Previsão de Preço AMIX - Projeção AMIX
Previsão de Preço AMIX até $0.212865 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.071311 | $0.212865 |
| 2027 | $0.068649 | $0.180342 |
| 2028 | $0.123892 | $0.30345 |
| 2029 | $0.272155 | $0.895267 |
| 2030 | $0.231456 | $0.6692087 |
| 2031 | $0.273653 | $0.610911 |
| 2032 | $0.41771 | $1.13 |
| 2033 | $0.970669 | $3.01 |
| 2034 | $0.780371 | $1.74 |
| 2035 | $0.922641 | $2.05 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em AMIX hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,955.59, com um retorno de 39.56% nos próximos 90 dias.
Previsão de preço de longo prazo de AMIX para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'AMIX'
'name_with_ticker' => 'AMIX <small>AMIX</small>'
'name_lang' => 'AMIX'
'name_lang_with_ticker' => 'AMIX <small>AMIX</small>'
'name_with_lang' => 'AMIX'
'name_with_lang_with_ticker' => 'AMIX <small>AMIX</small>'
'image' => '/uploads/coins/amix.png?ts=1630513878'
'price_for_sd' => 0.2064
'ticker' => 'AMIX'
'marketcap' => '$0'
'low24h' => '$0'
'high24h' => '$0'
'volume24h' => '$0'
'current_supply' => '0'
'max_supply' => '250M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.2064'
'change_24h_pct' => '0%'
'ath_price' => '$1.56'
'ath_days' => 1930
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '24 de set. de 2020'
'ath_pct' => '13.23%'
'fdv' => '$0'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$10.17'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.208166'
'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' => '$0.18242'
'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' => '$0.071311'
'current_year_max_price_prediction' => '$0.212865'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.231456'
'grand_prediction_max_price' => '$0.6692087'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.2103111714336
107 => 0.21109639700478
108 => 0.21286555031125
109 => 0.1977483290085
110 => 0.20453551755514
111 => 0.20852235495272
112 => 0.19050967854805
113 => 0.20816630225537
114 => 0.19748517181841
115 => 0.1938598357229
116 => 0.19874087317379
117 => 0.19683872813221
118 => 0.19520337552317
119 => 0.1942908206684
120 => 0.19787491587189
121 => 0.19770771354672
122 => 0.19184343815092
123 => 0.18419372995555
124 => 0.18676122311903
125 => 0.18582842878236
126 => 0.18244786177341
127 => 0.18472595576622
128 => 0.17469438273884
129 => 0.15743558274103
130 => 0.16883727467093
131 => 0.16839832193428
201 => 0.16817698205954
202 => 0.17674503842524
203 => 0.17592141750437
204 => 0.17442653746807
205 => 0.18242040712924
206 => 0.17950253717019
207 => 0.18849472484735
208 => 0.19441756122976
209 => 0.19291533833949
210 => 0.1984857945847
211 => 0.18682037297591
212 => 0.19069515809887
213 => 0.19149374594249
214 => 0.18232176401848
215 => 0.17605617207291
216 => 0.17563832852312
217 => 0.16477465554127
218 => 0.17057794195967
219 => 0.17568459385156
220 => 0.17323890388754
221 => 0.17246467150784
222 => 0.1764200568252
223 => 0.17672742413995
224 => 0.16971941679047
225 => 0.17117660343316
226 => 0.17725331397028
227 => 0.17102348591885
228 => 0.15891994765157
301 => 0.15591810281677
302 => 0.15551760138083
303 => 0.14737636010955
304 => 0.15611870044251
305 => 0.15230243460702
306 => 0.16435797265545
307 => 0.15747191397733
308 => 0.15717506975071
309 => 0.15672634616459
310 => 0.14971884349195
311 => 0.15125304122723
312 => 0.15635294816422
313 => 0.1581726524139
314 => 0.15798284235226
315 => 0.15632795583798
316 => 0.15708555440983
317 => 0.15464506544507
318 => 0.15378327799723
319 => 0.15106323975854
320 => 0.1470655349774
321 => 0.14762144034656
322 => 0.13970094111877
323 => 0.13538543276675
324 => 0.1341909569324
325 => 0.13259365392612
326 => 0.13437137655722
327 => 0.13967850333961
328 => 0.13327698247029
329 => 0.12230202395432
330 => 0.12296163766155
331 => 0.12444359382063
401 => 0.12168197832231
402 => 0.11906834101797
403 => 0.12134068660299
404 => 0.11669045199946
405 => 0.12500555245571
406 => 0.12478065229116
407 => 0.12788000753889
