Previsão de Preço Arcadia - Projeção AAA
$0.03457
-7.5517%
Add to portfolio
Add to favorites
Sentiment
Altista 48.39%
Baixista 51.61%
SMA 50
$0.049122
SMA 200
$0.163335
RSI (14)
43.82
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.033164
Previsão de Preço Arcadia até $0.035657 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.011945 | $0.035657 |
| 2027 | $0.011499 | $0.0302091 |
| 2028 | $0.020753 | $0.050831 |
| 2029 | $0.045588 | $0.149966 |
| 2030 | $0.038771 | $0.112099 |
| 2031 | $0.045839 | $0.102333 |
| 2032 | $0.06997 | $0.189823 |
| 2033 | $0.162596 | $0.505621 |
| 2034 | $0.13072 | $0.292829 |
| 2035 | $0.154551 | $0.345025 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Arcadia hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.43, com um retorno de 39.54% nos próximos 90 dias.
$
≈ $3,954.43
(39.54% ROI)
Previsão de preço de longo prazo de Arcadia para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Arcadia'
'name_with_ticker' => 'Arcadia <small>AAA</small>'
'name_lang' => 'Arcadia'
'name_lang_with_ticker' => 'Arcadia <small>AAA</small>'
'name_with_lang' => 'Arcadia'
'name_with_lang_with_ticker' => 'Arcadia <small>AAA</small>'
'image' => '/uploads/coins/arcadia.png?1744550688'
'price_for_sd' => 0.03457
'ticker' => 'AAA'
'marketcap' => '$775.7K'
'low24h' => '$0.03141'
'high24h' => '$0.05545'
'volume24h' => '$75.33K'
'current_supply' => '22.44M'
'max_supply' => '100M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.03457'
'change_24h_pct' => '-7.5517%'
'ath_price' => '$1.04'
'ath_days' => 212
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '8 de jun. de 2025'
'ath_pct' => '-96.69%'
'fdv' => '$3.46M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.70'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.034869'
'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' => '$0.030557'
'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' => '$0.011945'
'current_year_max_price_prediction' => '$0.035657'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.038771'
'grand_prediction_max_price' => '$0.112099'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.035229230440539
107 => 0.035360763598794
108 => 0.03565711452059
109 => 0.033124828340713
110 => 0.034261750491461
111 => 0.034929585739827
112 => 0.031912281791657
113 => 0.034869943342144
114 => 0.033080746872149
115 => 0.032473466717404
116 => 0.033291089442692
117 => 0.032972461071483
118 => 0.032698523108403
119 => 0.032545661018153
120 => 0.033146032909877
121 => 0.033118024843529
122 => 0.032135699901505
123 => 0.030854297059323
124 => 0.031284377913774
125 => 0.031128125507322
126 => 0.03056184662938
127 => 0.030943450220341
128 => 0.029263061130909
129 => 0.026372039041566
130 => 0.028281936788187
131 => 0.028208407802511
201 => 0.028171331153659
202 => 0.029606566524549
203 => 0.029468601760152
204 => 0.029218194361816
205 => 0.030557247701138
206 => 0.030068475219476
207 => 0.031574756838677
208 => 0.03256689133327
209 => 0.032315253933253
210 => 0.033248361220819
211 => 0.031294286108019
212 => 0.031943351476605
213 => 0.032077122949505
214 => 0.030540723990786
215 => 0.029491174501846
216 => 0.029421181516674
217 => 0.02760140733968
218 => 0.028573516016326
219 => 0.029428931423184
220 => 0.029019253826216
221 => 0.028889562137786
222 => 0.02955212884728
223 => 0.029603615955108
224 => 0.028429704440276
225 => 0.028673797817152
226 => 0.029691707775875
227 => 0.02864814909788
228 => 0.02662068505088
301 => 0.02611784593534
302 => 0.026050757928163
303 => 0.024687018366146
304 => 0.026151448049459
305 => 0.025512185248418
306 => 0.027531608777363
307 => 0.026378124888015
308 => 0.026328400502984
309 => 0.026253234802029
310 => 0.025079407825629
311 => 0.025336401332865
312 => 0.026190686892132
313 => 0.026495505603894
314 => 0.026463710514951
315 => 0.026186500426838
316 => 0.026313405785631
317 => 0.0259045994082
318 => 0.025760241367761
319 => 0.025304607683326
320 => 0.024634952039225
321 => 0.024728071763774
322 => 0.023401308707878
323 => 0.022678417778382
324 => 0.022478331096646
325 => 0.022210766823632
326 => 0.022508553193245
327 => 0.02339755015484
328 => 0.022325231207929
329 => 0.02048681558788
330 => 0.020597307499152
331 => 0.020845550018439
401 => 0.020382951726037
402 => 0.019945141265209
403 => 0.020325781940213
404 => 0.019546821006593
405 => 0.020939683725738
406 => 0.020902010692637
407 => 0.021421183780282
408 => 0.02174583336649
409 => 0.020997621176832
410 => 0.020809447834513
411 => 0.020916639922299
412 => 0.019144993484523
413 => 0.021276402469376
414 => 0.021294834982786
415 => 0.021137004612268
416 => 0.022271914096833
417 => 0.024666927096409
418 => 0.023765826866794
419 => 0.023416893621988
420 => 0.022753571268544
421 => 0.023637408920324
422 => 0.023569543978683
423 => 0.023262632975565
424 => 0.023077012243259
425 => 0.023419024133976
426 => 0.023034633185121
427 => 0.02296558600835
428 => 0.022547235241186
429 => 0.022397903051056
430 => 0.022287343442569
501 => 0.022165628176988
502 => 0.022434101723305
503 => 0.021825705346713
504 => 0.021092038958375
505 => 0.021031042536565
506 => 0.021199459020043
507 => 0.021124947263236
508 => 0.02103068580294
509 => 0.020850715004654
510 => 0.02079732151327
511 => 0.020970824457428
512 => 0.020774949749323
513 => 0.021063973550979
514 => 0.020985375069345
515 => 0.020546330340178
516 => 0.019999118052457
517 => 0.01999424671528
518 => 0.019876350725498
519 => 0.019726192456731
520 => 0.019684421861516
521 => 0.020293725444257
522 => 0.021554965625611
523 => 0.021307353999092
524 => 0.021486278775512
525 => 0.02236641158714
526 => 0.02264617934144
527 => 0.022447606816101
528 => 0.022175788495996
529 => 0.022187747122579
530 => 0.023116632607378
531 => 0.023174566055671
601 => 0.023320945189468
602 => 0.023509083743135
603 => 0.022479647625324
604 => 0.022139260774006
605 => 0.021977966599908
606 => 0.021481242972387
607 => 0.022016916818803
608 => 0.021704802608337
609 => 0.021746917478669
610 => 0.021719490114116
611 => 0.021734467309792
612 => 0.020939294392221
613 => 0.021229013610326
614 => 0.02074729921826
615 => 0.020102337722262
616 => 0.020100175585175
617 => 0.020258028997604
618 => 0.020164131611086
619 => 0.01991145615829
620 => 0.019947347513765
621 => 0.019632901473144
622 => 0.019985526956326
623 => 0.019995638993429
624 => 0.019859858974764
625 => 0.020403127184546
626 => 0.020625704613359
627 => 0.020536331296383
628 => 0.020619433943189
629 => 0.021317643380073
630 => 0.021431481983299
701 => 0.021482041571095
702 => 0.021414298421309
703 => 0.020632195929974
704 => 0.020666885501221
705 => 0.0204123564443
706 => 0.020197306212813
707 => 0.020205907094283
708 => 0.02031647086784
709 => 0.020799309351445
710 => 0.021815414475309
711 => 0.021853974921996
712 => 0.021900711308269
713 => 0.021710610937472
714 => 0.021653274846624
715 => 0.021728915950153
716 => 0.022110511610407
717 => 0.023092079250791
718 => 0.022745127689981
719 => 0.02246305067042
720 => 0.022710508263993
721 => 0.022672414107099
722 => 0.02235086108631
723 => 0.022341836163982
724 => 0.021724673110368
725 => 0.021496521981569
726 => 0.021305861821529
727 => 0.021097665904075
728 => 0.020974240385418
729 => 0.02116387807797
730 => 0.021207250461984
731 => 0.020792604332919
801 => 0.020736089597697
802 => 0.02107469857745
803 => 0.020925689390076
804 => 0.021078949034541
805 => 0.021114506586693
806 => 0.021108781001837
807 => 0.020953198296622
808 => 0.021052362073383
809 => 0.020817810179199
810 => 0.020562770222829
811 => 0.020400070620215
812 => 0.020258093637965
813 => 0.020336870719468
814 => 0.020056044808035
815 => 0.019966202947059
816 => 0.021018767617072
817 => 0.021796308455787
818 => 0.021785002704052
819 => 0.021716181847969
820 => 0.021613928015631
821 => 0.022103031105672
822 => 0.021932637369027
823 => 0.022056613049309
824 => 0.022088170063184
825 => 0.022183683639819
826 => 0.022217821533796
827 => 0.022114633107904
828 => 0.021768320147206
829 => 0.020905341175594
830 => 0.020503622134742
831 => 0.020371048160101
901 => 0.020375866972285
902 => 0.020242942620115
903 => 0.020282094799081
904 => 0.02022932709006
905 => 0.020129397815056
906 => 0.02033070036833
907 => 0.020353898612331
908 => 0.020306912191011
909 => 0.020317979194165
910 => 0.019928951693794
911 => 0.019958528609724
912 => 0.019793840583374
913 => 0.019762963563777
914 => 0.01934664657419
915 => 0.018609080681024
916 => 0.019017763783092
917 => 0.018524132065335
918 => 0.018337186254079
919 => 0.019222158648525
920 => 0.019133331965436
921 => 0.018981299296018
922 => 0.018756411291565
923 => 0.018672998143144
924 => 0.018166206258729
925 => 0.018136262290568
926 => 0.018387442033016
927 => 0.018271531224444
928 => 0.018108748550352
929 => 0.017519166205806
930 => 0.016856280446531
1001 => 0.016876288800852
1002 => 0.01708714042745
1003 => 0.017700219968997
1004 => 0.017460679185731
1005 => 0.017286889599057
1006 => 0.017254344033569
1007 => 0.01766171992441
1008 => 0.018238242157838
1009 => 0.018508733490804
1010 => 0.018240684794779
1011 => 0.017932764885551
1012 => 0.017951506543662
1013 => 0.018076186398665
1014 => 0.018089288488548
1015 => 0.017888864282319
1016 => 0.017945282522381
1017 => 0.017859578056735
1018 => 0.017333609909262
1019 => 0.017324096813337
1020 => 0.017195015747566
1021 => 0.017191107224194
1022 => 0.016971508130535
1023 => 0.016940784699316
1024 => 0.016504757370144
1025 => 0.016791751878617
1026 => 0.016599251030221
1027 => 0.016309106845329
1028 => 0.016259085878492
1029 => 0.016257582187827
1030 => 0.016555495390658
1031 => 0.016788270589388
1101 => 0.016602599664896
1102 => 0.016560325994469
1103 => 0.017011698197692
1104 => 0.016954256970483
1105 => 0.016904513238176
1106 => 0.018186620915186
1107 => 0.017171732644723
1108 => 0.016729183431003
1109 => 0.01618144474121
1110 => 0.016359791220545
1111 => 0.016397371444196
1112 => 0.015080158632561
1113 => 0.014545765558929
1114 => 0.014362381994237
1115 => 0.014256842160094
1116 => 0.014304937987799
1117 => 0.013823921543474
1118 => 0.014147172549338
1119 => 0.013730652967861
1120 => 0.013660822104555
1121 => 0.01440561071311
1122 => 0.014509243696999
1123 => 0.014067113191486
1124 => 0.014351032550452
1125 => 0.014248079444117
1126 => 0.013737793000602
1127 => 0.013718303811873
1128 => 0.013462260011953
1129 => 0.013061601044927
1130 => 0.012878489145881
1201 => 0.012783122879008
1202 => 0.012822472859371
1203 => 0.01280257630517
1204 => 0.012672737830461
1205 => 0.012810018494557
1206 => 0.012459323126077
1207 => 0.012319673404604
1208 => 0.012256596865263
1209 => 0.011945334540465
1210 => 0.012440691318203
1211 => 0.012538282843758
1212 => 0.012636066654766
1213 => 0.013487207969743
1214 => 0.013444687354947
1215 => 0.013829053004323
1216 => 0.013814117261991
1217 => 0.013704489952479
1218 => 0.013241990366462
1219 => 0.013426334458186
1220 => 0.012858951997292
1221 => 0.013284073515251
1222 => 0.013090065807954
1223 => 0.013218479314259
1224 => 0.012987580251343
1225 => 0.013115369326349
1226 => 0.012561425414874
1227 => 0.012044160384539
1228 => 0.012252322932653
1229 => 0.012478619428729
1230 => 0.012969287891494
1231 => 0.012677049802998
]
'min_raw' => 0.011945334540465
'max_raw' => 0.03565711452059
'avg_raw' => 0.023801224530528
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.011945'
'max' => '$0.035657'
'avg' => '$0.0238012'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.022628735459535
'max_diff' => 0.0010830445205901
'year' => 2026
]
1 => [
'items' => [
101 => 0.012782149670367
102 => 0.012430082708186
103 => 0.011703668002253
104 => 0.0117077794306
105 => 0.011596036353896
106 => 0.011499474020868
107 => 0.012710616862912
108 => 0.012559992105169
109 => 0.012319991266986
110 => 0.012641241926148
111 => 0.012726185699364
112 => 0.01272860392917
113 => 0.012962980117415
114 => 0.013088066731096
115 => 0.013110113788913
116 => 0.013478909785149
117 => 0.013602525338551
118 => 0.014111680308283
119 => 0.013077454005856
120 => 0.01305615479575
121 => 0.012645762581725
122 => 0.012385485351547
123 => 0.012663583986352
124 => 0.012909941412541
125 => 0.012653417593676
126 => 0.012686914188906
127 => 0.012342551920845
128 => 0.012465645227926
129 => 0.012571669766444
130 => 0.012513129248109
131 => 0.012425491258768
201 => 0.012889742913016
202 => 0.012863548015267
203 => 0.013295869828802
204 => 0.013632895598083
205 => 0.014236906027195
206 => 0.01360658965664
207 => 0.013583618422817
208 => 0.013808165918145
209 => 0.013602490961499
210 => 0.013732470434441
211 => 0.01421596432463
212 => 0.01422617978865
213 => 0.014055057604433
214 => 0.014044644803972
215 => 0.014077510691322
216 => 0.014270007220081
217 => 0.014202743018112
218 => 0.014280582855551
219 => 0.014377922764196
220 => 0.014780561897616
221 => 0.014877636829555
222 => 0.014641795072524
223 => 0.014663088942576
224 => 0.014574877651446
225 => 0.014489666649498
226 => 0.014681208537809
227 => 0.015031255103462
228 => 0.015029077481945
301 => 0.015110281481244
302 => 0.015160870900077
303 => 0.014943704080728
304 => 0.014802336466777
305 => 0.014856545805421
306 => 0.014943227718438
307 => 0.014828436029299
308 => 0.014119888547251
309 => 0.014334816591116
310 => 0.014299042055173
311 => 0.014248094765657
312 => 0.014464206575752
313 => 0.014443362064461
314 => 0.013818988024588
315 => 0.013858958424844
316 => 0.013821418757014
317 => 0.013942717103667
318 => 0.013595940452713
319 => 0.01370260661497
320 => 0.013769506632004
321 => 0.013808911255988
322 => 0.01395126777782
323 => 0.013934563883056
324 => 0.013950229440268
325 => 0.014161306581417
326 => 0.015228862328418
327 => 0.015286967032298
328 => 0.015000838219595
329 => 0.015115141036628
330 => 0.014895704623202
331 => 0.015043013757631
401 => 0.015143798926162
402 => 0.014688370129446
403 => 0.014661402591813
404 => 0.01444106048625
405 => 0.014559459852965
406 => 0.014371077947306
407 => 0.014417300277636
408 => 0.014288058612445
409 => 0.01452066787803
410 => 0.01478076118078
411 => 0.01484647102045
412 => 0.014673616722142
413 => 0.014548458818513
414 => 0.014328722769318
415 => 0.014694148716267
416 => 0.014801010399309
417 => 0.014693587417338
418 => 0.014668695165177
419 => 0.014621524392311
420 => 0.014678702667631
421 => 0.014800428407633
422 => 0.01474302479657
423 => 0.014780940892999
424 => 0.014636443832321
425 => 0.014943775971981
426 => 0.01543189337327
427 => 0.01543346275053
428 => 0.01537605883004
429 => 0.01535257038256
430 => 0.015411470288544
501 => 0.01544342107134
502 => 0.015633892566897
503 => 0.015838276070349
504 => 0.01679204470145
505 => 0.016524230286404
506 => 0.017370470555866
507 => 0.018039736738465
508 => 0.018240420403163
509 => 0.018055800874537
510 => 0.017424227440058
511 => 0.017393239434282
512 => 0.01833707678882
513 => 0.018070399505673
514 => 0.018038679091403
515 => 0.017701227476054
516 => 0.017900703174921
517 => 0.017857074913447
518 => 0.017788205568342
519 => 0.018168791306183
520 => 0.018881213832297
521 => 0.018770176100546
522 => 0.018687291584686
523 => 0.018324115763507
524 => 0.018542828726113
525 => 0.0184649492293
526 => 0.018799568971159
527 => 0.018601347648817
528 => 0.018068379162969
529 => 0.018153256151028
530 => 0.018140427165031
531 => 0.018404446787762
601 => 0.018325194650388
602 => 0.018124951913258
603 => 0.018878778849553
604 => 0.018829829521316
605 => 0.018899228477382
606 => 0.018929780044076
607 => 0.019388621216279
608 => 0.01957659376325
609 => 0.019619266822335
610 => 0.01979782620364
611 => 0.019614824102265
612 => 0.020346962986052
613 => 0.020833792622282
614 => 0.021399270296788
615 => 0.022225585165311
616 => 0.022536287199715
617 => 0.022480161658186
618 => 0.023106664160899
619 => 0.024232475231905
620 => 0.022707720263807
621 => 0.024313290947608
622 => 0.023804985806322
623 => 0.02259980346035
624 => 0.022522203925436
625 => 0.023338367402583
626 => 0.025148539442071
627 => 0.02469511187698
628 => 0.025149281087131
629 => 0.024619468578872
630 => 0.024593158922227
701 => 0.025123549276169
702 => 0.026362835248228
703 => 0.025774096936843
