $0.004056 |
| Nokia stock | $0.015113 | $0.010011 | $0.006632 | $0.004393 | $0.00291 | $0.001928 |
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 COTI
Você pode fazer perguntas como: 'Devo investir em COTI agora?', 'Devo comprar COTI hoje?', 'COTI será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para COTI regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como COTI, 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 COTI para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de COTI é de $0.02281 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão de curto prazo para COTI
com base no histórico de preços de 4 horas
Previsão de longo prazo para COTI
com base no histórico de preços de 1 mês
Previsão do preço de COTI com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se COTI tiver 1% da média anterior do crescimento anual do Bitcoin | $0.0234066 | $0.024015 | $0.024639 | $0.025279 |
| Se COTI tiver 2% da média anterior do crescimento anual do Bitcoin | $0.023999 | $0.025247 | $0.026559 | $0.02794 |
| Se COTI tiver 5% da média anterior do crescimento anual do Bitcoin | $0.025778 | $0.029129 | $0.032914 | $0.037192 |
| Se COTI tiver 10% da média anterior do crescimento anual do Bitcoin | $0.028743 | $0.036215 | $0.045628 | $0.057488 |
| Se COTI tiver 20% da média anterior do crescimento anual do Bitcoin | $0.034673 | $0.052699 | $0.080095 | $0.121734 |
| Se COTI tiver 50% da média anterior do crescimento anual do Bitcoin | $0.052463 | $0.120648 | $0.27745 | $0.638043 |
| Se COTI tiver 100% da média anterior do crescimento anual do Bitcoin | $0.082113 | $0.295553 | $1.06 | $3.82 |
Perguntas Frequentes sobre COTI
COTI é um bom investimento?
A decisão de adquirir COTI depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de COTI experimentou uma escalada de 2.8102% nas últimas 24 horas, e COTI registrou um declínio de -76.54% durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em COTI dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
COTI pode subir?
Parece que o valor médio de COTI pode potencialmente subir para $0.023528 até o final deste ano. Observando as perspectivas de COTI em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.073968. 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 COTI na próxima semana?
Com base na nossa nova previsão experimental de COTI, o preço de COTI aumentará 0.86% na próxima semana e atingirá $0.02300889 até 13 de janeiro de 2026.
Qual será o preço de COTI no próximo mês?
Com base na nossa nova previsão experimental de COTI, o preço de COTI diminuirá -11.62% no próximo mês e atingirá $0.020163 até 5 de fevereiro de 2026.
Até onde o preço de COTI pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de COTI em 2026, espera-se que COTI fluctue dentro do intervalo de $0.007882 e $0.023528. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de COTI não considera flutuações repentinas e extremas de preço.
Onde estará COTI em 5 anos?
O futuro de COTI parece seguir uma tendência de alta, com um preço máximo de $0.073968 projetada após um período de cinco anos. Com base na previsão de COTI para 2030, o valor de COTI pode potencialmente atingir seu pico mais alto de aproximadamente $0.073968, enquanto seu pico mais baixo está previsto para cerca de $0.025583.
Quanto será COTI em 2026?
Com base na nossa nova simulação experimental de previsão de preços de COTI, espera-se que o valor de COTI em 2026 aumente 3.13% para $0.023528 se o melhor cenário ocorrer. O preço ficará entre $0.023528 e $0.007882 durante 2026.
Quanto será COTI em 2027?
De acordo com nossa última simulação experimental para previsão de preços de COTI, o valor de COTI pode diminuir -12.62% para $0.019933 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.019933 e $0.007587 ao longo do ano.
Quanto será COTI em 2028?
Nosso novo modelo experimental de previsão de preços de COTI sugere que o valor de COTI em 2028 pode aumentar 47.02%, alcançando $0.03354 no melhor cenário. O preço é esperado para variar entre $0.03354 e $0.013693 durante o ano.
Quanto será COTI em 2029?
Com base no nosso modelo de previsão experimental, o valor de COTI pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.098955 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.098955 e $0.030081.
Quanto será COTI em 2030?
Usando nossa nova simulação experimental para previsões de preços de COTI, espera-se que o valor de COTI em 2030 aumente 224.23%, alcançando $0.073968 no melhor cenário. O preço está previsto para variar entre $0.073968 e $0.025583 ao longo de 2030.