408 => 0.12981809798047
409 => 0.12535142697687
410 => 0.12422807129862
411 => 0.12486798574662
412 => 0.11429162534829
413 => 0.12701569325449
414 => 0.12712573152212
415 => 0.12618351706849
416 => 0.13295869041702
417 => 0.14725641941197
418 => 0.14187703863925
419 => 0.13979397981141
420 => 0.13583408345698
421 => 0.14111041023388
422 => 0.14070527066094
423 => 0.13887307586745
424 => 0.13776495873956
425 => 0.13980669852443
426 => 0.13751196458528
427 => 0.13709976731474
428 => 0.1346023003303
429 => 0.13371081824436
430 => 0.13305080039886
501 => 0.13232418560297
502 => 0.13392691678157
503 => 0.13029491707403
504 => 0.12591508147605
505 => 0.12555094553656
506 => 0.12655635688066
507 => 0.12611153720496
508 => 0.12554881591108
509 => 0.12447442771304
510 => 0.12415567968535
511 => 0.12519145614078
512 => 0.12402212491212
513 => 0.12574753683677
514 => 0.12527832026466
515 => 0.12265731463529
516 => 0.11939057120053
517 => 0.11936149033174
518 => 0.11865767581725
519 => 0.11776126221383
520 => 0.11751190045652
521 => 0.12114931599591
522 => 0.12867865730376
523 => 0.12720046744316
524 => 0.12826861110843
525 => 0.13352282076093
526 => 0.13519297600986
527 => 0.13400753937396
528 => 0.1323848405922
529 => 0.13245623110326
530 => 0.13800148406487
531 => 0.13834733469014
601 => 0.13922118764456
602 => 0.1403443356418
603 => 0.13419881633452
604 => 0.13216677769655
605 => 0.13120388505666
606 => 0.12823854841217
607 => 0.13143640975451
608 => 0.1295731528964
609 => 0.12982456990448
610 => 0.12966083424814
611 => 0.12975024498826
612 => 0.12500322821567
613 => 0.12673279163174
614 => 0.12385705699817
615 => 0.12000677114019
616 => 0.11999386363191
617 => 0.12093621564095
618 => 0.12037566779174
619 => 0.11886724794249
620 => 0.11908151186254
621 => 0.11720433446386
622 => 0.11930943518613
623 => 0.11936980194243
624 => 0.11855922349875
625 => 0.12180242160933
626 => 0.12313116252143
627 => 0.12259762242552
628 => 0.12309372792599
629 => 0.12726189290549
630 => 0.12794148566694
701 => 0.1282433158802
702 => 0.12783890337927
703 => 0.12316991433021
704 => 0.12337700384861
705 => 0.12185751836864
706 => 0.1205737132575
707 => 0.12062505872927
708 => 0.12128510143938
709 => 0.12416754666542
710 => 0.13023348271418
711 => 0.13046368055309
712 => 0.13074268704919
713 => 0.12960782741211
714 => 0.12926554288642
715 => 0.12971710452694
716 => 0.13199515117509
717 => 0.13785490563776
718 => 0.13578367705081
719 => 0.13409973596903
720 => 0.13557700628501
721 => 0.13534959209909
722 => 0.1334299875084
723 => 0.13337611060098
724 => 0.12969177565672
725 => 0.12832976091608
726 => 0.12719155945376
727 => 0.12594867317042
728 => 0.12521184851972
729 => 0.126343946064
730 => 0.12660287016696
731 => 0.12412751910071
801 => 0.12379013789712
802 => 0.12581156301198
803 => 0.12492200918526
804 => 0.12583693735592
805 => 0.12604920853962
806 => 0.12601502799003
807 => 0.12508623163032
808 => 0.12567821873289
809 => 0.12427799275545
810 => 0.12275545731214
811 => 0.12178417455661
812 => 0.12093660153045
813 => 0.1214068843066
814 => 0.11973041207988
815 => 0.11919407487383
816 => 0.12547766682267
817 => 0.13011942375527
818 => 0.13005193077114
819 => 0.12964108458798
820 => 0.12903065049693
821 => 0.13195049411917
822 => 0.13093327898529
823 => 0.13167338798636
824 => 0.1318617767894
825 => 0.13243197295715
826 => 0.1326357690771
827 => 0.1320197556571
828 => 0.12995233937987
829 => 0.12480053458105
830 => 0.12240235554017
831 => 0.12161091651185
901 => 0.12163968381737
902 => 0.12084615310815
903 => 0.12107988346556
904 => 0.12076487122831
905 => 0.12016831426059
906 => 0.12137004859489
907 => 0.12150853728199
908 => 0.12122803812871
909 => 0.12129410583352
910 => 0.11897169264709
911 => 0.11914826067764
912 => 0.11816510744637
913 => 0.1179807780676
914 => 0.11549545231189
915 => 0.11109233748192
916 => 0.11353209051842
917 => 0.11058521193152
918 => 0.10946918435816
919 => 0.11475228531253
920 => 0.11422200850713
921 => 0.11331440512205
922 => 0.11197187055441