704 => 0.024929996202915
705 => 0.025553267049185
706 => 0.025013332161153
707 => 0.023796707740156
708 => 0.024694765149467
709 => 0.024094259735063
710 => 0.02426951913961
711 => 0.025531692202247
712 => 0.025379824200055
713 => 0.02557635545749
714 => 0.025229482932236
715 => 0.024905449296871
716 => 0.02430061645341
717 => 0.02412155526636
718 => 0.024171041336514
719 => 0.024121530743521
720 => 0.023783132326305
721 => 0.023710055220327
722 => 0.023588256842114
723 => 0.023626007252482
724 => 0.02339699066807
725 => 0.023829192280096
726 => 0.023909412707836
727 => 0.024223932998444
728 => 0.024256587538396
729 => 0.025132522070826
730 => 0.024650072049846
731 => 0.02497374117665
801 => 0.024944789163457
802 => 0.02262592341622
803 => 0.022945442656663
804 => 0.023442514324132
805 => 0.023218584211702
806 => 0.022901999424303
807 => 0.022646340234275
808 => 0.022258990418889
809 => 0.02280417784565
810 => 0.023521041337623
811 => 0.024274768379558
812 => 0.02518032203429
813 => 0.024978213000361
814 => 0.024257839683873
815 => 0.024290155104617
816 => 0.024489916320011
817 => 0.024231207395856
818 => 0.024154909083524
819 => 0.024479434103537
820 => 0.024481668928994
821 => 0.024183993045735
822 => 0.023853180775605
823 => 0.023851794660114
824 => 0.023792929811912
825 => 0.024629940504598
826 => 0.02509021175425
827 => 0.025142981111258
828 => 0.025086659956079
829 => 0.025108335733401
830 => 0.024840514034614
831 => 0.025452675017984
901 => 0.026014454472771
902 => 0.02586388557822
903 => 0.02563816140066
904 => 0.025458361220883
905 => 0.025821530369997
906 => 0.025805359019468
907 => 0.026009547819319
908 => 0.026000284635906
909 => 0.025931623622445
910 => 0.025863888030321
911 => 0.026132451996609
912 => 0.026055109887323
913 => 0.02597764764438
914 => 0.02582228525728
915 => 0.025843401585983
916 => 0.025617716382884
917 => 0.025513304081278
918 => 0.023943193585268
919 => 0.023523608755893
920 => 0.023655618684651
921 => 0.023699079780835
922 => 0.023516475925379
923 => 0.023778282947021
924 => 0.02373748060002
925 => 0.023896218663626
926 => 0.023797046013091
927 => 0.023801116093261
928 => 0.024092761712647
929 => 0.024177427676703
930 => 0.024134365884046
1001 => 0.024164524887551
1002 => 0.024859526394012
1003 => 0.02476071940469
1004 => 0.02470823016091
1005 => 0.024722770040155
1006 => 0.024900357826056
1007 => 0.024950072710174
1008 => 0.024739427252761
1009 => 0.024838768868204
1010 => 0.025261752858433
1011 => 0.025409773316192
1012 => 0.025882183563511
1013 => 0.025681495294027
1014 => 0.026049867298249
1015 => 0.027182117251956
1016 => 0.028086636860714
1017 => 0.027254803247646
1018 => 0.028915838319253
1019 => 0.030209192383829
1020 => 0.030159551300636
1021 => 0.029934025103659
1022 => 0.028461575886737
1023 => 0.027106606164344
1024 => 0.028240095872179
1025 => 0.028242985370549
1026 => 0.028145617599403
1027 => 0.027540874735176
1028 => 0.028124573858584
1029 => 0.028170905775317
1030 => 0.028144972222598
1031 => 0.027681317286489
1101 => 0.026973401896807
1102 => 0.027111726869441
1103 => 0.027338305996368
1104 => 0.026909344439738
1105 => 0.026772265230697
1106 => 0.02702712156069
1107 => 0.027848321757354
1108 => 0.027693078617064
1109 => 0.027689024591284
1110 => 0.028353220578783
1111 => 0.027877799594199
1112 => 0.027113471590324
1113 => 0.026920468689098
1114 => 0.026235438412078
1115 => 0.02670859126441
1116 => 0.026725619193227
1117 => 0.02646647821151
1118 => 0.027134499452783
1119 => 0.027128343519442
1120 => 0.02776253026619
1121 => 0.028974857136309
1122 => 0.028616312425833
1123 => 0.028199363937102
1124 => 0.028244697798555
1125 => 0.028741898365185
1126 => 0.028441279552616
1127 => 0.028549384173604
1128 => 0.028741734735894
1129 => 0.028857784605919
1130 => 0.028228000008164
1201 => 0.028081167092348
1202 => 0.027780798477939
1203 => 0.027702437913085
1204 => 0.027947081882125
1205 => 0.027882626839682
1206 => 0.026724188061746
1207 => 0.026603124763959
1208 => 0.026606837602463
1209 => 0.026302418183932
1210 => 0.02583810550164
1211 => 0.027058291508034
1212 => 0.026960293495228
1213 => 0.026852111273534
1214 => 0.026865362978413
1215 => 0.027395004367847
1216 => 0.027087785614444
1217 => 0.02790457702253
1218 => 0.027736669264025
1219 => 0.027564455305088
1220 => 0.027540650090197
1221 => 0.027474362408611
1222 => 0.027247037283892
1223 => 0.026972528535671
1224 => 0.026791274082556
1225 => 0.024713534159768
1226 => 0.02509915060378
1227 => 0.025542767172571
1228 => 0.025695901834436
1229 => 0.02543395439872
1230 => 0.027257380565242
1231 => 0.027590538096838
]
'min_raw' => 0.011499474020868
'max_raw' => 0.030209192383829
'avg_raw' => 0.020854333202349
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.011499'
'max' => '$0.0302091'
'avg' => '$0.020854'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00044586051959677
'max_diff' => -0.0054479221367613
'year' => 2027
]
2 => [
'items' => [
101 => 0.026581382202307
102 => 0.026392610338004
103 => 0.027269756417239
104 => 0.026740730104713
105 => 0.026978950620851
106 => 0.026464048164617
107 => 0.027510290203468
108 => 0.027502319592066
109 => 0.027095307808505
110 => 0.027439311380875
111 => 0.027379532294663
112 => 0.026920016993449
113 => 0.027524857658139
114 => 0.027525157651562
115 => 0.027133417659084
116 => 0.026675951110781
117 => 0.026594166896822
118 => 0.026532553477767
119 => 0.026963797496735
120 => 0.027350449535676
121 => 0.028069913120976
122 => 0.028250803360354
123 => 0.02895683000719
124 => 0.028536425514813
125 => 0.028722785381134
126 => 0.028925105378239
127 => 0.029022105024922
128 => 0.02886404930594
129 => 0.029960799300638
130 => 0.030053398603742
131 => 0.030084446349092
201 => 0.029714628421674
202 => 0.030043113298185
203 => 0.029889426102741
204 => 0.030289277489753
205 => 0.030351979292795
206 => 0.0302988730963
207 => 0.030318775638266
208 => 0.029382892997748
209 => 0.029334362545663
210 => 0.028672646387919
211 => 0.028942300613359
212 => 0.028438194963763
213 => 0.028598052058113
214 => 0.028668515542129
215 => 0.028631709416846
216 => 0.028957546458679
217 => 0.028680518409012
218 => 0.027949395838311
219 => 0.027218074073755
220 => 0.027208892924722
221 => 0.027016348813016
222 => 0.026877174686465
223 => 0.026903984560707
224 => 0.026998466054399
225 => 0.026871683250294
226 => 0.026898738789601
227 => 0.027348041012214
228 => 0.027438145368682
229 => 0.027131935559358
301 => 0.025902458989061
302 => 0.025600742354801
303 => 0.025817610288206
304 => 0.025713961384122
305 => 0.020753173729388
306 => 0.021918637204465
307 => 0.021226158382974
308 => 0.021545284483336
309 => 0.020838442923115
310 => 0.021175784764393
311 => 0.02111349004406
312 => 0.022987520823412
313 => 0.022958260410437
314 => 0.022972265821702
315 => 0.022303751051151
316 => 0.023368713232792
317 => 0.02389335189827
318 => 0.023796255244096
319 => 0.023820692380086
320 => 0.023400781419668
321 => 0.022976331477678
322 => 0.022505551169635
323 => 0.023380202791775
324 => 0.023282956462194
325 => 0.023506004554128
326 => 0.024073278652476
327 => 0.024156811918322
328 => 0.02426908147473
329 => 0.024228840830649
330 => 0.025187536230104
331 => 0.025071431891554
401 => 0.025351209941961
402 => 0.024775685265462
403 => 0.024124424464699
404 => 0.024248207851604
405 => 0.024236286516042
406 => 0.024084514231664
407 => 0.023947500999525
408 => 0.023719412571253
409 => 0.024441118109043
410 => 0.024411818182198
411 => 0.024886149940382
412 => 0.02480230719471
413 => 0.024242384819312
414 => 0.024262382556489
415 => 0.024396876949586
416 => 0.024862363579724
417 => 0.025000551704296
418 => 0.024936537459149
419 => 0.025088054429215
420 => 0.02520780726451
421 => 0.025103093541581
422 => 0.026585619036557
423 => 0.025969971089726
424 => 0.02627003361536
425 => 0.026341596759653
426 => 0.026158289270358
427 => 0.026198042101037
428 => 0.026258256807518
429 => 0.026623868714021
430 => 0.027583340147343
501 => 0.028008283513818
502 => 0.029286746598195
503 => 0.027972997882729
504 => 0.027895045470786
505 => 0.028125335278169
506 => 0.02887592844776
507 => 0.029484213712081
508 => 0.029686017027076
509 => 0.029712688666562
510 => 0.030091285101122
511 => 0.030308289517006
512 => 0.030045313535892
513 => 0.02982246892663
514 => 0.029024267196745
515 => 0.029116661220411
516 => 0.02975316442072
517 => 0.030652262681008
518 => 0.031423782523565
519 => 0.031153623164883
520 => 0.033214748368845
521 => 0.033419100513877
522 => 0.033390865654929
523 => 0.033856410252987
524 => 0.03293239903235
525 => 0.032537366333654
526 => 0.029870650460546
527 => 0.030619888846962
528 => 0.031708950842846
529 => 0.031564809403918
530 => 0.030773903471797
531 => 0.031423182550493
601 => 0.031208510582242
602 => 0.031039189894134
603 => 0.031814880790787
604 => 0.030961976786292
605 => 0.031700442472964
606 => 0.030753352591357
607 => 0.031154857230077
608 => 0.030926943778545
609 => 0.031074431713708
610 => 0.03021222025842
611 => 0.030677448630694
612 => 0.030192865228605
613 => 0.030192635472978
614 => 0.030181938267518
615 => 0.030752048491104
616 => 0.030770639765028
617 => 0.030349327448409
618 => 0.030288609761449
619 => 0.030513114873568
620 => 0.030250278185259
621 => 0.030373257817444
622 => 0.030254003113036
623 => 0.030227156367186
624 => 0.03001323692865
625 => 0.029921074552692
626 => 0.029957213795037
627 => 0.029833851929856
628 => 0.029759521943892
629 => 0.030167152162451
630 => 0.029949371780431
701 => 0.030133774195496
702 => 0.029923624370089
703 => 0.029195153517307
704 => 0.028776202226433
705 => 0.027400188314812
706 => 0.027790424153208
707 => 0.028049150917793
708 => 0.027963641723641
709 => 0.028147348560344
710 => 0.028158626668113
711 => 0.028098901702831
712 => 0.028029747844276
713 => 0.02799608757038
714 => 0.028246963674656
715 => 0.02839260569729
716 => 0.028075117609936
717 => 0.0280007345932
718 => 0.028321732578512
719 => 0.028517541164118
720 => 0.029963281744894
721 => 0.02985617661299
722 => 0.030124989475749
723 => 0.030094725272672
724 => 0.030376483978091
725 => 0.030837040381338
726 => 0.029900600439941
727 => 0.030063134034111
728 => 0.030023284550269
729 => 0.030458350765756
730 => 0.030459708994992
731 => 0.030198865065638
801 => 0.03034027279145
802 => 0.03026134287822
803 => 0.030403979899445
804 => 0.029854746158654
805 => 0.030523653568818
806 => 0.03090288096694
807 => 0.030908146539731
808 => 0.031087897316706
809 => 0.031270534516575
810 => 0.031621090717377
811 => 0.031260757694399
812 => 0.030612553663776
813 => 0.030659351901101
814 => 0.030279310115115
815 => 0.030285698686197
816 => 0.030251595993077
817 => 0.030353940742262
818 => 0.029877205075756
819 => 0.029989093983799
820 => 0.029832448857318
821 => 0.030062793518198
822 => 0.029814980740427
823 => 0.030023265333642
824 => 0.030113154059329
825 => 0.030444845392283
826 => 0.02976598966086
827 => 0.028381756869996
828 => 0.028672739384836
829 => 0.028242353389204
830 => 0.028282187251695
831 => 0.028362657993438
901 => 0.028101825991059
902 => 0.028151584517352
903 => 0.028149806792648
904 => 0.028134487321548
905 => 0.02806663484392
906 => 0.027968235327155
907 => 0.028360228716173
908 => 0.02842683603146
909 => 0.028574895842441
910 => 0.029015421409994
911 => 0.028971402517487
912 => 0.029043199157492
913 => 0.028886467495482
914 => 0.028289457583978
915 => 0.028321878094474
916 => 0.027917593809086
917 => 0.028564557384309
918 => 0.028411347870194
919 => 0.028312572699757
920 => 0.028285620979358
921 => 0.028727238524585
922 => 0.028859377415624
923 => 0.02877703732624
924 => 0.028608155400669
925 => 0.028932458623225
926 => 0.029019228484327
927 => 0.029038653056278
928 => 0.029613256187673
929 => 0.029070766988278
930 => 0.029201349530451
1001 => 0.030220117248055
1002 => 0.029296235508524
1003 => 0.029785636270975
1004 => 0.029761682650372
1005 => 0.030012043520023
1006 => 0.029741145751574
1007 => 0.029744503854082
1008 => 0.029966807345418
1009 => 0.029654622184483
1010 => 0.029577320748365
1011 => 0.029470529368012
1012 => 0.029703704440128
1013 => 0.02984348235026
1014 => 0.030969989650363
1015 => 0.031697764741203
1016 => 0.031666170105139
1017 => 0.03195488593608
1018 => 0.031824816809907
1019 => 0.031404789290993
1020 => 0.03212172504888
1021 => 0.031894856577219
1022 => 0.031913559338377
1023 => 0.031912863220673
1024 => 0.032063710921142
1025 => 0.031956821500371
1026 => 0.031746131480057
1027 => 0.031885997348033
1028 => 0.032301348972958
1029 => 0.03359061316127
1030 => 0.034312102481527
1031 => 0.033547178598261
1101 => 0.034074812850199
1102 => 0.033758420314344
1103 => 0.033700922378716
1104 => 0.034032315680798
1105 => 0.034364289042986
1106 => 0.034343143774975
1107 => 0.034102148161047
1108 => 0.033966015853777
1109 => 0.034996855292097
1110 => 0.03575636023036
1111 => 0.035704567085356
1112 => 0.03593316518337
1113 => 0.036604336269412
1114 => 0.036665699742129
1115 => 0.03665796935499
1116 => 0.036505873585243
1117 => 0.03716672868203
1118 => 0.037718025630408
1119 => 0.036470667809016
1120 => 0.036945645338289
1121 => 0.037158878054
1122 => 0.03747196694396
1123 => 0.038000200381113
1124 => 0.03857400200086
1125 => 0.038655143841307
1126 => 0.038597569822516
1127 => 0.038219132229677
1128 => 0.038846992808881
1129 => 0.039214778811037
1130 => 0.039433786958688
1201 => 0.039989155181649
1202 => 0.037160194906659
1203 => 0.035157716215573
1204 => 0.034845000251817
1205 => 0.035480920461063
1206 => 0.035648607548872
1207 => 0.035581013094038
1208 => 0.033327041269823
1209 => 0.034833133556633
1210 => 0.036453562221404
1211 => 0.036515809485822
1212 => 0.037327029956972
1213 => 0.037591196595429
1214 => 0.038244335403802
1215 => 0.038203481393508
1216 => 0.038362510299638
1217 => 0.038325952308116
1218 => 0.039535754416025
1219 => 0.040870345798401
1220 => 0.04082413314257
1221 => 0.040632269841185
1222 => 0.040917219561296
1223 => 0.042294660891413
1224 => 0.042167848166783
1225 => 0.042291035926878
1226 => 0.043915116884277
1227 => 0.046026653151717
1228 => 0.045045632560716
1229 => 0.047174164962118
1230 => 0.048513963280146
1231 => 0.050831005933444
]
'min_raw' => 0.020753173729388
'max_raw' => 0.050831005933444
'avg_raw' => 0.035792089831416
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.020753'
'max' => '$0.050831'
'avg' => '$0.035792'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0092536997085198
'max_diff' => 0.020621813549615
'year' => 2028
]
3 => [
'items' => [
101 => 0.050540900781575
102 => 0.05144290848326
103 => 0.050021552012959
104 => 0.04675783025361
105 => 0.046241333792168
106 => 0.047275372787748
107 => 0.049817456758333
108 => 0.047195313517006
109 => 0.047725769679639
110 => 0.047572998269115
111 => 0.047564857729885
112 => 0.047875549002334
113 => 0.04742487510708
114 => 0.04558874858313
115 => 0.046430234548695
116 => 0.046105296405915
117 => 0.046465839501072
118 => 0.048411541886353
119 => 0.047551300482069
120 => 0.046645106042992
121 => 0.047781674970238
122 => 0.049228917782079
123 => 0.049138351927859
124 => 0.048962616317083
125 => 0.049953228753812
126 => 0.051589430277078
127 => 0.052031688974026
128 => 0.052358155302533
129 => 0.05240316949354
130 => 0.052866843637078
131 => 0.050373550906344
201 => 0.054330470502317
202 => 0.055013721208844
203 => 0.054885298393857
204 => 0.055644702798577
205 => 0.055421266758478
206 => 0.055097542992416
207 => 0.056301360503845
208 => 0.054921280870055
209 => 0.052962431577085
210 => 0.051887768113315
211 => 0.053302971653036
212 => 0.054167187070946
213 => 0.05473837848776
214 => 0.054911220665365
215 => 0.050567098123537
216 => 0.048225857009573
217 => 0.04972656572124
218 => 0.051557533922856
219 => 0.050363379785536
220 => 0.050410188366886
221 => 0.048707638385255
222 => 0.051708171817998
223 => 0.051271019335306
224 => 0.053538967188822
225 => 0.052997703232162
226 => 0.054847126665476
227 => 0.054360111494556
228 => 0.056381684240394
301 => 0.057188144340607
302 => 0.058542316364355
303 => 0.059538450817496
304 => 0.060123400021397
305 => 0.060088281865284
306 => 0.062406142031672
307 => 0.061039380871419