Quanto será COTI em 2031?
Nossa simulação experimental indica que o preço de COTI poderia aumentar 195.98% em 2031, potencialmente atingindo $0.067524 sob condições ideais. O preço provavelmente oscilará entre $0.067524 e $0.030247 durante o ano.
Quanto será COTI em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de COTI, COTI poderia ver um 449.04% aumento em valor, atingindo $0.125255 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.125255 e $0.04617 ao longo do ano.
Quanto será COTI em 2033?
De acordo com nossa previsão experimental de preços de COTI, espera-se que o valor de COTI seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.333634. Ao longo do ano, o preço de COTI poderia variar entre $0.333634 e $0.107289.
Quanto será COTI em 2034?
Os resultados da nossa nova simulação de previsão de preços de COTI sugerem que COTI pode aumentar 746.96% em 2034, atingindo potencialmente $0.193222 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.193222 e $0.086255.
Quanto será COTI em 2035?
Com base em nossa previsão experimental para o preço de COTI, COTI poderia aumentar 897.93%, com o valor potencialmente atingindo $0.227664 em 2035. A faixa de preço esperada para o ano está entre $0.227664 e $0.10198.
Quanto será COTI em 2036?
Nossa recente simulação de previsão de preços de COTI sugere que o valor de COTI pode aumentar 1964.7% em 2036, possivelmente atingindo $0.471032 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.471032 e $0.16881.
Quanto será COTI em 2037?
De acordo com a simulação experimental, o valor de COTI poderia aumentar 4830.69% em 2037, com um pico de $1.12 sob condições favoráveis. O preço é esperado para cair entre $1.12 e $0.438394 ao longo do ano.
Previsões relacionadas
Previsão de Preço do Zebec Protocol- Previsão de Preço do Nosana
- Previsão de Preço do Seedify.fund
- Previsão de Preço do The Doge NFT
- Previsão de Preço do iExec RLC
- Previsão de Preço do Avalanche Bridged BTC (Avalanche)
- Previsão de Preço do Coq Inu
- Previsão de Preço do Tenset
- Previsão de Preço do Mog Coin
- Previsão de Preço do Venus
- Previsão de Preço do Big Time
- Previsão de Preço do Delysium
- Previsão de Preço do Reef Finance
- Previsão de Preço do Oraichain Token
- Previsão de Preço do TerraUSD
- Previsão de Preço do Pundi X
- Previsão de Preço do Myro
- Previsão de Preço do Tribe
- Previsão de Preço do Smooth Love Potion
- Previsão de Preço do World Mobile Token
- Previsão de Preço do KUB Coin
- Previsão de Preço do IOST
- Previsão de Preço do Tellor
- Previsão de Preço do Open Campus
- Previsão de Preço do Popcat
Previsão de Preço do Zebec Protocol
Previsão de Preço do Nosana
Previsão de Preço do Seedify.fund
Previsão de Preço do The Doge NFT
Previsão de Preço do iExec RLC
Previsão de Preço do Avalanche Bridged BTC (Avalanche)
Previsão de Preço do Coq Inu
Previsão de Preço do Tenset
Previsão de Preço do Mog Coin
Previsão de Preço do Venus
Previsão de Preço do Big Time
Previsão de Preço do Delysium
Previsão de Preço do Reef Finance
Previsão de Preço do Oraichain Token
Previsão de Preço do TerraUSD
Previsão de Preço do Pundi X
Previsão de Preço do Myro
Previsão de Preço do Tribe
Previsão de Preço do Smooth Love Potion
Previsão de Preço do World Mobile Token
Previsão de Preço do KUB Coin
Previsão de Preço do IOST
Previsão de Preço do Tellor
Previsão de Preço do Open Campus
Previsão de Preço do PopcatComo ler e prever os movimentos de preço de COTI?
Traders de COTI 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 COTI
Médias móveis são ferramentas populares para a previsão de preço de COTI. Uma média móvel simples (SMA) calcula o preço médio de fechamento de COTI 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 COTI 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 COTI.
Como ler gráficos de COTI 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 COTI 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 COTI 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 COTI?
A ação de preço de COTI 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 COTI. A capitalização de mercado de COTI pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de COTI, grandes detentores de COTI, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de COTI.
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