923 => 0.11147391142394
924 => 0.10844846938187
925 => 0.10826971012592
926 => 0.10976920089577
927 => 0.10907723749981
928 => 0.10810545882485
929 => 0.10458577497177
930 => 0.10062848499364
1001 => 0.10074793070344
1002 => 0.10200667101749
1003 => 0.10566662824484
1004 => 0.10423661963821
1005 => 0.10319913198664
1006 => 0.10300484173627
1007 => 0.10543679099389
1008 => 0.10887850870256
1009 => 0.11049328564737
1010 => 0.10889309073656
1011 => 0.10705487298365
1012 => 0.10716675678079
1013 => 0.10791106955833
1014 => 0.10798928630723
1015 => 0.10679279552192
1016 => 0.1071296006695
1017 => 0.10661796285222
1018 => 0.10347804251197
1019 => 0.10342125130981
1020 => 0.10265066422025
1021 => 0.10262733114943
1022 => 0.10131637027815
1023 => 0.10113295779001
1024 => 0.098529965410428
1025 => 0.10024326287725
1026 => 0.099094072888661
1027 => 0.097361972509339
1028 => 0.097063357751075
1029 => 0.097054381030854
1030 => 0.098832860829861
1031 => 0.10022248030532
1101 => 0.099114063540524
1102 => 0.098861698528936
1103 => 0.10155629661199
1104 => 0.10121338444411
1105 => 0.10091642471828
1106 => 0.10857034063084
1107 => 0.10251166894354
1108 => 0.099869742270989
1109 => 0.096599856325439
1110 => 0.097664547677506
1111 => 0.097888893788957
1112 => 0.090025407531153
1113 => 0.086835192135697
1114 => 0.085740430432708
1115 => 0.085110379594979
1116 => 0.085397501673412
1117 => 0.082525933642557
1118 => 0.084455674850643
1119 => 0.081969139663526
1120 => 0.081552263947521
1121 => 0.085998496884687
1122 => 0.086617164223378
1123 => 0.083977737151647
1124 => 0.085672676616126
1125 => 0.085058068004885
1126 => 0.082011764172521
1127 => 0.081895417773219
1128 => 0.080366889592896
1129 => 0.077975038972068
1130 => 0.07688189905643
1201 => 0.076312582297289
1202 => 0.076547493487873
1203 => 0.076428715201513
1204 => 0.075653606538284
1205 => 0.07647314352278
1206 => 0.074379565183456
1207 => 0.07354588541963
1208 => 0.073169331611534
1209 => 0.07131116033351
1210 => 0.074268337169363
1211 => 0.074850938259558
1212 => 0.075434687253876
1213 => 0.080515823707044
1214 => 0.080261984488986
1215 => 0.082556567395515
1216 => 0.082467404123235
1217 => 0.081812951908514
1218 => 0.079051925666772
1219 => 0.08015242151617
1220 => 0.076765266346749
1221 => 0.079303153303842
1222 => 0.078144967681318
1223 => 0.078911569579837
1224 => 0.077533150244594
1225 => 0.078296024418257
1226 => 0.074989094591119
1227 => 0.071901130048296
1228 => 0.073143817123633
1229 => 0.074494760093028
1230 => 0.077423948664545
1231 => 0.075679348116631
]
'min_raw' => 0.07131116033351
'max_raw' => 0.21286555031125
'avg_raw' => 0.14208835532238
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.071311'
'max' => '$0.212865'
'avg' => '$0.142088'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.13508883966649
'max_diff' => 0.0064655503112532
'year' => 2026
]
1 => [
'items' => [
101 => 0.076306772444311
102 => 0.074205005976146
103 => 0.069868461412409
104 => 0.069893005783692
105 => 0.06922592287932
106 => 0.068649465854244
107 => 0.075879736476066
108 => 0.074980538030578
109 => 0.073547782991877
110 => 0.075465582546601
111 => 0.075972679188441
112 => 0.075987115516941
113 => 0.077386292566496
114 => 0.07813303360866
115 => 0.078264649953902
116 => 0.080466285272599
117 => 0.081204244391154
118 => 0.084243793560598
119 => 0.078069677848422
120 => 0.077942525998319
121 => 0.075492569919252
122 => 0.073938769041634
123 => 0.075598959994677
124 => 0.077069662540408
125 => 0.075538268746915
126 => 0.075738236446858
127 => 0.073682465398563
128 => 0.07441730681531
129 => 0.075050251237241
130 => 0.074700776530204
131 => 0.074177595979003
201 => 0.076949081703329
202 => 0.076792703617222
203 => 0.079373574839896
204 => 0.081385548517841
205 => 0.084991365032035
206 => 0.081228507524008
207 => 0.081091374040411
208 => 0.08243187583947
209 => 0.081204039167313
210 => 0.081979989560635
211 => 0.084866347427525
212 => 0.084927331620989
213 => 0.083905767806768
214 => 0.083843605555833
215 => 0.084039808061037