308 => 0.059322406733268
309 => 0.059291352088093
310 => 0.060180597323953
311 => 0.062044211385799
312 => 0.062527419397554
313 => 0.062797466755675
314 => 0.062383879826296
315 => 0.060900358543496
316 => 0.060259781575206
317 => 0.06080557171149
318 => 0.060138117275096
319 => 0.061290330886951
320 => 0.062872566275575
321 => 0.062545840924661
322 => 0.063638034787365
323 => 0.064768340533118
324 => 0.066384728514753
325 => 0.066807312187826
326 => 0.067505826929997
327 => 0.068224828049831
328 => 0.068455751831899
329 => 0.068896656983306
330 => 0.068894333195522
331 => 0.070223030545629
401 => 0.071688624869128
402 => 0.072241852797663
403 => 0.073513969914161
404 => 0.071335513932458
405 => 0.072987897818879
406 => 0.074478389446282
407 => 0.072701363882335
408 => 0.075150579628382
409 => 0.075245677125759
410 => 0.076681536431199
411 => 0.075226017947777
412 => 0.0743617357185
413 => 0.076856886130189
414 => 0.078064210817904
415 => 0.07770055479643
416 => 0.074933114517101
417 => 0.073322345573435
418 => 0.069106652553734
419 => 0.074100323039955
420 => 0.076532594266428
421 => 0.074926815522218
422 => 0.075736676918227
423 => 0.080155018096408
424 => 0.081837236350653
425 => 0.081487346713363
426 => 0.081546472302391
427 => 0.082454166737961
428 => 0.086479383741733
429 => 0.084067380409273
430 => 0.085911266580898
501 => 0.086889257157702
502 => 0.087797669309444
503 => 0.085566896171374
504 => 0.082664693095311
505 => 0.081745443554924
506 => 0.074767152472547
507 => 0.074403902116527
508 => 0.074199998684081
509 => 0.07291441638522
510 => 0.071904300848944
511 => 0.071101019471312
512 => 0.06899296925628
513 => 0.06970437432139
514 => 0.066344582262902
515 => 0.068494058158203
516 => 0.063131748907841
517 => 0.067597639393422
518 => 0.065167058241244
519 => 0.066799128114661
520 => 0.066793433976623
521 => 0.063788275891438
522 => 0.062054963423952
523 => 0.063159497589764
524 => 0.064343645893547
525 => 0.064535769971882
526 => 0.066071049157168
527 => 0.066499512577066
528 => 0.065201248411732
529 => 0.063020626967498
530 => 0.063527135594314
531 => 0.062044699042796
601 => 0.05944678600736
602 => 0.06131265250462
603 => 0.061949741363144
604 => 0.062231116097219
605 => 0.059676366999196
606 => 0.058873609366295
607 => 0.058446227938328
608 => 0.062690840940109
609 => 0.062923370422018
610 => 0.061733716716213
611 => 0.067111064274045
612 => 0.06589400490868
613 => 0.067253758406577
614 => 0.063481175245402
615 => 0.063625293002616
616 => 0.061839291675789
617 => 0.062839333078161
618 => 0.062132536047803
619 => 0.062758539615451
620 => 0.063133763572789
621 => 0.064919471834373
622 => 0.067618029313347
623 => 0.064652746568215
624 => 0.06336073041253
625 => 0.064162289968942
626 => 0.066296948695951
627 => 0.06953106593854
628 => 0.067616403438252
629 => 0.068466098142802
630 => 0.06865171863546
701 => 0.067239917392406
702 => 0.069583121064144
703 => 0.07083886294798
704 => 0.072126994281627
705 => 0.073245442626013
706 => 0.071612486300354
707 => 0.073359983643903
708 => 0.071951809259809
709 => 0.070688531262885
710 => 0.070690447134147
711 => 0.06989797439313
712 => 0.068362458599417
713 => 0.068079285928018
714 => 0.069552385925404
715 => 0.070733672620219
716 => 0.070830969050386
717 => 0.071484990061337
718 => 0.071872032958666
719 => 0.075665579511793
720 => 0.077191375317323
721 => 0.07905708954649
722 => 0.079783890384642
723 => 0.08197130033496
724 => 0.080204789147328
725 => 0.079822593340008
726 => 0.074516652296878
727 => 0.075385499845446
728 => 0.076776608602023
729 => 0.074539591167897
730 => 0.075958463839414
731 => 0.076238579360604
801 => 0.07446357817149
802 => 0.07541168299987
803 => 0.072893797669184
804 => 0.067672912332969
805 => 0.069588933401992
806 => 0.070999769834511
807 => 0.068986332290429
808 => 0.072595341157403
809 => 0.070487032682382
810 => 0.069818800112454
811 => 0.067211786615055
812 => 0.068442196632676
813 => 0.070106343799282
814 => 0.069078094328192
815 => 0.071211866373138
816 => 0.074233856644998
817 => 0.076387506875358
818 => 0.076552837398064
819 => 0.075168184583302
820 => 0.077387099555695
821 => 0.077403261928824
822 => 0.074900316775431
823 => 0.073367276805435
824 => 0.073018966898708
825 => 0.073889113335891
826 => 0.074945631748526
827 => 0.076611466816971
828 => 0.077618096060346
829 => 0.080242851252172
830 => 0.080953034749451
831 => 0.081733311098778
901 => 0.082776000929794
902 => 0.084028017412113
903 => 0.081288676626136
904 => 0.081397515742333
905 => 0.078846679531186
906 => 0.07612074521266
907 => 0.078189389567912
908 => 0.080893866882177
909 => 0.080273456798102
910 => 0.080203647989816
911 => 0.080321047042005
912 => 0.079853278099312
913 => 0.077737576507838
914 => 0.076675084413592
915 => 0.078045970285811
916 => 0.078774535115785
917 => 0.079904475629544
918 => 0.079765186611073
919 => 0.082675792027764
920 => 0.083806765280552
921 => 0.083517413925414
922 => 0.083570661538389
923 => 0.085618234590237
924 => 0.087895556939407
925 => 0.090028569838556
926 => 0.092198362174606
927 => 0.089582592825061
928 => 0.088254466467587
929 => 0.08962475385392
930 => 0.08889766007854
1001 => 0.093075756581893
1002 => 0.093365038918698
1003 => 0.097542833298119
1004 => 0.10150805764669
1005 => 0.099017571277725
1006 => 0.10136598774969
1007 => 0.10390599163332
1008 => 0.10880607122563
1009 => 0.10715589680582
1010 => 0.10589188906177
1011 => 0.10469740785129
1012 => 0.10718293363175
1013 => 0.11038052284107
1014 => 0.11106925293062
1015 => 0.11218525879085
1016 => 0.11101191508753
1017 => 0.11242507833861
1018 => 0.11741416559035
1019 => 0.11606607017504
1020 => 0.11415155796814
1021 => 0.11808996319635
1022 => 0.11951525673828
1023 => 0.12951871324754
1024 => 0.14214849031266
1025 => 0.13691967967612
1026 => 0.13367398818135
1027 => 0.13443680267145
1028 => 0.1390487697107
1029 => 0.14052998714719
1030 => 0.13650352754854
1031 => 0.13792574114864
1101 => 0.14576227791413
1102 => 0.14996632846262
1103 => 0.14425666313846
1104 => 0.1285039229577
1105 => 0.11397917709105
1106 => 0.11783179375271
1107 => 0.11739502658389
1108 => 0.12581440771055
1109 => 0.11603391854523
1110 => 0.11619859689931
1111 => 0.12479208191138
1112 => 0.12249948743979
1113 => 0.11878577800913
1114 => 0.11400629127973
1115 => 0.10517096801142
1116 => 0.097345275801455
1117 => 0.11269326037447
1118 => 0.11203142737118
1119 => 0.11107299510427
1120 => 0.11320588240108
1121 => 0.12356257768381
1122 => 0.12332382233619
1123 => 0.1218049826287
1124 => 0.12295700916039
1125 => 0.11858382218816
1126 => 0.11971089204652
1127 => 0.11397687629709
1128 => 0.11656889088948
1129 => 0.1187778100566
1130 => 0.11922128328301
1201 => 0.12022045110641
1202 => 0.11168267145237
1203 => 0.11551588386099
1204 => 0.11776753702763
1205 => 0.10759448610493
1206 => 0.11756644851974
1207 => 0.11153404770344
1208 => 0.10948656026277
1209 => 0.11224323236568
1210 => 0.11116895456622
1211 => 0.11024535359796
1212 => 0.10972996838819
1213 => 0.11175416413777
1214 => 0.11165973298661
1215 => 0.10834775586084
1216 => 0.10402741671374
1217 => 0.1054774643418
1218 => 0.10495064844426
1219 => 0.10304139967095
1220 => 0.10432800282058
1221 => 0.098662453684543
1222 => 0.088915170865606
1223 => 0.095354524463143
1224 => 0.095106616354307
1225 => 0.094981609844094
1226 => 0.099820606101982
1227 => 0.099355448266424
1228 => 0.098511182240048
1229 => 0.10302589406329
1230 => 0.10137796351636
1231 => 0.10645649716073
]
'min_raw' => 0.04558874858313
'max_raw' => 0.14996632846262
'avg_raw' => 0.097777538522875
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.045588'
'max' => '$0.149966'
'avg' => '$0.097777'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.024835574853742
'max_diff' => 0.099135322529176
'year' => 2029
]
4 => [
'items' => [
101 => 0.10980154787786
102 => 0.10895313481494
103 => 0.11209917118244
104 => 0.10551087051047
105 => 0.10769923971696
106 => 0.10815025957746
107 => 0.10297018322019
108 => 0.099431553841025
109 => 0.099195567604763
110 => 0.093060071914452
111 => 0.096337604188225
112 => 0.099221696955645
113 => 0.097840440334691
114 => 0.097403175752365
115 => 0.099637065672353
116 => 0.099810658051109
117 => 0.095852733418968
118 => 0.096675711281162
119 => 0.1001076657752
120 => 0.096589234833401
121 => 0.089753498245919
122 => 0.088058141060771
123 => 0.087831949160639
124 => 0.083234006014044
125 => 0.088171432934548
126 => 0.086016113768933
127 => 0.092824741188422
128 => 0.088935689721811
129 => 0.088768040486034
130 => 0.088514614077362
131 => 0.084556974472447
201 => 0.085423446024806
202 => 0.088303729432188
203 => 0.089331447000657
204 => 0.089224247638424
205 => 0.088289614472159
206 => 0.088717484749579
207 => 0.087339165506122
208 => 0.086852452294023
209 => 0.085316251515623
210 => 0.083058460757672
211 => 0.083372420410401
212 => 0.078899146135811
213 => 0.07646186889638
214 => 0.075787262679303
215 => 0.074885151052094
216 => 0.075889158588024
217 => 0.078886473911829
218 => 0.075271075715402
219 => 0.069072729098324
220 => 0.069445260291479
221 => 0.070282227276994
222 => 0.068722544836577
223 => 0.067246436300947
224 => 0.068529792912206
225 => 0.065903471739191
226 => 0.070599605643356
227 => 0.070472588382011
228 => 0.072223016694511
301 => 0.073317595440723
302 => 0.070794945804783
303 => 0.070160506243314
304 => 0.070521911851197
305 => 0.064548682193829
306 => 0.071734876396485
307 => 0.071797022902362
308 => 0.071264886788799
309 => 0.075091313352858
310 => 0.083166266895398
311 => 0.080128144558441
312 => 0.078951691761837
313 => 0.076715254135512
314 => 0.079695174486064
315 => 0.079466363097141
316 => 0.078431591222287
317 => 0.077805757963691
318 => 0.07895887493175
319 => 0.077662874010368
320 => 0.077430076633164
321 => 0.076019577813353
322 => 0.075516093908288
323 => 0.075143334469249
324 => 0.074732962953454
325 => 0.075638140259088
326 => 0.073586889398529
327 => 0.071113281947296
328 => 0.070907628252529
329 => 0.071475456185038
330 => 0.071224234594721
331 => 0.070906425500207
401 => 0.070299641388624
402 => 0.070119621504608
403 => 0.070704598794427
404 => 0.070044193540516
405 => 0.071018657466797
406 => 0.070753657198397
407 => 0.069273387240885
408 => 0.067428422807692
409 => 0.067411998754293
410 => 0.06701450419351
411 => 0.066508235106646
412 => 0.066367402628547
413 => 0.068421712197979
414 => 0.07267407152639
415 => 0.071839231639888
416 => 0.072442489015718
417 => 0.075409918239034
418 => 0.076353174755416
419 => 0.075683673622343
420 => 0.074767219178362
421 => 0.074807538522812
422 => 0.077939340787524
423 => 0.078134667453227
424 => 0.078628194922689
425 => 0.079262517191793
426 => 0.075791701447659
427 => 0.074644063413388
428 => 0.074100248844217
429 => 0.072425510453893
430 => 0.074231572226639
501 => 0.073179257374936
502 => 0.073321250600625
503 => 0.073228777326119
504 => 0.073279273987015
505 => 0.070598292978222
506 => 0.071575101549613
507 => 0.069950967844538
508 => 0.067776435131006
509 => 0.067769145334861
510 => 0.068301359135839
511 => 0.067984777541489
512 => 0.06713286461115
513 => 0.06725387482199
514 => 0.066193698042112
515 => 0.067382599478187
516 => 0.06741669291728
517 => 0.066958901104492
518 => 0.068790567803548
519 => 0.069541003144648
520 => 0.069239674766621
521 => 0.069519861142366
522 => 0.071873923006248
523 => 0.072257737804981
524 => 0.072428202985196
525 => 0.072199802226017
526 => 0.069562889071826
527 => 0.069679847383235
528 => 0.068821684897175
529 => 0.068096628027389
530 => 0.068125626499758
531 => 0.068498399981623
601 => 0.070126323639804
602 => 0.073552193007105
603 => 0.073682202245316
604 => 0.073839777234665
605 => 0.073198840562138
606 => 0.073005527928766
607 => 0.073260557190408
608 => 0.074547133601112
609 => 0.077856557431531
610 => 0.076686786020875
611 => 0.075735743655435
612 => 0.076570064209107
613 => 0.07644162709949
614 => 0.075357488639783
615 => 0.075327060484054
616 => 0.073246252159845
617 => 0.072477024700098
618 => 0.071834200659055
619 => 0.071132253587584
620 => 0.070716115834137
621 => 0.071355492554658
622 => 0.071501725575524
623 => 0.070103717201712
624 => 0.069913173826179
625 => 0.071054817642342
626 => 0.07055242276362
627 => 0.071069148355179
628 => 0.07118903312481
629 => 0.071169728915719
630 => 0.070645170962649
701 => 0.070979508559393
702 => 0.07018870047226
703 => 0.069328815453038
704 => 0.068780262383504
705 => 0.068301577075329
706 => 0.068567179505658
707 => 0.067620355338624
708 => 0.067317447231784
709 => 0.07086624250445
710 => 0.073487775728347
711 => 0.07344965759703
712 => 0.073217623275828
713 => 0.072872867340965
714 => 0.074521912557125
715 => 0.073947418177515
716 => 0.074365410839293
717 => 0.074471807514812
718 => 0.07479383820698
719 => 0.074908936499957
720 => 0.074561029517677
721 => 0.073393411191884
722 => 0.070483817337828
723 => 0.069129393544466
724 => 0.068682411132944
725 => 0.068698658094662
726 => 0.068250494360839
727 => 0.06838249866574
728 => 0.068204588650654
729 => 0.067867670123136
730 => 0.068546375735995
731 => 0.068624590235297
801 => 0.068466172235327
802 => 0.068503485409135
803 => 0.067191852030602
804 => 0.067291572667654
805 => 0.066736315488663
806 => 0.066632211461327
807 => 0.065228569664611
808 => 0.062741814760597
809 => 0.06411971837256
810 => 0.062455404571876
811 => 0.061825103717088
812 => 0.064808849931762
813 => 0.064509364568046
814 => 0.063996775808523
815 => 0.063238550200331
816 => 0.062957316946708
817 => 0.061248632725323
818 => 0.061147674546048
819 => 0.061994544584521
820 => 0.061603743200785
821 => 0.061054910049961
822 => 0.059067092012
823 => 0.056832126393398
824 => 0.056899585956931
825 => 0.057610486937194
826 => 0.05967752741537
827 => 0.058869898940383
828 => 0.058283955215312
829 => 0.058174225569009
830 => 0.059547721827057
831 => 0.061491506788555
901 => 0.062403487202754
902 => 0.06149974230954
903 => 0.060461568837297
904 => 0.06052475764612
905 => 0.060945124482133
906 => 0.060989299092931
907 => 0.060313554888458
908 => 0.060503772923823
909 => 0.060214814334202
910 => 0.058441476003075
911 => 0.058409401935982
912 => 0.05797419611058
913 => 0.057961018251149
914 => 0.057220624574959
915 => 0.05711703838156
916 => 0.055646941798802
917 => 0.056614563821436
918 => 0.055965533771089
919 => 0.054987292394505
920 => 0.054818643212461
921 => 0.054813573414399
922 => 0.055818008577381
923 => 0.056602826411746
924 => 0.055976823926689
925 => 0.05583429529539
926 => 0.057356128192358
927 => 0.057162461084404
928 => 0.056994746617934
929 => 0.061317462164873
930 => 0.057895695503771
1001 => 0.056403609931917
1002 => 0.054556870697383
1003 => 0.055158178304215
1004 => 0.055284882652021
1005 => 0.050843807692734
1006 => 0.049042064134851
1007 => 0.04842377364306
1008 => 0.04806793872369
1009 => 0.04823009716474
1010 => 0.046608316639205
1011 => 0.047698179974139
1012 => 0.046293855124721
1013 => 0.046058415493648
1014 => 0.048569522286873
1015 => 0.048918928127477
1016 => 0.047428254259574
1017 => 0.048385508200946
1018 => 0.048038394614979
1019 => 0.046317928243607
1020 => 0.046252219083115
1021 => 0.045388949535278
1022 => 0.044038099854836
1023 => 0.043420725302738
1024 => 0.043099191275714
1025 => 0.043231862481838
1026 => 0.043164779860216
1027 => 0.042727020377699
1028 => 0.043189871721331
1029 => 0.042007477801732
1030 => 0.041536639015752
1031 => 0.041323972059502
1101 => 0.040274529399803
1102 => 0.041944659360653
1103 => 0.042273696002683
1104 => 0.042603380948543
1105 => 0.045473063316779
1106 => 0.0453297020953
1107 => 0.046625617717723
1108 => 0.046575260819672
1109 => 0.046205644691715
1110 => 0.04464629504677
1111 => 0.045267824022511
1112 => 0.04335485444223
1113 => 0.044788181321064
1114 => 0.044134070790726
1115 => 0.04456702589278
1116 => 0.043788533581298
1117 => 0.044219383369632
1118 => 0.042351722796963
1119 => 0.040607727632899
1120 => 0.041309562197311
1121 => 0.042072536633345
1122 => 0.043726859612938
1123 => 0.04274155849416
1124 => 0.043095910034833
1125 => 0.041908891691312
1126 => 0.0394597337936
1127 => 0.039473595761324
1128 => 0.039096846176566
1129 => 0.038771279528995
1130 => 0.042854732180238
1201 => 0.042346890293223
1202 => 0.041537710710966
1203 => 0.042620829737335
1204 => 0.042907223599317
1205 => 0.042915376829946
1206 => 0.043705592512236
1207 => 0.044127330763528
1208 => 0.044201663958236
1209 => 0.04544508540806
1210 => 0.045861863876915
1211 => 0.047578515405434
1212 => 0.044091549219427
1213 => 0.044019737445488
1214 => 0.042636071443236
1215 => 0.041758528589713
1216 => 0.042696157553187
1217 => 0.043526768815708
1218 => 0.042661880850482
1219 => 0.042774816959959
1220 => 0.041613775530587
1221 => 0.042028793209511
1222 => 0.042386262343519
1223 => 0.042188888898784
1224 => 0.041893411299034
1225 => 0.043458668164347
1226 => 0.043370350237715
1227 => 0.044827953415794
1228 => 0.045964259327311
1229 => 0.048000722659726
1230 => 0.045875567009116
1231 => 0.045798117890479
]
'min_raw' => 0.038771279528995
'max_raw' => 0.11209917118244
'avg_raw' => 0.075435225355719
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.038771'
'max' => '$0.112099'
'avg' => '$0.075435'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0068174690541349
'max_diff' => -0.037867157280177
'year' => 2030
]
5 => [
'items' => [
101 => 0.046555195448384
102 => 0.045861747972286
103 => 0.046299982840187
104 => 0.047930116247423
105 => 0.047964558397587
106 => 0.047387608006131
107 => 0.047352500522377
108 => 0.047463310156202
109 => 0.04811232564259
110 => 0.047885539689415
111 => 0.048147982135947
112 => 0.048476170433998
113 => 0.049833696383689
114 => 0.050160991294277
115 => 0.049365834344503
116 => 0.049437628114073
117 => 0.049140217587311
118 => 0.048852922745002
119 => 0.04949871959447
120 => 0.050678926030042
121 => 0.050671584027059
122 => 0.050945368980177
123 => 0.051115934737812
124 => 0.050383741644276
125 => 0.049907110863869
126 => 0.050089881433882
127 => 0.050382135555557
128 => 0.049995107361125
129 => 0.047606190056195
130 => 0.048330834961883
131 => 0.048210218616251
201 => 0.048038446272622
202 => 0.048767082328804
203 => 0.048696803603666
204 => 0.046591682935833
205 => 0.04672644593094
206 => 0.046599878319914
207 => 0.047008844164436
208 => 0.04583966247457
209 => 0.046199294887814
210 => 0.046424852966056
211 => 0.046557708406959
212 => 0.047037673359331
213 => 0.046981355011905
214 => 0.04703417253178
215 => 0.047745833850098
216 => 0.051345172585475
217 => 0.051541076651349
218 => 0.050576373382443
219 => 0.05096175331044
220 => 0.050221908122011
221 => 0.050718571153535
222 => 0.051058375385831
223 => 0.049522865400682
224 => 0.049431942464739
225 => 0.04868904367204
226 => 0.049088235403298
227 => 0.048453092655965
228 => 0.04860893446981
301 => 0.048173187172253
302 => 0.048957445551434
303 => 0.04983436828079
304 => 0.050055913592953
305 => 0.049473123257905
306 => 0.049051144647576
307 => 0.048310289216234
308 => 0.049542348309596
309 => 0.049902639934816
310 => 0.04954045585107
311 => 0.049456529884987
312 => 0.049297490330912
313 => 0.049490270878213
314 => 0.049900677709248
315 => 0.049707137426756
316 => 0.049834974193083
317 => 0.049347792264546
318 => 0.050383984030656
319 => 0.052029705928368
320 => 0.052034997193372
321 => 0.051841455867625
322 => 0.051762262927036
323 => 0.051960848072322
324 => 0.05206857236725
325 => 0.052710760312816
326 => 0.053399853564304
327 => 0.056615551094061
328 => 0.055712596095527
329 => 0.058565754246629
330 => 0.060822231907933
331 => 0.061498850894748
401 => 0.060876393264261
402 => 0.058746999334866
403 => 0.05864252110988
404 => 0.061824734647324
405 => 0.060925613568383
406 => 0.060818665977022
407 => 0.059680924295753
408 => 0.060353470541432
409 => 0.060206374811843
410 => 0.059974177006519
411 => 0.061257348393296
412 => 0.063659330679843
413 => 0.063284959214837
414 => 0.063005508282803
415 => 0.061781035645573
416 => 0.06251844166905
417 => 0.062255865508172
418 => 0.063384059330254
419 => 0.062715742302606
420 => 0.060918801841899
421 => 0.06120497053306
422 => 0.061161716711083
423 => 0.06205187730238
424 => 0.061784673188017
425 => 0.061109540819281
426 => 0.063651120965516
427 => 0.063486084887831
428 => 0.063720068313489
429 => 0.063823075053641
430 => 0.065370090100989
501 => 0.066003852666928
502 => 0.066147727864971
503 => 0.066749753285657
504 => 0.066132748924072
505 => 0.068601206287065
506 => 0.070242586394976
507 => 0.072149133854962
508 => 0.074935112125648
509 => 0.075982665727166
510 => 0.07579343454534
511 => 0.077905731474244
512 => 0.081701482101761
513 => 0.076560664271825
514 => 0.081973957929628
515 => 0.080260171657048
516 => 0.07619681523446
517 => 0.075935182984671
518 => 0.078686935130586
519 => 0.084790056543896
520 => 0.083261293850892
521 => 0.084792557051997
522 => 0.083006257190074
523 => 0.082917552345812
524 => 0.0847058004548
525 => 0.088884139633779
526 => 0.086899167312548
527 => 0.084053222754882
528 => 0.086154623928461
529 => 0.084334195756409
530 => 0.080232261579013
531 => 0.083260124834872
601 => 0.08123547890426
602 => 0.08182637822291
603 => 0.086081882825703
604 => 0.085569849253226
605 => 0.086232468109043
606 => 0.085062963172281
607 => 0.083970461147344
608 => 0.081931224987534
609 => 0.081327507693741
610 => 0.081494353434273
611 => 0.081327425013278
612 => 0.080186491123412
613 => 0.079940106558525
614 => 0.079529454822691
615 => 0.079656732966894
616 => 0.078884587563123
617 => 0.08034178547342
618 => 0.080612254246356
619 => 0.081672681365249
620 => 0.081782778426564
621 => 0.084736052858447
622 => 0.083109438929127
623 => 0.084200711988005
624 => 0.084103098254158
625 => 0.076284880489312
626 => 0.077362161916589
627 => 0.079038073747896
628 => 0.078283077739537
629 => 0.077215690025575
630 => 0.076353717216842
701 => 0.075047740270367
702 => 0.076885877743465
703 => 0.079302833056461
704 => 0.081844076401885
705 => 0.084897213772554
706 => 0.084215789053857
707 => 0.081787000122459
708 => 0.08189595381969
709 => 0.082569462704273
710 => 0.081697207504003
711 => 0.081439962416999
712 => 0.082534121179586
713 => 0.082541656049645
714 => 0.081538021026172
715 => 0.080422664360852
716 => 0.080417990975699
717 => 0.080219524030173
718 => 0.083041564018786
719 => 0.084593400672099
720 => 0.084771316243491
721 => 0.084581425536587
722 => 0.084654506933182
723 => 0.083751527377006
724 => 0.085815470872154
725 => 0.087709549526157
726 => 0.087201895985796
727 => 0.086440851161591
728 => 0.085834642302227
729 => 0.087059092444124
730 => 0.087004569606769
731 => 0.087693006401473
801 => 0.087661774931861
802 => 0.08743027953122
803 => 0.087201904253226
804 => 0.088107386416102
805 => 0.087846622094792
806 => 0.087585452734466
807 => 0.087061637599305
808 => 0.087132832775821
809 => 0.086371919356735
810 => 0.086019885992037
811 => 0.080726148833125
812 => 0.079311489286411
813 => 0.079756569977858
814 => 0.079903102097997
815 => 0.079287440450332
816 => 0.080170141102583
817 => 0.080032573140941
818 => 0.080567769605124
819 => 0.080233402089831
820 => 0.080247124649291
821 => 0.081230428217095
822 => 0.081515885426101
823 => 0.081370699585678
824 => 0.081472382771631
825 => 0.083815628874119
826 => 0.083482494211137
827 => 0.083305523061048
828 => 0.083354545279065
829 => 0.083953294898014
830 => 0.084120912100802
831 => 0.083410706234336
901 => 0.083745643426613
902 => 0.085171763481468
903 => 0.085670824789263
904 => 0.087263588920727
905 => 0.086586954408557
906 => 0.087828946339702
907 => 0.091646406109792
908 => 0.094696057122263
909 => 0.091891472019036
910 => 0.097491767732725
911 => 0.10185240126054
912 => 0.10168503288273
913 => 0.10092465556388
914 => 0.095960190225905
915 => 0.091391815205892
916 => 0.095213454893583
917 => 0.095223197039074
918 => 0.094894914800657
919 => 0.092855982012116
920 => 0.094823964359259
921 => 0.094980175651313
922 => 0.094892738867698
923 => 0.093329493879254
924 => 0.090942707717868
925 => 0.091409080020645
926 => 0.092173007366329
927 => 0.090726733529009
928 => 0.090264561405164
929 => 0.091123827315237
930 => 0.093892561112655
1001 => 0.093369148026436
1002 => 0.093355479595477
1003 => 0.095594862740013
1004 => 0.093991947697655
1005 => 0.091414962468913
1006 => 0.090764239712397
1007 => 0.088454612306137
1008 => 0.090049880182251
1009 => 0.090107291033112
1010 => 0.089233579120607
1011 => 0.091485859375312
1012 => 0.091465104216259
1013 => 0.093603309110426
1014 => 0.09769075379499
1015 => 0.096481895270827
1016 => 0.095076124330659
1017 => 0.095228970609655
1018 => 0.096905317033484
1019 => 0.09589175971837
1020 => 0.096256241995658
1021 => 0.096904765345904
1022 => 0.097296035585036
1023 => 0.095172672843551
1024 => 0.094677615416331
1025 => 0.093664901661783
1026 => 0.093400703546419
1027 => 0.094225537768532
1028 => 0.094008223092829
1029 => 0.090102465873403
1030 => 0.089694292512545
1031 => 0.089706810606785
1101 => 0.088680439283322
1102 => 0.087114976657699
1103 => 0.091228918968921
1104 => 0.090898511826744
1105 => 0.090533767913262
1106 => 0.090578446961464
1107 => 0.092364169884323
1108 => 0.091328360407896
1109 => 0.094082229666813
1110 => 0.093516116936067
1111 => 0.092935485549916
1112 => 0.092855224605886
1113 => 0.092631731059359
1114 => 0.091865288530036
1115 => 0.090939763119822
1116 => 0.09032865107636
1117 => 0.083323405863512
1118 => 0.08462353862738
1119 => 0.086119222861379
1120 => 0.086635527065378
1121 => 0.085752352997275
1122 => 0.091900161625254
1123 => 0.093023425503343
1124 => 0.08962098594792
1125 => 0.088984528427792
1126 => 0.091941887674315
1127 => 0.090158238526197
1128 => 0.09096141562838
1129 => 0.089225386047847
1130 => 0.092752864128117
1201 => 0.092725990655288
1202 => 0.091353722010357
1203 => 0.092513554072162
1204 => 0.092312004709358
1205 => 0.09076271678898
1206 => 0.092801979318608
1207 => 0.092802990767381
1208 => 0.091482212032328
1209 => 0.089939831625429
1210 => 0.089664090438075
1211 => 0.089456356494019
1212 => 0.090910325812465
1213 => 0.092213950156939
1214 => 0.094639671866123
1215 => 0.095249555937538
1216 => 0.097629974070553
1217 => 0.096212550972798
1218 => 0.096840876273331
1219 => 0.097523012269099
1220 => 0.097850053350191
1221 => 0.097317157458544
1222 => 0.10101492663831
1223 => 0.1013271316538
1224 => 0.10143181129493
1225 => 0.10018494433278
1226 => 0.10129245402802
1227 => 0.10077428691848
1228 => 0.10212241378653
1229 => 0.10233381729318
1230 => 0.10215476604394
1231 => 0.10222186885373
]
'min_raw' => 0.04583966247457
'max_raw' => 0.10233381729318
'avg_raw' => 0.074086739883876
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.045839'
'max' => '$0.102333'
'avg' => '$0.074086'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0070683829455747
'max_diff' => -0.0097653538892609
'year' => 2031
]
6 => [
'items' => [
101 => 0.099066475189987
102 => 0.098902851382494
103 => 0.096671829157113
104 => 0.097580987204839
105 => 0.095881359811694
106 => 0.096420329166163
107 => 0.096657901722124
108 => 0.096533807301014
109 => 0.097632389636768
110 => 0.096698370225833
111 => 0.094233339433368
112 => 0.091767637044911
113 => 0.091736682159942
114 => 0.091087506244323
115 => 0.090618270959831
116 => 0.09070866232264
117 => 0.091027213275111
118 => 0.090599756199379
119 => 0.090690975839111
120 => 0.092205829651928
121 => 0.092509622780646
122 => 0.091477215029626
123 => 0.087331948933555
124 => 0.086314690235966
125 => 0.087045875614676
126 => 0.086696416098022
127 => 0.069970774168952
128 => 0.073900215645233
129 => 0.071565474951251
130 => 0.072641430879292
131 => 0.070258265208908
201 => 0.07139563677923
202 => 0.071185605780351
203 => 0.077504031393585
204 => 0.077405377868345
205 => 0.077452598090249
206 => 0.075198653867128
207 => 0.078789248215814
208 => 0.080558104105574
209 => 0.080230735956954
210 => 0.080313127467092
211 => 0.078897368346795
212 => 0.07746630573323
213 => 0.075879037055828
214 => 0.078827986066102
215 => 0.078500113276398
216 => 0.079252135491073
217 => 0.081164739719465
218 => 0.081446377957372
219 => 0.081824902605213
220 => 0.081689228464181
221 => 0.084921536937417
222 => 0.08453008305385
223 => 0.085473374284278
224 => 0.08353295265561
225 => 0.081337181396261
226 => 0.081754525727493
227 => 0.081714332112324
228 => 0.081202621259142
229 => 0.080740671581027
301 => 0.079971655520481
302 => 0.082404936129012
303 => 0.082306149379998
304 => 0.083905392019503
305 => 0.083622710348756
306 => 0.08173489296757
307 => 0.081802316734659
308 => 0.082255773971083
309 => 0.083825194643833
310 => 0.084291105553813
311 => 0.084075277056971
312 => 0.084586127100122
313 => 0.084989882145195
314 => 0.084636832517462
315 => 0.089635270730399
316 => 0.087559570694491
317 => 0.088571252449364
318 => 0.088812532586727
319 => 0.088194498588448
320 => 0.088328528032536
321 => 0.088531546119493
322 => 0.089764232188476
323 => 0.092999157114076
324 => 0.094431883342746
325 => 0.098742310891166
326 => 0.094312915373967
327 => 0.094050093374637
328 => 0.094826531538549
329 => 0.097357208814566
330 => 0.099408085052347
331 => 0.10008847901831
401 => 0.10017840431299
402 => 0.10145486862487
403 => 0.10218651416379
404 => 0.10129987228306
405 => 0.10054853612442
406 => 0.097857343263451
407 => 0.098168856164984
408 => 0.10031487114406
409 => 0.10334624370166
410 => 0.10594747671663
411 => 0.10503661557691
412 => 0.11198584310524
413 => 0.11267483062962
414 => 0.11257963483139
415 => 0.11414925094703
416 => 0.11103388260425
417 => 0.10970200228029
418 => 0.10071098352995
419 => 0.1032370930599
420 => 0.10690894161491
421 => 0.10642295868993
422 => 0.10375636412049
423 => 0.10594545386553
424 => 0.10522167233666
425 => 0.10465079581511
426 => 0.10726609183018
427 => 0.10439046643117
428 => 0.10688025505181
429 => 0.10368707539227
430 => 0.10504077631387
501 => 0.10427235019963
502 => 0.10476961607031
503 => 0.10186260995112
504 => 0.10343115988945
505 => 0.10179735311677
506 => 0.10179657847964
507 => 0.10176051210458
508 => 0.10368267852722
509 => 0.10374536030525
510 => 0.10232487641469
511 => 0.10212016249393
512 => 0.10287709715389
513 => 0.10199092490858
514 => 0.10240555932466
515 => 0.10200348376265
516 => 0.10191296808463
517 => 0.10119172376223
518 => 0.10088099187712
519 => 0.10100283785584
520 => 0.10058691471454
521 => 0.1003363059773
522 => 0.10171065971901
523 => 0.10097639795609
524 => 0.10159812357305
525 => 0.10088958876449
526 => 0.098433498424129
527 => 0.097020974896701
528 => 0.092381647923448
529 => 0.093697355297995
530 => 0.094569670648518
531 => 0.094281370430374
601 => 0.094900750856321
602 => 0.094938775784075
603 => 0.094737408893763
604 => 0.094504251831479
605 => 0.094390763867953
606 => 0.09523661016913
607 => 0.095727652416841
608 => 0.094657219164017
609 => 0.094406431629833
610 => 0.095488698748678
611 => 0.096148881065968
612 => 0.10102329637244
613 => 0.10066218394238
614 => 0.10156850527709
615 => 0.10146646740343
616 => 0.10241643655052
617 => 0.10396923461909
618 => 0.10081196197652
619 => 0.101359955337
620 => 0.10122560002002
621 => 0.10269245614089
622 => 0.10269703550559
623 => 0.10181758198623
624 => 0.10229434800658
625 => 0.10202823029341
626 => 0.10250914096907
627 => 0.10065736106572
628 => 0.10291262910071
629 => 0.10419122075029
630 => 0.10420897399658
701 => 0.10481501629095
702 => 0.10543079036163
703 => 0.10661271506769
704 => 0.10539782712307
705 => 0.10321236197767
706 => 0.10337014550215
707 => 0.10208880808703
708 => 0.10211034760047
709 => 0.10199536798964
710 => 0.102340430457
711 => 0.10073308287276
712 => 0.10111032413806
713 => 0.10058218415751
714 => 0.10135880726382
715 => 0.10052328918183
716 => 0.10122553522982
717 => 0.10152860134431
718 => 0.10264692183131
719 => 0.10035811233662
720 => 0.095691074838177
721 => 0.09667214270271
722 => 0.095221066269848
723 => 0.095355368918347
724 => 0.095626681642423
725 => 0.094747268335693
726 => 0.094915032681119
727 => 0.09490903895816
728 => 0.094857388291778
729 => 0.094628618926145
730 => 0.094296858085336
731 => 0.095618491164516
801 => 0.095843062378379
802 => 0.09634225636831
803 => 0.097827519075826
804 => 0.097679106306439
805 => 0.097921173690896
806 => 0.097392741949776
807 => 0.095379881351238