216 => 0.085188972262295
217 => 0.084787418980127
218 => 0.085252106604337
219 => 0.085833205593962
220 => 0.088236877395918
221 => 0.088816394529777
222 => 0.087408468339684
223 => 0.087535588310768
224 => 0.087008985267235
225 => 0.086500293325499
226 => 0.08764375852203
227 => 0.089733463643553
228 => 0.089720463696448
301 => 0.090205234666578
302 => 0.09050724296491
303 => 0.089210802264884
304 => 0.088366867040613
305 => 0.088690485506592
306 => 0.089207958481186
307 => 0.088522675995258
308 => 0.084292795038382
309 => 0.085575870714857
310 => 0.085362304183096
311 => 0.085058159471291
312 => 0.086348301985717
313 => 0.086223864592877
314 => 0.082496481561905
315 => 0.082735096530083
316 => 0.082510992528437
317 => 0.083235118405119
318 => 0.081164933993593
319 => 0.081801708775674
320 => 0.082201087949602
321 => 0.082436325351221
322 => 0.083286164149666
323 => 0.083186445375471
324 => 0.08327996549065
325 => 0.084540052079619
326 => 0.090913137637121
327 => 0.091260010622596
328 => 0.089551881179287
329 => 0.090234245200525
330 => 0.088924255496355
331 => 0.089803660360933
401 => 0.090405326834815
402 => 0.087686511733149
403 => 0.087525521147793
404 => 0.086210124650124
405 => 0.086916944220105
406 => 0.085792343462139
407 => 0.086068281151279
408 => 0.085296735316628
409 => 0.086685364205757
410 => 0.088238067074918
411 => 0.088630341137763
412 => 0.087598436963022
413 => 0.08685127033471
414 => 0.085539491867383
415 => 0.087721008693438
416 => 0.088358950693897
417 => 0.087717657855689
418 => 0.087569056292551
419 => 0.087287456598922
420 => 0.087628798998762
421 => 0.088355476324757
422 => 0.088012788717441
423 => 0.088239139919452
424 => 0.087376522549733
425 => 0.089211231440701
426 => 0.092125190706297
427 => 0.092134559561817
428 => 0.091791870107287
429 => 0.09165164896584
430 => 0.092003269142323
501 => 0.09219400866385
502 => 0.093331083838482
503 => 0.094551210803935
504 => 0.1002450109686
505 => 0.098646214666474
506 => 0.10369809289826
507 => 0.10769347267531
508 => 0.10889151237366
509 => 0.1077893722233
510 => 0.10401901030535
511 => 0.10383401836219
512 => 0.10946853087335
513 => 0.10787652301193
514 => 0.10768715874254
515 => 0.10567264285222
516 => 0.10686347124604
517 => 0.10660301960792
518 => 0.1061918839554
519 => 0.108463901577
520 => 0.11271691574021
521 => 0.11205404359836
522 => 0.11155924029422
523 => 0.10939115625056
524 => 0.11069682710395
525 => 0.11023190272154
526 => 0.11222951291668
527 => 0.11104617288956
528 => 0.10786446198659
529 => 0.10837115993495
530 => 0.10829457355939
531 => 0.10987071574142
601 => 0.10939759698063
602 => 0.10820218952806
603 => 0.11270237940016
604 => 0.11241016210124
605 => 0.11282445942094
606 => 0.11300684591364
607 => 0.11574603218655
608 => 0.11686818915837
609 => 0.1171229384371
610 => 0.1181889007696
611 => 0.1170964163232
612 => 0.12146713303702
613 => 0.12437340461332
614 => 0.12774918860455
615 => 0.13268211634095
616 => 0.13453694280197
617 => 0.13420188500369
618 => 0.1379419745147
619 => 0.14466283222846
620 => 0.13556036250432
621 => 0.14514528522637
622 => 0.14211080935582
623 => 0.13491612165465
624 => 0.13445286858649
625 => 0.13932519462976
626 => 0.15013154484975
627 => 0.14742467668425
628 => 0.15013597231636
629 => 0.14697310194256
630 => 0.14681603876974
701 => 0.14998235876196
702 => 0.15738063801092
703 => 0.15386599286009
704 => 0.14882688721003
705 => 0.15254768440487
706 => 0.14932438553118
707 => 0.1420613910242
708 => 0.14742260679318
709 => 0.1438377144871
710 => 0.14488397664537
711 => 0.15241888706027
712 => 0.15151226670425
713 => 0.15268551739573
714 => 0.15061476063459
715 => 0.14868034729132
716 => 0.14506962113468
717 => 0.14400066312635
718 => 0.14429608466277
719 => 0.1440005167301
720 => 0.14198034862975
721 => 0.14154409352082
722 => 0.14081698255983
723 => 0.14104234465055
724 => 0.13967516332008
725 => 0.14225531696476
726 => 0.14273421621745
727 => 0.14461183687309
728 => 0.14480677767833
729 => 0.15003592447804
730 => 0.147155798293
731 => 0.14908803559606
801 => 0.14891519810475
802 => 0.13507205235333
803 => 0.13697951569877
804 => 0.13994693006929
805 => 0.13861011391761
806 => 0.13672016864593
807 => 0.13519393650659
808 => 0.13288153875024
809 => 0.13613619418663
810 => 0.14041571999147
811 => 0.14491531351503
812 => 0.15032128030855
813 => 0.14911473145263
814 => 0.14481425272614
815 => 0.14500716906031
816 => 0.14619970192836
817 => 0.1446552635112
818 => 0.14419977847096
819 => 0.14613712527828
820 => 0.146150466721
821 => 0.14437340367043
822 => 0.14239852328884
823 => 0.14239024846793
824 => 0.14203883757911
825 => 0.14703561715902
826 => 0.14978334069657
827 => 0.15009836277198
828 => 0.14976213720094
829 => 0.14989153707891
830 => 0.14829269729437
831 => 0.15194717092063
901 => 0.15530087731007
902 => 0.15440201235622
903 => 0.1530544860092
904 => 0.15198111636814
905 => 0.15414916058096
906 => 0.15405262098498
907 => 0.15527158561047
908 => 0.15521628633398
909 => 0.154806394378
910 => 0.15440202699475
911 => 0.15600529796174
912 => 0.15554358167099
913 => 0.15508114820731
914 => 0.15415366710088
915 => 0.15427972718708
916 => 0.15293243350948
917 => 0.15230911380627
918 => 0.14293588102295
919 => 0.14043104694404
920 => 0.14121911873586
921 => 0.14147857243201
922 => 0.14038846543083
923 => 0.14195139884501
924 => 0.14170781732796
925 => 0.14265545052036
926 => 0.1420634104432
927 => 0.14208770797448
928 => 0.14382877160514
929 => 0.14433420978414
930 => 0.14407713984692
1001 => 0.14425718281911
1002 => 0.14840619712183
1003 => 0.14781633996599
1004 => 0.14750299010824
1005 => 0.14758979016031
1006 => 0.14864995227053
1007 => 0.14894673977868
1008 => 0.14768923025174
1009 => 0.14828227901422
1010 => 0.15080740537578
1011 => 0.15169105669255
1012 => 0.15451124751898
1013 => 0.15331318033102
1014 => 0.15551228450566
1015 => 0.16227158100865
1016 => 0.16767137476298
1017 => 0.16270550127058
1018 => 0.17262153484082
1019 => 0.18034258934578
1020 => 0.18004624241379
1021 => 0.17869989796964
1022 => 0.1699096826906
1023 => 0.16182079553609
1024 => 0.16858749311313
1025 => 0.16860474281683
1026 => 0.16802347749388
1027 => 0.16441328849454
1028 => 0.16789785074224
1029 => 0.16817444263939
1030 => 0.16801962472871
1031 => 0.16525170128745
1101 => 0.16102559379041
1102 => 0.16185136507946
1103 => 0.1632039952962
1104 => 0.16064318410768
1105 => 0.15982484976793
1106 => 0.16134628900001
1107 => 0.16624868321022
1108 => 0.16532191398241
1109 => 0.16529771229251
1110 => 0.16926282406037
1111 => 0.16642465975926
1112 => 0.1618617806999
1113 => 0.16070959356043
1114 => 0.15662010542157
1115 => 0.15944472944534
1116 => 0.15954638263537
1117 => 0.15799936492451
1118 => 0.16198731266103
1119 => 0.16195056302058
1120 => 0.16573652586871
1121 => 0.17297386489164
1122 => 0.17083342761474
1123 => 0.16834433194061
1124 => 0.16861496565553
1125 => 0.17158314952721
1126 => 0.16978851780134
1127 => 0.17043387988258
1128 => 0.17158217269441
1129 => 0.17227496625829
1130 => 0.16851528332317
1201 => 0.16763872138457
1202 => 0.16584558328963
1203 => 0.16537778703117
1204 => 0.16683826059445
1205 => 0.16645347740982
1206 => 0.15953783907837
1207 => 0.15881511639449
1208 => 0.15883728126739
1209 => 0.15701996071517
1210 => 0.15424811066613
1211 => 0.16153236709644
1212 => 0.16094733936199
1213 => 0.1603015140207
1214 => 0.16038062393998
1215 => 0.16354247277002
1216 => 0.1617084407714
1217 => 0.16658451543166
1218 => 0.16558214106973
1219 => 0.16455405958772
1220 => 0.16441194741078
1221 => 0.164016223752
1222 => 0.16265914008375
1223 => 0.16102038000625
1224 => 0.15993832865611
1225 => 0.1475346538772
1226 => 0.14983670376731
1227 => 0.15248500232743
1228 => 0.15339918437799
1229 => 0.15183541272103
1230 => 0.16272088732006
1231 => 0.16470976842435
]
'min_raw' => 0.068649465854244
'max_raw' => 0.18034258934578
'avg_raw' => 0.12449602760001
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.068649'
'max' => '$0.180342'
'avg' => '$0.124496'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0026616944792664