808 => 0.095489189365904
809 => 0.094126116671488
810 => 0.096307399534908
811 => 0.095790842961323
812 => 0.095457815577934
813 => 0.095366945970899
814 => 0.096855890357385
815 => 0.097301405854165
816 => 0.097023790494005
817 => 0.096454393290981
818 => 0.097547804247958
819 => 0.09784035489274
820 => 0.097905846193254
821 => 0.099843160768261
822 => 0.098014120557117
823 => 0.098454388715035
824 => 0.10188923520303
825 => 0.098774303414834
826 => 0.10042435225431
827 => 0.10034359095006
828 => 0.10118770010172
829 => 0.10027434936192
830 => 0.10028567143898
831 => 0.10103518318075
901 => 0.099982629114588
902 => 0.099722001925704
903 => 0.099361947330908
904 => 0.10014811336631
905 => 0.1006193843493
906 => 0.10441748236183
907 => 0.10687122689223
908 => 0.10676470337087
909 => 0.10773812895238
910 => 0.10729959181236
911 => 0.10588343970695
912 => 0.10830063866953
913 => 0.10753573577787
914 => 0.1075987934429
915 => 0.10759644643346
916 => 0.10810503998744
917 => 0.10774465484253
918 => 0.10703429872913
919 => 0.10750586626814
920 => 0.1089062532705
921 => 0.11325309749494
922 => 0.11568564911096
923 => 0.11310665483325
924 => 0.11488561055191
925 => 0.11381887102745
926 => 0.1136250127231
927 => 0.11474232837821
928 => 0.11586159974647
929 => 0.11579030699906
930 => 0.11497777346092
1001 => 0.11451879388251
1002 => 0.11799434101972
1003 => 0.12055506494601
1004 => 0.12038044074155
1005 => 0.12115117518921
1006 => 0.12341407536547
1007 => 0.123620966598
1008 => 0.12359490305804
1009 => 0.12308210155135
1010 => 0.1253102206496
1011 => 0.12716895680138
1012 => 0.12296340281881
1013 => 0.12456482272063
1014 => 0.12528375170908
1015 => 0.12633935276075
1016 => 0.12812032867419
1017 => 0.13005494089672
1018 => 0.13032851627693
1019 => 0.13013440145288
1020 => 0.12885847268696
1021 => 0.13097534846557
1022 => 0.13221536464984
1023 => 0.1329537659103
1024 => 0.13482622864859
1025 => 0.12528819156976
1026 => 0.11853669485417
1027 => 0.11748235114923
1028 => 0.11962640053323
1029 => 0.12019176925732
1030 => 0.11996386983355
1031 => 0.11236444646093
1101 => 0.11744234175791
1102 => 0.1229057301359
1103 => 0.12311560113385
1104 => 0.12585068758994
1105 => 0.12674134385502
1106 => 0.12894344694815
1107 => 0.12880570480011
1108 => 0.12934188186017
1109 => 0.12921862403935
1110 => 0.13329755631186
1111 => 0.13779722433573
1112 => 0.13764141514013
1113 => 0.13699453462405
1114 => 0.13795526249995
1115 => 0.14259940211432
1116 => 0.14217184415945
1117 => 0.14258718029331
1118 => 0.14806288263089
1119 => 0.15518207457932
1120 => 0.15187449516409
1121 => 0.1590509907648
1122 => 0.16356821433576
1123 => 0.17138028541211
1124 => 0.17040217563809
1125 => 0.17344335758049
1126 => 0.16865115500493
1127 => 0.1576472892275
1128 => 0.15590588534712
1129 => 0.15939222001502
1130 => 0.16796303360448
1201 => 0.15912229459415
1202 => 0.16091076458174
1203 => 0.16039568510499
1204 => 0.16036823870863
1205 => 0.16141575602546
1206 => 0.15989627752256
1207 => 0.15370564875281
1208 => 0.15654277743638
1209 => 0.15544722580154
1210 => 0.15666282201918
1211 => 0.16322289345576
1212 => 0.16032252950108
1213 => 0.15726723168126
1214 => 0.16109925317217
1215 => 0.16597873335556
1216 => 0.16567338425495
1217 => 0.16508087937375
1218 => 0.16842079836654
1219 => 0.17393736603817
1220 => 0.17542847211245
1221 => 0.17652917613216
1222 => 0.17668094461993
1223 => 0.17824425436756
1224 => 0.16983794384975
1225 => 0.18317897453088
1226 => 0.18548260199098
1227 => 0.18504961550405
1228 => 0.18761000047449
1229 => 0.18685667026549
1230 => 0.18576521298654
1231 => 0.18982396777418
]
'min_raw' => 0.069970774168952
'max_raw' => 0.18982396777418
'avg_raw' => 0.12989737097156
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.06997'
'max' => '$0.189823'
'avg' => '$0.129897'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.024131111694382
'max_diff' => 0.087490150480995
'year' => 2032
]
7 => [
'items' => [
101 => 0.18517093293477
102 => 0.17856653578103
103 => 0.17494323288233
104 => 0.17971469042285
105 => 0.18262845304193
106 => 0.18455426478303
107 => 0.18513701425228
108 => 0.17049050180555
109 => 0.16259684392959
110 => 0.16765658812711
111 => 0.17382982525298
112 => 0.16980365120582
113 => 0.16996146960592
114 => 0.1642212034746
115 => 0.17433771143365
116 => 0.17286382131724
117 => 0.18051036584844
118 => 0.17868545662871
119 => 0.18492091685675
120 => 0.18327891120568
121 => 0.19009478485998
122 => 0.19281382139309
123 => 0.19737950691643
124 => 0.20073804377308
125 => 0.20271024085388
126 => 0.20259183753867
127 => 0.21040666491748
128 => 0.20579853424147
129 => 0.20000963605939
130 => 0.19990493315502
131 => 0.20290308555284
201 => 0.20918639047573
202 => 0.21081556002387
203 => 0.21172604354588
204 => 0.21033160633776
205 => 0.20532981075665
206 => 0.20317006078441
207 => 0.20501023033474
208 => 0.20275986110225
209 => 0.20664462973961
210 => 0.2119792468205
211 => 0.21087766948866
212 => 0.21456007735131
213 => 0.21837098208854
214 => 0.22382074702123
215 => 0.22524551737884
216 => 0.22760060860081
217 => 0.23002477107539
218 => 0.23080334672921
219 => 0.2322898892302
220 => 0.23228205441744
221 => 0.23676185030001
222 => 0.24170320388622
223 => 0.24356845047242
224 => 0.24785748214707
225 => 0.24051266570982
226 => 0.24608379334865
227 => 0.25110908993324
228 => 0.24511772417643
301 => 0.25337542606301
302 => 0.25369605391491
303 => 0.2585371538117
304 => 0.25362977162378
305 => 0.25071578374552
306 => 0.25912835756437
307 => 0.26319893704172
308 => 0.26197284537566
309 => 0.2526422272574
310 => 0.24721140730353
311 => 0.23299790395732
312 => 0.24983441264855
313 => 0.25803498490436
314 => 0.25262098975637
315 => 0.25535149399573
316 => 0.27024823975669
317 => 0.27591995604961
318 => 0.27474027870897
319 => 0.2749396247604
320 => 0.27799997992312
321 => 0.29157128008302
322 => 0.28343904244693
323 => 0.28965583341059
324 => 0.2929531969214
325 => 0.29601597191431
326 => 0.2884947645317
327 => 0.27870978423541
328 => 0.27561047023004
329 => 0.25208267463708
330 => 0.25085795070043
331 => 0.25017047604185
401 => 0.24583604556476
402 => 0.24243037051019
403 => 0.23972205126218
404 => 0.23261461278284
405 => 0.23501316462857
406 => 0.22368539113019
407 => 0.23093249918281
408 => 0.21285309916074
409 => 0.22791016073139
410 => 0.21971528667907
411 => 0.22521792420477
412 => 0.22519872602083
413 => 0.21506662572319
414 => 0.20922264172305
415 => 0.2129466557792
416 => 0.21693909445999
417 => 0.21758685420377
418 => 0.22276315516674
419 => 0.22420774950128
420 => 0.21983056122595
421 => 0.21247844378059
422 => 0.2141861729792
423 => 0.20918803464534
424 => 0.20042898946587
425 => 0.20671988863203
426 => 0.20886787819866
427 => 0.20981655275955
428 => 0.20120303780868
429 => 0.19849648440261
430 => 0.1970555380794
501 => 0.21136654716432
502 => 0.21215053654727
503 => 0.20813953601918
504 => 0.22626963874482
505 => 0.22216623812212
506 => 0.22675074197524
507 => 0.214031214454
508 => 0.21451711753442
509 => 0.20849548936639
510 => 0.21186719877515
511 => 0.20948418324031
512 => 0.2115947979748
513 => 0.21285989174427
514 => 0.21888053182237
515 => 0.22797890677
516 => 0.21798124896536
517 => 0.21362512629078
518 => 0.21632764029832
519 => 0.22352479123355
520 => 0.23442884331579
521 => 0.2279734250186
522 => 0.23083823003878
523 => 0.23146406248939
524 => 0.22670407602962
525 => 0.23460435080613
526 => 0.23883817224059
527 => 0.24318119696644
528 => 0.2469521236471
529 => 0.24144649738577
530 => 0.24733830668592
531 => 0.24259054843435
601 => 0.23833131846847
602 => 0.23833777796219
603 => 0.23566590078717
604 => 0.23048880208238
605 => 0.22953406565027
606 => 0.23450072514002
607 => 0.23848351570639
608 => 0.23881155741371
609 => 0.24101663491442
610 => 0.24232157706524
611 => 0.25511178412607
612 => 0.26025611121208
613 => 0.26654649699572
614 => 0.26899695676517
615 => 0.27637196213275
616 => 0.27041604632978
617 => 0.26912744648134
618 => 0.25123809580545
619 => 0.25416747597645
620 => 0.25885769627336
621 => 0.25131543581063
622 => 0.25609926408518
623 => 0.25704369312191
624 => 0.25105915268619
625 => 0.25425575430964
626 => 0.24576652812409
627 => 0.22816394870246
628 => 0.234623947509
629 => 0.23938068104269
630 => 0.23259223578909
701 => 0.24476026115705
702 => 0.23765195193612
703 => 0.2353989591721
704 => 0.22660923114975
705 => 0.23075764442864
706 => 0.2363684327879
707 => 0.23290161790603
708 => 0.24009577933077
709 => 0.25028463052098
710 => 0.25754581263569
711 => 0.258103236036
712 => 0.25343478239766
713 => 0.26091600914678
714 => 0.2609705017162
715 => 0.25253164738149
716 => 0.24736289608921
717 => 0.24618854492046
718 => 0.24912230438511
719 => 0.25268442997707
720 => 0.25830090921522
721 => 0.26169482998987
722 => 0.27054437537367
723 => 0.27293880861817
724 => 0.27556956480708
725 => 0.27908506637063
726 => 0.28330632735377
727 => 0.27407044863918
728 => 0.27443740731835
729 => 0.26583708493877
730 => 0.2566464070652
731 => 0.26362098593707
801 => 0.27273932002269
802 => 0.27064756410858
803 => 0.27041219883755
804 => 0.27080801793854
805 => 0.26923090228967
806 => 0.26209766666045
807 => 0.25851540038387
808 => 0.26313743781425
809 => 0.26559384500528
810 => 0.26940351833735
811 => 0.26893389568672
812 => 0.27874720506108
813 => 0.28256036034488
814 => 0.28158479204917
815 => 0.28176432009394
816 => 0.28866785559523
817 => 0.29634600689303
818 => 0.30353760880471
819 => 0.31085321515577
820 => 0.3020339661666
821 => 0.29755609542555
822 => 0.30217611501898
823 => 0.29972466759122
824 => 0.31381141165766
825 => 0.31478674725325
826 => 0.32887247268775
827 => 0.34224150342208
828 => 0.33384465474891
829 => 0.34176250484534
830 => 0.35032630527641
831 => 0.36684726573451
901 => 0.36128358746662
902 => 0.35702189710737
903 => 0.35299462031022
904 => 0.3613747440129
905 => 0.37215563928066
906 => 0.37447774086321
907 => 0.37824043253801
908 => 0.374284422322
909 => 0.37904900088695
910 => 0.39587005688311
911 => 0.39132485906938
912 => 0.38486994749687
913 => 0.39814855569445
914 => 0.40295403238187
915 => 0.43668138442188
916 => 0.47926355957981
917 => 0.46163425945479
918 => 0.45069118397323
919 => 0.45326306628462
920 => 0.4688126351547
921 => 0.47380666315712
922 => 0.46023117350185
923 => 0.46502626595036
924 => 0.49144769678476
925 => 0.50562194672642
926 => 0.4863714114499
927 => 0.43325994810928
928 => 0.38428875333448
929 => 0.3972781193904
930 => 0.39580552838662
1001 => 0.42419205967755
1002 => 0.39121645760472
1003 => 0.39177168217298
1004 => 0.42074521686915
1005 => 0.41301557454435
1006 => 0.40049454391596
1007 => 0.38438017071467
1008 => 0.35459126145299
1009 => 0.32820639379472
1010 => 0.37995319534471
1011 => 0.37772177916642
1012 => 0.37449035786291
1013 => 0.38168153629757
1014 => 0.41659985752466
1015 => 0.4157948772008
1016 => 0.41067400308497
1017 => 0.41455814096851
1018 => 0.39981363576544
1019 => 0.40361363048242
1020 => 0.38428099604703
1021 => 0.39302015421396
1022 => 0.40046767940771
1023 => 0.40196288035285
1024 => 0.40533164442911
1025 => 0.3765459242368
1026 => 0.3894698674988
1027 => 0.39706147335551
1028 => 0.36276232190992
1029 => 0.39638348941161
1030 => 0.37604482889069
1031 => 0.36914158203347
1101 => 0.37843589449311
1102 => 0.37481389188857
1103 => 0.37169990674032
1104 => 0.36996224952254
1105 => 0.37678696681706
1106 => 0.37646858559797
1107 => 0.36530202348358
1108 => 0.35073569841266
1109 => 0.35562463522978
1110 => 0.3538484386501
1111 => 0.34741127311139
1112 => 0.35174914545815
1113 => 0.33264735098998
1114 => 0.29978370643238
1115 => 0.32149443666779
1116 => 0.32065859717045
1117 => 0.3202371289936
1118 => 0.33655214272499
1119 => 0.33498383060613
1120 => 0.33213732875343
1121 => 0.34735899487261
1122 => 0.34180288197881
1123 => 0.35892551273267
1124 => 0.37020358476948
1125 => 0.36734310089353
1126 => 0.37795018215581
1127 => 0.35573726645979
1128 => 0.36311550602651
1129 => 0.36463615097541
1130 => 0.3471711618755
1201 => 0.33524042586442
1202 => 0.33444478179283
1203 => 0.31375852970631
1204 => 0.32480895859734
1205 => 0.33453287872362
1206 => 0.32987587558981
1207 => 0.32840160752166
1208 => 0.33593332335212
1209 => 0.33651860217693
1210 => 0.32317418294619
1211 => 0.32594891026706
1212 => 0.33751998445511
1213 => 0.32565734888584
1214 => 0.30261018572525
1215 => 0.29689417060947
1216 => 0.29613154882596
1217 => 0.28062926248907
1218 => 0.29727614207169
1219 => 0.29000933302524
1220 => 0.31296509573324
1221 => 0.29985288718866
1222 => 0.29928764608534
1223 => 0.29843320125483
1224 => 0.28508974301329
1225 => 0.28801111234718
1226 => 0.29772218895013
1227 => 0.30118721048518
1228 => 0.30082578035099
1229 => 0.29767459937692
1230 => 0.29911719389019
1231 => 0.2944700943297
]
'min_raw' => 0.16259684392959
'max_raw' => 0.50562194672642
'avg_raw' => 0.334109395328
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.162596'
'max' => '$0.505621'
'avg' => '$0.3341093'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.092626069760638
'max_diff' => 0.31579797895224
'year' => 2033
]
8 => [
'items' => [
101 => 0.29282910675388
102 => 0.28764969857539
103 => 0.28003739940104
104 => 0.28109593629018
105 => 0.26601397975936
106 => 0.25779652938136
107 => 0.25552204742098
108 => 0.25248051508642
109 => 0.25586559659138
110 => 0.26597125447146
111 => 0.25378168703316
112 => 0.23288352865894
113 => 0.23413954358596
114 => 0.2369614362128
115 => 0.23170285797138
116 => 0.2267260549849
117 => 0.23105298140085
118 => 0.22219815620214
119 => 0.23803149953363
120 => 0.23760325196895
121 => 0.24350494323555
122 => 0.24719539189944
123 => 0.2386901025261
124 => 0.23655104524945
125 => 0.23776954948896
126 => 0.21763038866157
127 => 0.24185914413988
128 => 0.24206867542338
129 => 0.24027454136394
130 => 0.25317560567724
131 => 0.28040087532117
201 => 0.27015763374719
202 => 0.26619114100613
203 => 0.25865083540588
204 => 0.26869784491916
205 => 0.26792639134631
206 => 0.26443758572477
207 => 0.26232754519913
208 => 0.266215359565
209 => 0.26184580197466
210 => 0.26106090936403
211 => 0.25630531411515
212 => 0.2546077829771
213 => 0.25335099850315
214 => 0.25196740228642
215 => 0.25501927076983
216 => 0.24810333527969
217 => 0.2397633950561
218 => 0.23907001926592
219 => 0.24098449078485
220 => 0.24013747965336
221 => 0.23906596410249
222 => 0.23702014910597
223 => 0.23641319949842
224 => 0.23838549127286
225 => 0.23615888885128
226 => 0.23944436201363
227 => 0.23855089510699
228 => 0.23356006159609
301 => 0.22733963519828
302 => 0.22728426035555
303 => 0.22594407969169
304 => 0.22423715811875
305 => 0.22376233158623
306 => 0.23068857972688
307 => 0.24502570609287
308 => 0.24221098512887
309 => 0.24424490948956
310 => 0.25424980429527
311 => 0.25743005949631
312 => 0.25517278968308
313 => 0.25208289954039
314 => 0.25221883902521
315 => 0.26277792901614
316 => 0.26343648650683
317 => 0.26510044882711
318 => 0.26723911064436
319 => 0.2555370130384
320 => 0.25166767128032
321 => 0.24983416249244
322 => 0.24418766508296
323 => 0.25027692844498
324 => 0.24672897545219
325 => 0.24720771552625
326 => 0.24689593542497
327 => 0.24706618844275
328 => 0.23802707379149
329 => 0.24132045208853
330 => 0.23584457190847
331 => 0.22851298304378
401 => 0.22848840498712
402 => 0.2302828009751
403 => 0.22921542402672
404 => 0.22634314010342
405 => 0.22675113447793
406 => 0.2231766744454
407 => 0.22718513864357
408 => 0.2273000870538
409 => 0.22575660999498
410 => 0.23193220215373
411 => 0.23446234729998
412 => 0.23344639763538
413 => 0.23439106556319
414 => 0.24232794949262
415 => 0.24362200788364
416 => 0.24419674314024
417 => 0.24342667403423
418 => 0.23453613723148
419 => 0.23493047034416
420 => 0.23203711560742
421 => 0.22959253574909
422 => 0.22969030612329
423 => 0.23094713794361
424 => 0.23643579621517
425 => 0.24798635397358
426 => 0.24842468919716
427 => 0.24895596427529
428 => 0.2467950015351
429 => 0.24614323449503
430 => 0.24700308345623
501 => 0.25134086565081
502 => 0.26249881915166
503 => 0.2585548531698
504 => 0.25534834743507
505 => 0.25816131743217
506 => 0.2577282827499
507 => 0.25407303424087
508 => 0.25397044358941
509 => 0.24695485304694
510 => 0.24436134896065
511 => 0.24219402282574
512 => 0.23982735926589
513 => 0.23842432177633
514 => 0.24058002502943
515 => 0.24107305986894
516 => 0.23635957703081
517 => 0.23571714673689
518 => 0.2395662785701
519 => 0.2378724191604
520 => 0.23961459556897
521 => 0.24001879543987
522 => 0.23995370995114
523 => 0.2381851261889
524 => 0.23931236873903
525 => 0.2366461040608
526 => 0.23374694168324
527 => 0.23189745671055
528 => 0.2302835357733
529 => 0.23117903291092
530 => 0.22798674912662
531 => 0.22696547329604
601 => 0.23893048432681
602 => 0.24776916662078
603 => 0.24764064867972
604 => 0.24685832876567
605 => 0.24569596006119
606 => 0.25125583114013
607 => 0.24931888322936
608 => 0.25072817467186
609 => 0.25108689849175
610 => 0.25217264745386
611 => 0.25256070938454
612 => 0.25138771670369
613 => 0.24745100999777
614 => 0.23764111117747
615 => 0.2330745767953
616 => 0.23156754438754
617 => 0.2316223221533
618 => 0.23011130683492
619 => 0.23055636856514
620 => 0.22995653252799
621 => 0.22882058818957
622 => 0.23110889154903
623 => 0.23137259719419
624 => 0.2308384798469
625 => 0.23096428381752
626 => 0.22654202030648
627 => 0.22687823539657
628 => 0.22500614705078
629 => 0.22465515305431
630 => 0.21992267673754
701 => 0.21153840895897
702 => 0.21618410718887
703 => 0.21057275701118
704 => 0.20844765367306
705 => 0.21850756235434
706 => 0.21749782654117
707 => 0.21576959775064
708 => 0.213213187175
709 => 0.21226498962533
710 => 0.20650404147641
711 => 0.20616365392631
712 => 0.2090189353876
713 => 0.20770132123745
714 => 0.20585089195114
715 => 0.19914882465113
716 => 0.1916134820277
717 => 0.19184092665602
718 => 0.1942377789445
719 => 0.20120695023283
720 => 0.19848397444259
721 => 0.19650842426423
722 => 0.19613846310064
723 => 0.20076930162909
724 => 0.20732290833752
725 => 0.21039771397643
726 => 0.20735067497151
727 => 0.20385040062688
728 => 0.20406344610753
729 => 0.20548074224422
730 => 0.2056296800287
731 => 0.20335136126437
801 => 0.2039926946512
802 => 0.20301845059185
803 => 0.19703951659793
804 => 0.19693137664138
805 => 0.19546404981594
806 => 0.19541961974281
807 => 0.19292333077091
808 => 0.1925740826877
809 => 0.18761754942007
810 => 0.19087995462659
811 => 0.18869170449802
812 => 0.18539349539823
813 => 0.18482488290626
814 => 0.18480778972813
815 => 0.18819431300755
816 => 0.19084038113034
817 => 0.18872977004588
818 => 0.18824922481442
819 => 0.19338019067753
820 => 0.19272722850165
821 => 0.1921617674685
822 => 0.20673610473737
823 => 0.19519937953934
824 => 0.19016870885975
825 => 0.1839422985953
826 => 0.18596964917369
827 => 0.18639684172853
828 => 0.17142344743735
829 => 0.16534874323823
830 => 0.16326413367749
831 => 0.16206441140323
901 => 0.16261113990877
902 => 0.15714319363783
903 => 0.16081774396339
904 => 0.15608296468675
905 => 0.15528916353271
906 => 0.16375553540595
907 => 0.16493358159228
908 => 0.15990767057112
909 => 0.16313511906779
910 => 0.16196480137801
911 => 0.1561641288878
912 => 0.15594258586554
913 => 0.15303201231345
914 => 0.14847752830253
915 => 0.14639600689641
916 => 0.14531193247551
917 => 0.14575924270977
918 => 0.14553306896741
919 => 0.14405713230871
920 => 0.14561766792902
921 => 0.14163114427698
922 => 0.14004367843714
923 => 0.13932665694621
924 => 0.13578838774929
925 => 0.14141934751704
926 => 0.14252871752825
927 => 0.14364027334108
928 => 0.15331560780042
929 => 0.15283225543304
930 => 0.15720152543198
1001 => 0.15703174363439
1002 => 0.15578555705321
1003 => 0.15052810085497
1004 => 0.15262362919044
1005 => 0.14617391869125
1006 => 0.15100648033493
1007 => 0.14880110101335
1008 => 0.15026083936789
1009 => 0.14763609818713
1010 => 0.14908873832947
1011 => 0.14279179031282
1012 => 0.13691178885532
1013 => 0.13927807308977
1014 => 0.14185049467003
1015 => 0.14742816009687
1016 => 0.14410614858338
1017 => 0.14530086954279
1018 => 0.14129875432264
1019 => 0.13304124747576
1020 => 0.13308798406775
1021 => 0.13181774653892
1022 => 0.1307200758563
1023 => 0.14448772156753
1024 => 0.14277549718907
1025 => 0.14004729173237
1026 => 0.14369910315073
1027 => 0.14466470005179
1028 => 0.14469218923809
1029 => 0.14735645658203
1030 => 0.14877837654108
1031 => 0.14902899609682
1101 => 0.15322127832782
1102 => 0.1546264760341
1103 => 0.16041428651529
1104 => 0.14865773656696
1105 => 0.14841561815739
1106 => 0.14375049162632
1107 => 0.14079179462758
1108 => 0.1439530761411
1109 => 0.14675354000411
1110 => 0.14383750984481
1111 => 0.14421828182285
1112 => 0.1403037495824
1113 => 0.1417030106625
1114 => 0.14290824280551
1115 => 0.14224278445641
1116 => 0.14124656109927
1117 => 0.14652393390341
1118 => 0.14622616384761
1119 => 0.15114057472911
1120 => 0.15497170944413
1121 => 0.1618377877507
1122 => 0.15467267710104
1123 => 0.15441155199023
1124 => 0.15696409183418
1125 => 0.15462608525355
1126 => 0.15610362470726
1127 => 0.16159973330204
1128 => 0.16171585741599
1129 => 0.15977062888981
1130 => 0.15965226155721
1201 => 0.16002586397413
1202 => 0.1622140649993
1203 => 0.16144944032448
1204 => 0.16233428335611
1205 => 0.16344079311636
1206 => 0.16801778663518
1207 => 0.16912128427723
1208 => 0.16644035710498
1209 => 0.16668241481157
1210 => 0.16567967445605
1211 => 0.16471103983692
1212 => 0.166888389003
1213 => 0.17086753739991
1214 => 0.17084278332425
1215 => 0.17176586840874
1216 => 0.17234094276913
1217 => 0.16987230263418
1218 => 0.16826530868075
1219 => 0.16888153241818
1220 => 0.16986688759393
1221 => 0.16856199501496
1222 => 0.16050759353251
1223 => 0.16295078442513
1224 => 0.16254411799467
1225 => 0.16196497554536
1226 => 0.16442162288052
1227 => 0.16418467325202
1228 => 0.15708711194558
1229 => 0.15754147479244
1230 => 0.1571147432552
1231 => 0.15849360015309
]
'min_raw' => 0.1307200758563
'max_raw' => 0.29282910675388
'avg_raw' => 0.21177459130509
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.13072'
'max' => '$0.292829'
'avg' => '$0.211774'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.031876768073288
'max_diff' => -0.21279283997254
'year' => 2034
]
9 => [
'items' => [
101 => 0.15455162245605
102 => 0.15576414824603
103 => 0.15652463305479
104 => 0.15697256444946
105 => 0.15859079979647
106 => 0.1584009185561
107 => 0.15857899651196
108 => 0.16097841233327
109 => 0.1731138341774
110 => 0.17377433841308
111 => 0.17052177398853
112 => 0.17182110932214
113 => 0.16932666961501
114 => 0.1710012037017
115 => 0.17214687739526
116 => 0.16696979827445
117 => 0.16666324524788
118 => 0.16415851010076
119 => 0.16550441289337
120 => 0.16336298477649
121 => 0.16388841633239
122 => 0.16241926389578
123 => 0.16506344577636
124 => 0.16802005198317
125 => 0.16876700747093
126 => 0.16680208916719
127 => 0.16537935882086
128 => 0.16288151300922
129 => 0.16703548626211
130 => 0.16825023463129
131 => 0.16702910570606
201 => 0.16674614345189
202 => 0.16620993049153
203 => 0.16685990356627
204 => 0.16824361885079
205 => 0.16759108427582
206 => 0.16802209485877
207 => 0.16637952697275
208 => 0.16987311985679
209 => 0.17542178613556
210 => 0.17543962600494
211 => 0.17478708791256
212 => 0.17452008338429
213 => 0.1751896270664
214 => 0.17555282704782
215 => 0.17771800854242
216 => 0.18004133455077
217 => 0.19088328328518
218 => 0.18783890746531
219 => 0.1974585293729
220 => 0.20506640135022
221 => 0.2073476695043
222 => 0.20524901014451
223 => 0.19806960984201
224 => 0.19771735421204
225 => 0.20844640932858
226 => 0.2054149598363
227 => 0.20505437856519
228 => 0.2012184030522
301 => 0.20348593967519
302 => 0.20298999615299
303 => 0.2022071250408
304 => 0.20653342695949
305 => 0.21463187793963
306 => 0.21336965840758
307 => 0.21242747007959
308 => 0.20829907509321
309 => 0.21078529098541
310 => 0.20989999712653
311 => 0.21370378136566
312 => 0.21145050384654
313 => 0.20539199362489
314 => 0.2063568313468
315 => 0.20621099806611
316 => 0.2092122366487
317 => 0.20831133932153
318 => 0.2060350834041
319 => 0.21460419831459
320 => 0.21404776765623
321 => 0.21483665911203
322 => 0.21518395352815
323 => 0.22039982276943
324 => 0.22253659750838
325 => 0.22302168278363
326 => 0.22505145352154
327 => 0.22297118023859
328 => 0.23129375658011
329 => 0.23682778421143
330 => 0.24325584208367
331 => 0.25264896233408
401 => 0.25618086243945
402 => 0.25554285629823
403 => 0.26266461286989
404 => 0.27546225112141
405 => 0.25812962488734
406 => 0.27638092239872
407 => 0.27060277232798
408 => 0.25690288245474
409 => 0.25602077105799
410 => 0.26529849553914
411 => 0.28587559549045
412 => 0.28072126533618
413 => 0.28588402612809
414 => 0.27986139142814
415 => 0.27956231685254
416 => 0.28559152020349
417 => 0.29967908246774
418 => 0.29298660970037
419 => 0.2833913089267
420 => 0.29047632969856
421 => 0.28433862901825
422 => 0.27050867155127
423 => 0.28071732391705
424 => 0.27389108880573
425 => 0.27588334711383
426 => 0.29023107799199
427 => 0.28850472105334
428 => 0.2907387867883
429 => 0.28679571924178
430 => 0.28311227238865
501 => 0.27623684530093
502 => 0.27420137029471
503 => 0.27476390235771
504 => 0.27420109153176
505 => 0.27035435326461
506 => 0.26952365050208
507 => 0.26813910950392
508 => 0.26856823665338
509 => 0.2659648945151
510 => 0.27087793900797
511 => 0.27178984335945
512 => 0.27536514742746
513 => 0.27573634735641
514 => 0.28569351829454
515 => 0.28020927586528
516 => 0.28388857917354
517 => 0.2835594676547
518 => 0.25719980060999
519 => 0.26083193015544
520 => 0.26648238390312
521 => 0.2639368621488
522 => 0.26033808994855
523 => 0.25743188844288
524 => 0.25302869598745
525 => 0.25922610481265
526 => 0.26737503839685
527 => 0.2759430177599
528 => 0.28623688356835
529 => 0.28393941255371
530 => 0.27575058109887
531 => 0.27611792609599
601 => 0.27838870832325
602 => 0.27544783901663
603 => 0.27458051924551
604 => 0.2782695519053
605 => 0.27829495624577
606 => 0.27491113069257
607 => 0.27115062782373
608 => 0.2711348711794
609 => 0.27046572601604
610 => 0.27998043086619
611 => 0.28521255648861
612 => 0.28581241125923
613 => 0.28517218148316
614 => 0.28541858051416
615 => 0.28237412189649
616 => 0.28933285149031
617 => 0.29571886991263
618 => 0.29400728055807
619 => 0.29144136479881
620 => 0.28939748930531
621 => 0.2935258084471
622 => 0.29334198089429
623 => 0.29566309361276
624 => 0.29555779453245
625 => 0.2947772916267
626 => 0.29400730843228
627 => 0.29706020476317
628 => 0.29618101964789
629 => 0.29530046891529
630 => 0.29353438961548
701 => 0.2937744291238
702 => 0.29120895640607
703 => 0.29002205133881
704 => 0.27217384691061
705 => 0.26740422348049
706 => 0.26890484410624
707 => 0.26939888737984
708 => 0.26732314115061
709 => 0.27029922802787
710 => 0.2698354080405
711 => 0.27163986028572
712 => 0.27051251686312
713 => 0.27055878343041
714 => 0.27387406006133
715 => 0.27483649897148
716 => 0.27434699477394
717 => 0.27468982673467
718 => 0.28259024456943
719 => 0.28146705779447
720 => 0.28087038720621
721 => 0.28103566903688
722 => 0.28305439518053
723 => 0.28361952828239
724 => 0.2812250196186
725 => 0.28235428374693
726 => 0.2871625470804
727 => 0.28884516712298
728 => 0.29421528259545
729 => 0.29193396209656
730 => 0.29612142460552
731 => 0.30899225674691
801 => 0.31927436805529
802 => 0.30981851356988
803 => 0.32870030156874
804 => 0.34340248195748
805 => 0.34283818778639
806 => 0.34027452256806
807 => 0.32353648107317
808 => 0.30813388573944
809 => 0.32101881076485
810 => 0.32105165708855
811 => 0.31994483060179
812 => 0.31307042635149
813 => 0.31970561623502
814 => 0.3202322935125
815 => 0.3199374942919
816 => 0.31466690467109
817 => 0.30661968848789
818 => 0.30819209526777
819 => 0.31076772964945
820 => 0.30589151643131
821 => 0.30433327084794
822 => 0.30723034585578
823 => 0.3165653251606
824 => 0.31480060139687
825 => 0.31475451732759
826 => 0.32230475394814
827 => 0.31690041397087
828 => 0.30821192835281
829 => 0.3060179711472
830 => 0.29823090109396
831 => 0.30360945811632
901 => 0.3038030228083
902 => 0.30085724209467
903 => 0.30845096222259
904 => 0.30838098475477
905 => 0.31559009184015
906 => 0.32937119697043
907 => 0.32529544605641
908 => 0.32055579118384
909 => 0.32107112308486
910 => 0.32672304209157
911 => 0.32330576283935
912 => 0.32453464028457
913 => 0.32672118203838
914 => 0.32804037696723
915 => 0.32088131123586
916 => 0.31921219055618
917 => 0.3157977554273
918 => 0.31490699303563
919 => 0.31768797920357
920 => 0.31695528760201
921 => 0.30378675444546
922 => 0.30241056946157
923 => 0.30245277509029
924 => 0.29899229251427
925 => 0.29371422597488
926 => 0.30758466970344
927 => 0.3064706789553
928 => 0.30524091938539
929 => 0.30539155791579
930 => 0.31141224742541
1001 => 0.30791994345772
1002 => 0.31720480593318
1003 => 0.31529611733674
1004 => 0.31333847807994
1005 => 0.3130678727035
1006 => 0.31231434860757
1007 => 0.30973023410864
1008 => 0.30660976056998
1009 => 0.30454935364897
1010 => 0.28093068032325
1011 => 0.28531416870901
1012 => 0.29035697252927
1013 => 0.29209772820026
1014 => 0.28912004516841
1015 => 0.30984781118393
1016 => 0.31363497377269
1017 => 0.30216341126084
1018 => 0.30001755029568
1019 => 0.30998849347156
1020 => 0.30397479583828
1021 => 0.30668276351432
1022 => 0.30082961857784
1023 => 0.31272275720612
1024 => 0.31263215141623
1025 => 0.30800545187111
1026 => 0.31191590664438
1027 => 0.31123636889596
1028 => 0.30601283650457
1029 => 0.31288835249998
1030 => 0.31289176267013
1031 => 0.30843866495107
1101 => 0.30323842172365
1102 => 0.30230874105885
1103 => 0.30160835156295
1104 => 0.30651051063298
1105 => 0.31090577112652
1106 => 0.31908426122752
1107 => 0.32114052795504
1108 => 0.32916627388599
1109 => 0.32438733295059
1110 => 0.3265057755696
1111 => 0.32880564470455
1112 => 0.32990828654273
1113 => 0.32811159083844
1114 => 0.34057887779802
1115 => 0.34163149880521
1116 => 0.34198443352378
1117 => 0.33778053450741
1118 => 0.34151458076877
1119 => 0.33976754418169
1120 => 0.34431284804052
1121 => 0.34502560972293
1122 => 0.34442192593516
1123 => 0.34464816774333
1124 => 0.33400953770346
1125 => 0.33345786861265
1126 => 0.32593582141478
1127 => 0.32900111124808
1128 => 0.3232706988279
1129 => 0.32508787163613
1130 => 0.32588886409534
1201 => 0.32547047109057
1202 => 0.32917441813613
1203 => 0.32602530648101
1204 => 0.31771428306126
1205 => 0.30940099530874
1206 => 0.30929662875286
1207 => 0.30710788682934
1208 => 0.30552582730671
1209 => 0.30583058809735
1210 => 0.30690460487412
1211 => 0.30546340349919
1212 => 0.3057709568833
1213 => 0.31087839227692
1214 => 0.31190265202055
1215 => 0.30842181720758
1216 => 0.29444576315144
1217 => 0.29101600442979
1218 => 0.29348124698384
1219 => 0.29230301982496
1220 => 0.23591135031407
1221 => 0.2491597365962
1222 => 0.24128799534005
1223 => 0.24491565587228
1224 => 0.23688064642727
1225 => 0.24071537408535
1226 => 0.24000723990874
1227 => 0.26131025300215
1228 => 0.26097763575403
1229 => 0.26113684202899
1230 => 0.25353751171538
1231 => 0.26564345124926
]
'min_raw' => 0.15455162245605
'max_raw' => 0.34502560972293
'avg_raw' => 0.24978861608949
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.154551'
'max' => '$0.345025'
'avg' => '$0.249788'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.023831546599743
'max_diff' => 0.052196502969054
'year' => 2035
]
10 => [
'items' => [
101 => 0.27160727237916
102 => 0.27050352780998
103 => 0.2707813165388
104 => 0.26600798581957
105 => 0.26118305830434
106 => 0.25583147113892
107 => 0.2657740586161
108 => 0.26466861261427
109 => 0.26720410801556
110 => 0.27365258670534
111 => 0.2746021496878
112 => 0.27587837196574
113 => 0.27542093712679
114 => 0.28631889081687
115 => 0.28499907671799
116 => 0.28817944895987
117 => 0.2816371819629
118 => 0.27423398585816
119 => 0.27564109140895
120 => 0.27550557582918
121 => 0.27378030696117
122 => 0.27222281136911
123 => 0.26963002002999
124 => 0.27783399548788
125 => 0.27750092906651
126 => 0.28289288728115
127 => 0.28193980629203
128 => 0.27557489818816
129 => 0.27580222212627
130 => 0.27733108485825
131 => 0.28262249622988
201 => 0.28419334739174
202 => 0.28346566654597
203 => 0.28518803313287
204 => 0.28654932145661
205 => 0.28535898998757