'max_diff' => -0.032522960965472
'year' => 2027
]
2 => [
'items' => [
101 => 0.15868531782796
102 => 0.15755838909808
103 => 0.16279476857998
104 => 0.15963659163104
105 => 0.16105871851777
106 => 0.15798485805047
107 => 0.16423070520757
108 => 0.16418312231688
109 => 0.16175334670392
110 => 0.16380697641361
111 => 0.16345010771421
112 => 0.16070689703144
113 => 0.16431766987919
114 => 0.16431946077747
115 => 0.16198085457787
116 => 0.15924987452346
117 => 0.1587616397926
118 => 0.158393820508
119 => 0.16096825752149
120 => 0.16327648969773
121 => 0.16757153751842
122 => 0.16865141458836
123 => 0.17286624668383
124 => 0.17035651938743
125 => 0.17146904899152
126 => 0.17267685725367
127 => 0.17325592495023
128 => 0.17231236521318
129 => 0.17885973435154
130 => 0.17941253291303
131 => 0.17959788148901
201 => 0.17739014545391
202 => 0.17935113178013
203 => 0.17843365121913
204 => 0.18082068075541
205 => 0.18119499746582
206 => 0.1808779645288
207 => 0.18099677856087
208 => 0.17540975403634
209 => 0.17512003734084
210 => 0.17116972964035
211 => 0.1727795092275
212 => 0.16977010344807
213 => 0.17072441702104
214 => 0.17114506935097
215 => 0.17092534444562
216 => 0.17287052375006
217 => 0.17121672396741
218 => 0.16685207443114
219 => 0.16248623574902
220 => 0.1624314262007
221 => 0.16128197793915
222 => 0.160451137378
223 => 0.16061118674573
224 => 0.16117522159317
225 => 0.1604183546473
226 => 0.16057987058433
227 => 0.16326211131408
228 => 0.16380001556357
229 => 0.16197200675106
301 => 0.15463228758842
302 => 0.15283110209562
303 => 0.15412575850878
304 => 0.15350699612984
305 => 0.12389212660661
306 => 0.13084970091752
307 => 0.12671574651888
308 => 0.12862086289987
309 => 0.12440116594115
310 => 0.12641502650312
311 => 0.12604313999174
312 => 0.1372307135941
313 => 0.1370560350203
314 => 0.13713964440979
315 => 0.13314875040623
316 => 0.13950635291848
317 => 0.14263833652801
318 => 0.14205868971693
319 => 0.14220457433128
320 => 0.13969779331792
321 => 0.13716391552955
322 => 0.13435345510125
323 => 0.13957494319363
324 => 0.13899440285153
325 => 0.14032595352448
326 => 0.14371246179206
327 => 0.14421113799855
328 => 0.14488136387716
329 => 0.14464113560961
330 => 0.15036434755565
331 => 0.14967122882602
401 => 0.15134144554057
402 => 0.14790568303909
403 => 0.1440177916431
404 => 0.14475675269273
405 => 0.1446855848013
406 => 0.1437795358607
407 => 0.14296159538932
408 => 0.14159995495776
409 => 0.14590838676807
410 => 0.1457334723047
411 => 0.14856513415097
412 => 0.14806461041434
413 => 0.14472199040223
414 => 0.14484137272989
415 => 0.14564427625659
416 => 0.14842313452987
417 => 0.14924808886448
418 => 0.14886593714794
419 => 0.14977046191524
420 => 0.15048536141087
421 => 0.14986024228511
422 => 0.15871061084638
423 => 0.15503532077419
424 => 0.15682663158287
425 => 0.15725384865572
426 => 0.15615954110702
427 => 0.15639685723012
428 => 0.15675632649184
429 => 0.15893895345772
430 => 0.16466679816439
501 => 0.16720362159422
502 => 0.17483578004752
503 => 0.16699297372266
504 => 0.1665276140521
505 => 0.16790239625864
506 => 0.17238328121675
507 => 0.17601461760717
508 => 0.1772193413847
509 => 0.17737856551972
510 => 0.17963870741488
511 => 0.18093417860003
512 => 0.17936426674117
513 => 0.17803393081741
514 => 0.17326883266587
515 => 0.17382040575185
516 => 0.17762019734548
517 => 0.1829876267781
518 => 0.18759343961714
519 => 0.18598064448969
520 => 0.1982851328562
521 => 0.19950507261841
522 => 0.19933651638865
523 => 0.20211572071835
524 => 0.19659956609902
525 => 0.1942413031288
526 => 0.17832156454408
527 => 0.18279436172869
528 => 0.18929583511468
529 => 0.18843534073277
530 => 0.18371379697498
531 => 0.18758985790281
601 => 0.18630831094444
602 => 0.18529750168694
603 => 0.18992821485056
604 => 0.18483655550795
605 => 0.18924504191782
606 => 0.1835911124972
607 => 0.18598801160198
608 => 0.18462741574515
609 => 0.18550788801288
610 => 0.18036066512673
611 => 0.18313798165432
612 => 0.18024511962821
613 => 0.18024374803495