206 => 0.3022115734023
207 => 0.29521320581048
208 => 0.2986241614804
209 => 0.29943765430916
210 => 0.29735390953421
211 => 0.29780579916259
212 => 0.29849028881703
213 => 0.302646375962
214 => 0.31355315120391
215 => 0.31838368771362
216 => 0.33291659513756
217 => 0.31798257890081
218 => 0.31709645618042
219 => 0.31971427165923
220 => 0.32824662678157
221 => 0.33516129920485
222 => 0.33745529496468
223 => 0.33775848437408
224 => 0.34206217292147
225 => 0.3445289669378
226 => 0.34153959193357
227 => 0.3390064096181
228 => 0.32993286499426
229 => 0.33098315249091
301 => 0.33821859182285
302 => 0.34843907604446
303 => 0.35720931476674
304 => 0.35413828283988
305 => 0.3775680886312
306 => 0.37989105817324
307 => 0.37957009889312
308 => 0.3848621692141
309 => 0.37435848733834
310 => 0.3698679598372
311 => 0.33955411238755
312 => 0.34807106703513
313 => 0.36045096079861
314 => 0.35881243543679
315 => 0.34982182567025
316 => 0.35720249458303
317 => 0.35476221462561
318 => 0.35283746457588
319 => 0.36165511768483
320 => 0.35195974588231
321 => 0.3603542420483
322 => 0.34958821388548
323 => 0.35415231105503
324 => 0.35156150876105
325 => 0.35323807536205
326 => 0.34343690127053
327 => 0.34872537690026
328 => 0.34321688329744
329 => 0.34321427155424
330 => 0.34309267125265
331 => 0.34957338954797
401 => 0.34978472553892
402 => 0.34499546492685
403 => 0.34430525765034
404 => 0.34685731570388
405 => 0.34386952410825
406 => 0.34526749299091
407 => 0.34391186716158
408 => 0.34360668723354
409 => 0.3411749616449
410 => 0.34012730739963
411 => 0.34053811962392
412 => 0.33913580571418
413 => 0.33829086085965
414 => 0.34292459045413
415 => 0.34044897565592
416 => 0.34254516698099
417 => 0.34015629240564
418 => 0.33187541234435
419 => 0.32711299065238
420 => 0.31147117585459
421 => 0.31590717512764
422 => 0.31884824723504
423 => 0.31787622292108
424 => 0.31996450727093
425 => 0.32009271096966
426 => 0.31941378843999
427 => 0.31862768312599
428 => 0.31824505053349
429 => 0.32109688039301
430 => 0.32275246361464
501 => 0.31914342316748
502 => 0.31829787548655
503 => 0.32194681463922
504 => 0.32417266541442
505 => 0.34060709694099
506 => 0.33938958117099
507 => 0.34244530682829
508 => 0.34210127901321
509 => 0.34530416631734
510 => 0.35053953341842
511 => 0.33989456827026
512 => 0.34174216614478
513 => 0.34128917781321
514 => 0.34623478563734
515 => 0.34625022528513
516 => 0.34328508634314
517 => 0.34489253626748
518 => 0.34399530181779
519 => 0.34561672573688
520 => 0.33937332050559
521 => 0.34697711414336
522 => 0.35128797515833
523 => 0.3513478314677
524 => 0.35339114537569
525 => 0.35546727064697
526 => 0.35945221231278
527 => 0.35535613278674
528 => 0.34798768446469
529 => 0.3485196626336
530 => 0.3441995440784
531 => 0.3442721660518
601 => 0.34388450426628
602 => 0.34504790646646
603 => 0.33962862186475
604 => 0.34090051712886
605 => 0.3391198563109
606 => 0.34173829533592
607 => 0.33892128778848
608 => 0.34128895936852
609 => 0.34231076793291
610 => 0.34608126353349
611 => 0.33836438252258
612 => 0.32262913975441
613 => 0.32593687855566
614 => 0.32104447305134
615 => 0.32149728380746
616 => 0.32241203359914
617 => 0.31944703023682
618 => 0.32001265944036
619 => 0.31999245118493
620 => 0.31981830735709
621 => 0.31904699546869
622 => 0.3179284406311
623 => 0.32238441883103
624 => 0.32314157635763
625 => 0.3248246437473
626 => 0.32983231066342
627 => 0.32933192664958
628 => 0.33014807373688
629 => 0.32836642922777
630 => 0.32157992918636
701 => 0.32194846878945
702 => 0.31735277403353
703 => 0.32470712149986
704 => 0.32296551494719
705 => 0.32184268987286
706 => 0.32153631664843
707 => 0.32655639660224
708 => 0.32805848320454
709 => 0.32712248363527
710 => 0.32520272121123
711 => 0.3288892325922
712 => 0.32987558751631
713 => 0.33009639600845
714 => 0.33662818735707
715 => 0.33046145058569
716 => 0.33194584541865
717 => 0.34352667016624
718 => 0.33302446016475
719 => 0.33858771502977
720 => 0.33831542265391
721 => 0.34116139559258
722 => 0.33808196980522
723 => 0.33812014297851
724 => 0.34064717414514
725 => 0.33709841462408
726 => 0.33621969186035
727 => 0.33500574265579
728 => 0.33765635633251
729 => 0.33924527935476
730 => 0.35205083197871
731 => 0.36032380297793
801 => 0.35996465148845
802 => 0.36324662379892
803 => 0.36176806521363
804 => 0.35699340951768
805 => 0.36514316458344
806 => 0.3625642410804
807 => 0.3627768444006
808 => 0.3627689312944
809 => 0.36448368997052
810 => 0.36326862629316
811 => 0.36087361106137
812 => 0.36246353394291
813 => 0.36718503649327
814 => 0.38184072528295
815 => 0.39004224289171
816 => 0.38134698362478
817 => 0.38734485703295
818 => 0.38374827024886
819 => 0.383094663441
820 => 0.38686177118069
821 => 0.3906354727438
822 => 0.39039510426839
823 => 0.3876555907153
824 => 0.38610810902173
825 => 0.39782615884979
826 => 0.40645981835132
827 => 0.40587106065411
828 => 0.40846964565536
829 => 0.41609917159026
830 => 0.41679671982542
831 => 0.41670884478075
901 => 0.41497989869829
902 => 0.42249215780033
903 => 0.42875901650888
904 => 0.41457969763425
905 => 0.4199789966408
906 => 0.42240291591938
907 => 0.42596194856479
908 => 0.43196663320073
909 => 0.43848931337929
910 => 0.43941169187409
911 => 0.43875722019216
912 => 0.43445533727534
913 => 0.44159253175848
914 => 0.4457733328989
915 => 0.44826290430209
916 => 0.45457604315539
917 => 0.42241788521965
918 => 0.39965474266857
919 => 0.39609994925546
920 => 0.40332876144637
921 => 0.40523494157242
922 => 0.40446656275375
923 => 0.37884457627814
924 => 0.39596505479926
925 => 0.41438525015725
926 => 0.41509284487956
927 => 0.4243143798239
928 => 0.42731728960526
929 => 0.43474183392967
930 => 0.43427742666069
1001 => 0.43608518505338
1002 => 0.43566961270491
1003 => 0.44942201764361
1004 => 0.4645929625429
1005 => 0.46406764096168
1006 => 0.46188663813794
1007 => 0.46512579924744
1008 => 0.48078384020076
1009 => 0.47934229870478
1010 => 0.48074263347792
1011 => 0.4992043462104
1012 => 0.52320719891064
1013 => 0.51205546398437
1014 => 0.53625151994909
1015 => 0.55148165460107
1016 => 0.57782059765636
1017 => 0.57452283226381
1018 => 0.58477638951114
1019 => 0.56861914394673
1020 => 0.53151884221278
1021 => 0.52564757744914
1022 => 0.53740199819006
1023 => 0.56629909460203
1024 => 0.53649192578801
1025 => 0.54252187721815
1026 => 0.54078525080061
1027 => 0.54069271335901
1028 => 0.54422449112804
1029 => 0.53910146326892
1030 => 0.51822932615579
1031 => 0.52779490359446
1101 => 0.52410117476864
1102 => 0.52819964228662
1103 => 0.55031738114459
1104 => 0.54053860157444
1105 => 0.53023745166083
1106 => 0.54315737966066
1107 => 0.55960888777338
1108 => 0.55857938196189
1109 => 0.55658171038755
1110 => 0.56784248045742
1111 => 0.58644197351678
1112 => 0.59146934175191
1113 => 0.59518044220307
1114 => 0.59569214025572
1115 => 0.60096294821667
1116 => 0.57262048539602
1117 => 0.61760070177846
1118 => 0.62536754259431
1119 => 0.6239076984235
1120 => 0.63254021511169
1121 => 0.63000030971621
1122 => 0.62632038529711
1123 => 0.64000476043685
1124 => 0.62431672861127
1125 => 0.60204954250315
1126 => 0.58983332380923
1127 => 0.60592062603964
1128 => 0.61574458014227
1129 => 0.62223758888327
1130 => 0.62420236940512
1201 => 0.57482063010414
1202 => 0.54820661145774
1203 => 0.56526589227974
1204 => 0.58607939225125
1205 => 0.57250486535278
1206 => 0.57303696110722
1207 => 0.55368325307291
1208 => 0.58779176596887
1209 => 0.58282244253768
1210 => 0.60860330128929
1211 => 0.6024504924439
1212 => 0.62347378194866
1213 => 0.6179376452549
1214 => 0.64091783914947
1215 => 0.65008526065792
1216 => 0.66547878816585
1217 => 0.6768023296636
1218 => 0.68345172981592
1219 => 0.68305252477205
1220 => 0.70940076089353
1221 => 0.69386412658994
1222 => 0.67434645220109
1223 => 0.67399343904887
1224 => 0.68410191918244
1225 => 0.70528652041632
1226 => 0.71077937929285
1227 => 0.71384913805524
1228 => 0.70914769565156
1229 => 0.69228379263564
1230 => 0.68500204481529
1231 => 0.69120630493077
]
'min_raw' => 0.25583147113892
'max_raw' => 0.71384913805524
'avg_raw' => 0.48484030459708
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.255831'
'max' => '$0.713849'
'avg' => '$0.48484'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.10127984868287
'max_diff' => 0.36882352833231
'year' => 2036
]
11 => [
'items' => [
101 => 0.68361902794769
102 => 0.69671679663442
103 => 0.71470283057372
104 => 0.71098878568974
105 => 0.72340428089616
106 => 0.73625301228661
107 => 0.7546272752476
108 => 0.75943098798259
109 => 0.76737134246469
110 => 0.77554457549735
111 => 0.77816959767263
112 => 0.78318157950178
113 => 0.78315516388356
114 => 0.79825910847101
115 => 0.8149192270812
116 => 0.82120803617391
117 => 0.83566880591565
118 => 0.81090524449873
119 => 0.82968869029675
120 => 0.84663182858671
121 => 0.82643152063382
122 => 0.85427293907877
123 => 0.85535395826697
124 => 0.87167606456379
125 => 0.85513048289476
126 => 0.84530576931505
127 => 0.87366934929245
128 => 0.88739359219911
129 => 0.88325973854403
130 => 0.85180090811534
131 => 0.83349051947313
201 => 0.78556870058628
202 => 0.84233416512627
203 => 0.8699829670324
204 => 0.85172930439786
205 => 0.86093539007858
206 => 0.91116080846926
207 => 0.93028339593741
208 => 0.92630603142101
209 => 0.92697814055129
210 => 0.93729634164959
211 => 0.98305292765659
212 => 0.95563452069184
213 => 0.97659486546828
214 => 0.98771215675957
215 => 0.99803851648428
216 => 0.97268024067988
217 => 0.93968949644541
218 => 0.92923994288913
219 => 0.84991433738923
220 => 0.84578509512932
221 => 0.84346722631998
222 => 0.82885339134617
223 => 0.81737092012305
224 => 0.8082396326896
225 => 0.78427640763097
226 => 0.79236329264041
227 => 0.75417091341073
228 => 0.77860504418707
301 => 0.71764908474925
302 => 0.76841501908518
303 => 0.74078542906993
304 => 0.75933795566973
305 => 0.75927322765217
306 => 0.72511214409803
307 => 0.70540874402762
308 => 0.71796451742029
309 => 0.73142530317576
310 => 0.73360927037706
311 => 0.75106153047149
312 => 0.75593208112876
313 => 0.74117408525294
314 => 0.71638590797746
315 => 0.72214363620043
316 => 0.70529206384896
317 => 0.67576033148937
318 => 0.69697053724461
319 => 0.70421263403636
320 => 0.70741115655275
321 => 0.67837008951948
322 => 0.66924475574538
323 => 0.66438650461302
324 => 0.71263707090557
325 => 0.71528034584657
326 => 0.701756977527
327 => 0.76288388466987
328 => 0.74904898298016
329 => 0.76450595780078
330 => 0.72162118271385
331 => 0.72325943887418
401 => 0.70295709908901
402 => 0.71432505276587
403 => 0.70629054951332
404 => 0.71340663444909
405 => 0.71767198641887
406 => 0.73797099478985
407 => 0.76864680115403
408 => 0.7349389998515
409 => 0.72025202811938
410 => 0.72936374277932
411 => 0.75362943964646
412 => 0.79039321253835
413 => 0.76862831904647
414 => 0.77828720918631
415 => 0.78039724698775
416 => 0.76434862030699
417 => 0.79098494829559
418 => 0.80525957285783
419 => 0.81990238394133
420 => 0.83261632652288
421 => 0.81405372319226
422 => 0.83391836960069
423 => 0.81791097117763
424 => 0.80355067997771
425 => 0.80357245861179
426 => 0.7945640381717
427 => 0.77710908843501
428 => 0.77389012789659
429 => 0.79063556712736
430 => 0.80406382359144
501 => 0.80516983911083
502 => 0.81260441185807
503 => 0.8170041154277
504 => 0.86012719151703
505 => 0.87747164945295
506 => 0.89868012430321
507 => 0.90694202050154
508 => 0.93180736600478
509 => 0.91172658004629
510 => 0.9073819756901
511 => 0.84706678089177
512 => 0.85694339066108
513 => 0.87275679585283
514 => 0.84732753811895
515 => 0.86345654914281
516 => 0.86664075757808
517 => 0.84646346167177
518 => 0.85724102722483
519 => 0.82861900844141
520 => 0.76927068294856
521 => 0.79105101994749
522 => 0.80708867916086
523 => 0.78420096203425
524 => 0.82522630910672
525 => 0.80126014828205
526 => 0.79366402587923
527 => 0.76402884417266
528 => 0.77801550917541
529 => 0.79693267386138
530 => 0.78524406544189
531 => 0.80949968296571
601 => 0.84385210611635
602 => 0.86833368857566
603 => 0.87021308048787
604 => 0.85447306310517
605 => 0.87969654141239
606 => 0.87988026691476
607 => 0.85142808034328
608 => 0.83400127449068
609 => 0.83004186753466
610 => 0.83993324239827
611 => 0.85194319753121
612 => 0.87087954941271
613 => 0.88232239026042
614 => 0.91215925037741
615 => 0.92023224923525
616 => 0.9291020273997
617 => 0.94095478636568
618 => 0.95518706248937
619 => 0.92404765257468
620 => 0.92528487938171
621 => 0.89628829202362
622 => 0.86530127990025
623 => 0.8888165595163
624 => 0.91955965950773
625 => 0.91250715840159
626 => 0.91171360795763
627 => 0.91304813969184
628 => 0.90773078417096
629 => 0.88368058222042
630 => 0.8716027213631
701 => 0.88718624325997
702 => 0.8954681916054
703 => 0.90831277122736
704 => 0.90672940567277
705 => 0.9398156633718
706 => 0.95267198263714
707 => 0.94938278601615
708 => 0.94998807735335
709 => 0.9732638292854
710 => 0.99915125245732
711 => 1.0233982404042
712 => 1.0480633179761
713 => 1.0183286042688
714 => 1.0032311504304
715 => 1.0188078690491
716 => 1.0105426428918
717 => 1.0580370840169
718 => 1.0613254960732
719 => 1.1088165028096
720 => 1.1538911233263
721 => 1.1255805617754
722 => 1.1522761461822
723 => 1.181149597241
724 => 1.2368511688821
725 => 1.2180928391583
726 => 1.2037242525704
727 => 1.1901460076733
728 => 1.2184001798184
729 => 1.2547487209117
730 => 1.2625778485213
731 => 1.2752640262056
801 => 1.2619260615625
802 => 1.2779901708465
803 => 1.3347035355462
804 => 1.3193790837816
805 => 1.2976158987473
806 => 1.3423856533683
807 => 1.3585876535276
808 => 1.472301775699
809 => 1.6158705522365
810 => 1.5564321360266
811 => 1.5195367930194
812 => 1.5282080737953
813 => 1.580634530877
814 => 1.5974722449591
815 => 1.5517015337759
816 => 1.5678685227487
817 => 1.6569502214923
818 => 1.7047396947851
819 => 1.6398351710709
820 => 1.4607661642941
821 => 1.2956563620512
822 => 1.3394509165973
823 => 1.334485973215
824 => 1.4301931453467
825 => 1.3190136006751
826 => 1.3208855790716
827 => 1.4185718741673
828 => 1.3925108454028
829 => 1.3502953164488
830 => 1.295964582131
831 => 1.19552919476
901 => 1.1065707713176
902 => 1.2810387255896
903 => 1.273515350152
904 => 1.2626203876166
905 => 1.2868659477811
906 => 1.4045955057176
907 => 1.4018814583538
908 => 1.3846160737442
909 => 1.3977117158005
910 => 1.3479995870798
911 => 1.3608115345753
912 => 1.2956302078149
913 => 1.3250948897233
914 => 1.3502047408836
915 => 1.3552459152617
916 => 1.3666039385444
917 => 1.2695508731613
918 => 1.31312485019
919 => 1.3387204793649
920 => 1.2230784955758
921 => 1.3364346091627
922 => 1.2678613952165
923 => 1.2445866164681
924 => 1.2759230398339
925 => 1.2637112051726
926 => 1.2532121868337
927 => 1.2473535542046
928 => 1.2703635650497
929 => 1.2692901205409
930 => 1.2316412767477
1001 => 1.1825298947828
1002 => 1.1990132865964
1003 => 1.1930247158179
1004 => 1.1713213627756
1005 => 1.1859468022532
1006 => 1.1215437685591
1007 => 1.0107416964668
1008 => 1.0839409392502
1009 => 1.0811228480285
1010 => 1.0797018386443
1011 => 1.1347090465176
1012 => 1.1294213727128
1013 => 1.11982419298
1014 => 1.1711451030436
1015 => 1.1524122805067
1016 => 1.2101424255572
1017 => 1.2481672328392
1018 => 1.2385229117388
1019 => 1.2742854267774
1020 => 1.199393030652
1021 => 1.2242692804834
1022 => 1.2293962410967
1023 => 1.1705118109797
1024 => 1.130286501541
1025 => 1.1276039320035
1026 => 1.0578587888258
1027 => 1.0951160813482
1028 => 1.1279009569564
1029 => 1.1121995457492
1030 => 1.1072289480273
1031 => 1.1326226537973
1101 => 1.134595962218
1102 => 1.089604321104
1103 => 1.0989595079916
1104 => 1.1379721924832
1105 => 1.0979764884386
1106 => 1.0202713687412
1107 => 1.0009994246989
1108 => 0.99842819211122
1109 => 0.94616115139134
1110 => 1.0022872681522
1111 => 0.97778671409965
1112 => 1.0551836707898
1113 => 1.0109749442166
1114 => 1.0090691943729
1115 => 1.0061883739714
1116 => 0.96119997289954
1117 => 0.97104957357224
1118 => 1.0037911463448
1119 => 1.0154737083703
1120 => 1.0142551214386
1121 => 1.0036306947761
1122 => 1.0084945028964
1123 => 0.99282648227803
1124 => 0.98729377809605
1125 => 0.96983104180755
1126 => 0.94416564366747
1127 => 0.94773457469388
1128 => 0.89688470526166
1129 => 0.86917899758815
1130 => 0.86151042285948
1201 => 0.85125568424051
1202 => 0.86266872287332
1203 => 0.89674065397051
1204 => 0.85564267630388
1205 => 0.78518307628237
1206 => 0.78941781830098
1207 => 0.7989320263106
1208 => 0.78120236262745
1209 => 0.76442272388923
1210 => 0.77901125839699
1211 => 0.74915659701539
1212 => 0.80253981950624
1213 => 0.80109595294261
1214 => 0.82099391709087
1215 => 0.8334365224201
1216 => 0.80476034547753
1217 => 0.7975483645251
1218 => 0.80165663664187
1219 => 0.73375604984101
1220 => 0.81544499053381
1221 => 0.81615143988513
1222 => 0.8101023916413
1223 => 0.85359923069713
1224 => 0.94539112810926
1225 => 0.9108553239823
1226 => 0.89748201677413
1227 => 0.87205934999559
1228 => 0.90593354402941
1229 => 0.90333253444736
1230 => 0.89156978271373
1231 => 0.88445563376321
]
'min_raw' => 0.66438650461302
'max_raw' => 1.7047396947851
'avg_raw' => 1.1845630996991
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.664386'
'max' => '$1.70'
'avg' => '$1.18'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.4085550334741
'max_diff' => 0.9908905567299
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.020854333202349
]
1 => [
'year' => 2028
'avg' => 0.035792089831416
]
2 => [
'year' => 2029
'avg' => 0.097777538522875
]
3 => [
'year' => 2030
'avg' => 0.075435225355719
]
4 => [
'year' => 2031
'avg' => 0.074086739883876
]
5 => [
'year' => 2032
'avg' => 0.12989737097156
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.020854333202349
'min' => '$0.020854'
'max_raw' => 0.12989737097156
'max' => '$0.129897'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.12989737097156
]
1 => [
'year' => 2033
'avg' => 0.334109395328
]
2 => [
'year' => 2034
'avg' => 0.21177459130509
]
3 => [
'year' => 2035
'avg' => 0.24978861608949
]
4 => [
'year' => 2036
'avg' => 0.48484030459708
]
5 => [
'year' => 2037
'avg' => 1.1845630996991
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.12989737097156
'min' => '$0.129897'
'max_raw' => 1.1845630996991
'max' => '$1.18'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.1845630996991
]
]
]
]
'prediction_2025_max_price' => '$0.035657'
'last_price' => 0.03457407
'sma_50day_nextmonth' => '$0.031826'
'sma_200day_nextmonth' => '$0.138142'
'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' => '$0.033355'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.03364'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.033339'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.032117'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.049122'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.084288'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.163335'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.033856'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.033612'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.033373'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.035714'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.052041'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.086247'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.132822'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.111458'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.0347059'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.038159'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.056018'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.097119'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.140352'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.070176'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.035088'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '43.82'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 91.3
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.034557'
'vwma_10_action' => 'BUY'
'hma_9' => '0.033164'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 61.69
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => 82.35
'cci_20_action' => 'NEUTRAL'
'adx_14' => 36.8
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.004835'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -38.31
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 46.89
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.035083'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 16
'buy_signals' => 15
'sell_pct' => 51.61
'buy_pct' => 48.39
'overall_action' => 'bearish'
'overall_action_label' => 'Baixista'
'overall_action_dir' => -1
'last_updated' => 1767688371
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Arcadia para 2026
A previsão de preço para Arcadia em 2026 sugere que o preço médio poderia variar entre $0.011945 na extremidade inferior e $0.035657 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Arcadia poderia potencialmente ganhar 3.13% até 2026 se AAA atingir a meta de preço prevista.
Previsão de preço de Arcadia 2027-2032
A previsão de preço de AAA para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.020854 na extremidade inferior e $0.129897 na extremidade superior. Considerando a volatilidade de preços no mercado, se Arcadia atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Arcadia | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.011499 | $0.020854 | $0.0302091 |
| 2028 | $0.020753 | $0.035792 | $0.050831 |
| 2029 | $0.045588 | $0.097777 | $0.149966 |
| 2030 | $0.038771 | $0.075435 | $0.112099 |
| 2031 | $0.045839 | $0.074086 | $0.102333 |
| 2032 | $0.06997 | $0.129897 | $0.189823 |
Previsão de preço de Arcadia 2032-2037
A previsão de preço de Arcadia para 2032-2037 é atualmente estimada entre $0.129897 na extremidade inferior e $1.18 na extremidade superior. Comparado ao preço atual, Arcadia poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Arcadia | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.06997 | $0.129897 | $0.189823 |
| 2033 | $0.162596 | $0.3341093 | $0.505621 |
| 2034 | $0.13072 | $0.211774 | $0.292829 |
| 2035 | $0.154551 | $0.249788 | $0.345025 |
| 2036 | $0.255831 | $0.48484 | $0.713849 |
| 2037 | $0.664386 | $1.18 | $1.70 |
Arcadia Histograma de preços potenciais
Previsão de preço de Arcadia baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 48.39%
Baixista 51.61%
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Arcadia é Baixista, com 15 indicadores técnicos mostrando sinais de alta e 16 indicando sinais de baixa. A previsão de preço de AAA 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 Arcadia
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Arcadia está projetado para aumentar no próximo mês, alcançando $0.138142 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Arcadia é esperado para alcançar $0.031826 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 43.82, sugerindo que o mercado de AAA está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de AAA 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 | $0.033355 | BUY |
| SMA 5 | $0.03364 | BUY |
| SMA 10 | $0.033339 | BUY |
| SMA 21 | $0.032117 | BUY |
| SMA 50 | $0.049122 | SELL |
| SMA 100 | $0.084288 | SELL |
| SMA 200 | $0.163335 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.033856 | BUY |
| EMA 5 | $0.033612 | BUY |
| EMA 10 | $0.033373 | BUY |
| EMA 21 | $0.035714 | SELL |
| EMA 50 | $0.052041 | SELL |
| EMA 100 | $0.086247 | SELL |
| EMA 200 | $0.132822 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.111458 | SELL |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.097119 | SELL |
| EMA 50 | $0.140352 | SELL |
| EMA 100 | $0.070176 | SELL |
| EMA 200 | $0.035088 | SELL |
Osciladores de Arcadia
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 43.82 | NEUTRAL |
| Stoch RSI (14) | 91.3 | SELL |
| Estocástico Rápido (14) | 61.69 | NEUTRAL |
| Índice de Canal de Commodities (20) | 82.35 | NEUTRAL |
| Índice Direcional Médio (14) | 36.8 | SELL |
| Oscilador Impressionante (5, 34) | -0.004835 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -38.31 | NEUTRAL |
| Oscilador Ultimate (7, 14, 28) | 46.89 | NEUTRAL |
| VWMA (10) | 0.034557 | BUY |
| Média Móvel de Hull (9) | 0.033164 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.035083 | SELL |
Previsão do preço de Arcadia com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Arcadia
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de Arcadia por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.048582 | $0.068266 | $0.095925 | $0.134791 | $0.1894044 | $0.266144 |
| Amazon.com stock | $0.07214 | $0.150526 | $0.314081 | $0.65535 | $1.36 | $2.85 |
| Apple stock | $0.04904 | $0.06956 | $0.098666 | $0.13995 | $0.198509 | $0.281569 |
| Netflix stock | $0.054552 | $0.086075 | $0.135813 | $0.214291 | $0.338119 | $0.533499 |
| Google stock | $0.044773 | $0.057981 | $0.075085 | $0.097235 | $0.125919 | $0.163064 |
| Tesla stock | $0.078376 | $0.177674 | $0.402774 | $0.913058 | $2.06 | $4.69 |
| Kodak stock | $0.025926 | $0.019442 | $0.014579 | $0.010933 | $0.008198 | $0.006148 |
| Nokia stock | $0.0229038 | $0.015172 | $0.010051 | $0.006658 | $0.004411 | $0.002922 |
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 Arcadia
Você pode fazer perguntas como: 'Devo investir em Arcadia agora?', 'Devo comprar AAA hoje?', 'Arcadia será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Arcadia regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Arcadia, 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 Arcadia para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Arcadia é de $0.03457 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão do preço de Arcadia com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Arcadia tiver 1% da média anterior do crescimento anual do Bitcoin | $0.035472 | $0.036394 | $0.03734 | $0.038311 |
| Se Arcadia tiver 2% da média anterior do crescimento anual do Bitcoin | $0.036371 | $0.038262 | $0.040251 | $0.042343 |
| Se Arcadia tiver 5% da média anterior do crescimento anual do Bitcoin | $0.039067 | $0.044144 | $0.049882 | $0.056365 |
| Se Arcadia tiver 10% da média anterior do crescimento anual do Bitcoin | $0.04356 | $0.054883 | $0.069149 | $0.087124 |
| Se Arcadia tiver 20% da média anterior do crescimento anual do Bitcoin | $0.052547 | $0.079865 | $0.121384 | $0.184488 |
| Se Arcadia tiver 50% da média anterior do crescimento anual do Bitcoin | $0.0795086 | $0.182842 | $0.420476 | $0.966953 |
| Se Arcadia tiver 100% da média anterior do crescimento anual do Bitcoin | $0.124443 | $0.447911 | $1.61 | $5.80 |
Perguntas Frequentes sobre Arcadia
AAA é um bom investimento?
A decisão de adquirir Arcadia depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Arcadia experimentou uma queda de -7.5517% nas últimas 24 horas, e Arcadia registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Arcadia dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Arcadia pode subir?
Parece que o valor médio de Arcadia pode potencialmente subir para $0.035657 até o final deste ano. Observando as perspectivas de Arcadia em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.112099. 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 Arcadia na próxima semana?
Com base na nossa nova previsão experimental de Arcadia, o preço de Arcadia aumentará 0.86% na próxima semana e atingirá $0.034869 até 13 de janeiro de 2026.
Qual será o preço de Arcadia no próximo mês?
Com base na nossa nova previsão experimental de Arcadia, o preço de Arcadia diminuirá -11.62% no próximo mês e atingirá $0.030557 até 5 de fevereiro de 2026.
Até onde o preço de Arcadia pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Arcadia em 2026, espera-se que AAA fluctue dentro do intervalo de $0.011945 e $0.035657. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Arcadia não considera flutuações repentinas e extremas de preço.
Onde estará Arcadia em 5 anos?
O futuro de Arcadia parece seguir uma tendência de alta, com um preço máximo de $0.112099 projetada após um período de cinco anos. Com base na previsão de Arcadia para 2030, o valor de Arcadia pode potencialmente atingir seu pico mais alto de aproximadamente $0.112099, enquanto seu pico mais baixo está previsto para cerca de $0.038771.
Quanto será Arcadia em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Arcadia, espera-se que o valor de AAA em 2026 aumente 3.13% para $0.035657 se o melhor cenário ocorrer. O preço ficará entre $0.035657 e $0.011945 durante 2026.
Quanto será Arcadia em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Arcadia, o valor de AAA pode diminuir -12.62% para $0.0302091 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.0302091 e $0.011499 ao longo do ano.
Quanto será Arcadia em 2028?
Nosso novo modelo experimental de previsão de preços de Arcadia sugere que o valor de AAA em 2028 pode aumentar 47.02%, alcançando $0.050831 no melhor cenário. O preço é esperado para variar entre $0.050831 e $0.020753 durante o ano.
Quanto será Arcadia em 2029?
Com base no nosso modelo de previsão experimental, o valor de Arcadia pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.149966 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.149966 e $0.045588.
Quanto será Arcadia em 2030?
Usando nossa nova simulação experimental para previsões de preços de Arcadia, espera-se que o valor de AAA em 2030 aumente 224.23%, alcançando $0.112099 no melhor cenário. O preço está previsto para variar entre $0.112099 e $0.038771 ao longo de 2030.
Quanto será Arcadia em 2031?
Nossa simulação experimental indica que o preço de Arcadia poderia aumentar 195.98% em 2031, potencialmente atingindo $0.102333 sob condições ideais. O preço provavelmente oscilará entre $0.102333 e $0.045839 durante o ano.
Quanto será Arcadia em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Arcadia, AAA poderia ver um 449.04% aumento em valor, atingindo $0.189823 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.189823 e $0.06997 ao longo do ano.
Quanto será Arcadia em 2033?
De acordo com nossa previsão experimental de preços de Arcadia, espera-se que o valor de AAA seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.505621. Ao longo do ano, o preço de AAA poderia variar entre $0.505621 e $0.162596.
Quanto será Arcadia em 2034?
Os resultados da nossa nova simulação de previsão de preços de Arcadia sugerem que AAA pode aumentar 746.96% em 2034, atingindo potencialmente $0.292829 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.292829 e $0.13072.
Quanto será Arcadia em 2035?
Com base em nossa previsão experimental para o preço de Arcadia, AAA poderia aumentar 897.93%, com o valor potencialmente atingindo $0.345025 em 2035. A faixa de preço esperada para o ano está entre $0.345025 e $0.154551.
Quanto será Arcadia em 2036?
Nossa recente simulação de previsão de preços de Arcadia sugere que o valor de AAA pode aumentar 1964.7% em 2036, possivelmente atingindo $0.713849 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.713849 e $0.255831.
Quanto será Arcadia em 2037?
De acordo com a simulação experimental, o valor de Arcadia poderia aumentar 4830.69% em 2037, com um pico de $1.70 sob condições favoráveis. O preço é esperado para cair entre $1.70 e $0.664386 ao longo do ano.
Previsões relacionadas
Como ler e prever os movimentos de preço de Arcadia?
Traders de Arcadia 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 Arcadia
Médias móveis são ferramentas populares para a previsão de preço de Arcadia. Uma média móvel simples (SMA) calcula o preço médio de fechamento de AAA 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 AAA 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 AAA.
Como ler gráficos de Arcadia 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 Arcadia 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 AAA 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 Arcadia?
A ação de preço de Arcadia 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 AAA. A capitalização de mercado de Arcadia pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de AAA, grandes detentores de Arcadia, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Arcadia.
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