614 => 0.18017988794538
615 => 0.18358332729019
616 => 0.18369431332504
617 => 0.18117916650691
618 => 0.18081669455644
619 => 0.18215694333657
620 => 0.18058786302675
621 => 0.18132202582804
622 => 0.1806101000701
623 => 0.18044983058654
624 => 0.1791727760739
625 => 0.17862258587651
626 => 0.17883832962956
627 => 0.17810188497687
628 => 0.17765815043526
629 => 0.18009161797642
630 => 0.17879151443498
701 => 0.17989235846258
702 => 0.17863780775554
703 => 0.17428898842318
704 => 0.17178793643721
705 => 0.16357341985416
706 => 0.16590304656704
707 => 0.16744759148785
708 => 0.16693711940074
709 => 0.16803381097033
710 => 0.16810113892575
711 => 0.16774459331702
712 => 0.16733175917844
713 => 0.16713081435094
714 => 0.16862849246412
715 => 0.16949794501835
716 => 0.167602607234
717 => 0.16715855610972
718 => 0.16907484725417
719 => 0.17024378374528
720 => 0.17887455402694
721 => 0.17823515868745
722 => 0.17983991551456
723 => 0.17965924452283
724 => 0.18134128533546
725 => 0.18409071118061
726 => 0.17850035968585
727 => 0.17947065140553
728 => 0.17923275828318
729 => 0.18183001301415
730 => 0.18183812135992
731 => 0.1802809374062
801 => 0.18112511208994
802 => 0.1806539169402
803 => 0.18150543026162
804 => 0.17822661917287
805 => 0.18221985715318
806 => 0.18448376576945
807 => 0.18451520014278
808 => 0.1855882748594
809 => 0.18667858091978
810 => 0.18877132845704
811 => 0.18662021532681
812 => 0.18275057221216
813 => 0.18302994794617
814 => 0.1807611776039
815 => 0.18079931604324
816 => 0.18059573006508
817 => 0.18120670691078
818 => 0.17836069423229
819 => 0.17902864771941
820 => 0.17809350892592
821 => 0.17946861859643
822 => 0.17798922790473
823 => 0.17923264356391
824 => 0.17976926054253
825 => 0.18174938874617
826 => 0.17769676135906
827 => 0.169433179778
828 => 0.17117028481258
829 => 0.16860097001978
830 => 0.16883876988592
831 => 0.1693191634611
901 => 0.16776205070895
902 => 0.1680590987518
903 => 0.16804848610541
904 => 0.16795703205228
905 => 0.16755196688689
906 => 0.16696454225738
907 => 0.16930466118158
908 => 0.16970229298701
909 => 0.17058617923432
910 => 0.17321602516055
911 => 0.17295324153649
912 => 0.17338185253013
913 => 0.17244619713755
914 => 0.16888217225606
915 => 0.16907571595417
916 => 0.16666222293746
917 => 0.17052446079161
918 => 0.1696098318887
919 => 0.16902016468498
920 => 0.16885926852521
921 => 0.17149563333083
922 => 0.17228447500063
923 => 0.1717929218092
924 => 0.1707847318727
925 => 0.17272075459538
926 => 0.17323875260173
927 => 0.17335471325232
928 => 0.17678497432138
929 => 0.17354642674064
930 => 0.17432597733172
1001 => 0.18040780851079
1002 => 0.1748924268667
1003 => 0.17781404753126
1004 => 0.17767104940311
1005 => 0.17916565167285
1006 => 0.17754844839282
1007 => 0.17756849556568
1008 => 0.17889560112808
1009 => 0.17703192071044
1010 => 0.17657044723004
1011 => 0.17593292492199
1012 => 0.17732493155832
1013 => 0.17815937658175
1014 => 0.18488439063827
1015 => 0.18922905641668
1016 => 0.189040443017
1017 => 0.1907640164206
1018 => 0.18998753081615
1019 => 0.18748005397285
1020 => 0.19176001119015
1021 => 0.19040565364558
1022 => 0.19051730523601
1023 => 0.19051314955823
1024 => 0.19141367892538
1025 => 0.19077557133645
1026 => 0.18951779577828
1027 => 0.19035276589172
1028 => 0.19283232862138
1029 => 0.20052896741651
1030 => 0.20483610845316
1031 => 0.20026967211789
1101 => 0.20341953875494
1102 => 0.20153074118495
1103 => 0.20118749047963
1104 => 0.20316583950101
1105 => 0.20514765136046
1106 => 0.20502141851263
1107 => 0.20358272486983
1108 => 0.20277004333651
1109 => 0.20892394017508
1110 => 0.21345802653683
1111 => 0.21314883224386
1112 => 0.21451351529767
1113 => 0.21852026695169
1114 => 0.21888659410869
1115 => 0.21884044530684
1116 => 0.21793246522594
1117 => 0.22187763257178
1118 => 0.22516876058029
1119 => 0.21772229407128
1120 => 0.22055781103651
1121 => 0.22183076595685
1122 => 0.22369984144862
1123 => 0.22685328509666
1124 => 0.23027876130804
1125 => 0.23076316120277
1126 => 0.23041945629679
1127 => 0.22816026265364
1128 => 0.23190845959857
1129 => 0.23410406546288
1130 => 0.23541149850952
1201 => 0.23872693117971
1202 => 0.22183862729307
1203 => 0.20988424639894
1204 => 0.20801739719897
1205 => 0.21181370845733
1206 => 0.21281476546115
1207 => 0.21241124063813
1208 => 0.19895549809703
1209 => 0.20794655549922
1210 => 0.21762017727441
1211 => 0.21799178048386
1212 => 0.22283459781041
1213 => 0.22441161764572
1214 => 0.22831072035617
1215 => 0.22806683042002
1216 => 0.22901619988174
1217 => 0.22879795628328
1218 => 0.23602022300145
1219 => 0.24398745570857
1220 => 0.24371157577417
1221 => 0.2425661918085
1222 => 0.24426728231451
1223 => 0.25249032028881
1224 => 0.25173327472363
1225 => 0.25246868000521
1226 => 0.26216410520702
1227 => 0.27476953712752
1228 => 0.26891304843577
1229 => 0.28161994373764
1230 => 0.28961826076659
1231 => 0.30345052302673
]
'min_raw' => 0.12389212660661
'max_raw' => 0.30345052302673
'avg_raw' => 0.21367132481667
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.123892'
'max' => '$0.30345'
'avg' => '$0.213671'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.055242660752364
'max_diff' => 0.12310793368095
'year' => 2028
]
3 => [
'items' => [
101 => 0.30171865566643
102 => 0.30710345385848
103 => 0.29861825163987
104 => 0.27913451220366
105 => 0.27605113585712
106 => 0.28222413338641
107 => 0.2973998454599
108 => 0.28174619620745
109 => 0.28491290906386
110 => 0.28400089554818
111 => 0.28395229822373
112 => 0.28580706043812
113 => 0.28311663110826
114 => 0.27215533801945
115 => 0.27717883404675
116 => 0.27523902098251
117 => 0.27739138819992
118 => 0.28900682636852
119 => 0.28387136427672
120 => 0.27846157213408
121 => 0.28524665200994
122 => 0.29388639029831
123 => 0.29334573100333
124 => 0.292296625993
125 => 0.29821037600684
126 => 0.30797815846352
127 => 0.31061835081143
128 => 0.31256728682631
129 => 0.31283601217521
130 => 0.31560405028083
131 => 0.30071961175151
201 => 0.32434159795703
202 => 0.32842046243053
203 => 0.32765380496112
204 => 0.33218729115856
205 => 0.33085342451583
206 => 0.32892086102778
207 => 0.33610740095088
208 => 0.32786861285291
209 => 0.31617469038242
210 => 0.30975917323556
211 => 0.31820764373956
212 => 0.32336682986536
213 => 0.32677672370866
214 => 0.32780855552532
215 => 0.30187504834398
216 => 0.28789832631148
217 => 0.29685724489087
218 => 0.30778774386925
219 => 0.30065889227779
220 => 0.30093832976347
221 => 0.29077446082329
222 => 0.30868702074227
223 => 0.30607731143042
224 => 0.31961648795681
225 => 0.31638525482011
226 => 0.32742592768957
227 => 0.3245185485098
228 => 0.33658691693565
301 => 0.34140131583876
302 => 0.34948544089842
303 => 0.35543215620062
304 => 0.35892418116861
305 => 0.35871453308779
306 => 0.37255167573089
307 => 0.3643923961472
308 => 0.35414241799553
309 => 0.35395702822903
310 => 0.35926563715709
311 => 0.37039102512458
312 => 0.37327567635674
313 => 0.37488780286415
314 => 0.37241877499952
315 => 0.36356246179225
316 => 0.35973835065188
317 => 0.36299660413864
318 => 0.35901204010925
319 => 0.36589051549519
320 => 0.37533613136315
321 => 0.37338564903843
322 => 0.37990581901732
323 => 0.38665350900359
324 => 0.39630300874167
325 => 0.39882574529314
326 => 0.40299573288165
327 => 0.40728801987979
328 => 0.40866658678321
329 => 0.41129869874604
330 => 0.41128482621675
331 => 0.41921687277829
401 => 0.42796616577071
402 => 0.43126882132875
403 => 0.43886309567496
404 => 0.42585816699218
405 => 0.43572255478793
406 => 0.44462047950133
407 => 0.43401200683963
408 => 0.44863331494667
409 => 0.44920102720787
410 => 0.45777280833294
411 => 0.44908366600811
412 => 0.44392408103236
413 => 0.45881960953024
414 => 0.46602708656561
415 => 0.46385613582616
416 => 0.44733509350591
417 => 0.43771913825468
418 => 0.41255232858297
419 => 0.44236350176438
420 => 0.4568836546172
421 => 0.44729748981783
422 => 0.45213219374872
423 => 0.47850877073768
424 => 0.48855126349819
425 => 0.48646249520632
426 => 0.4868154626636
427 => 0.49223420947303
428 => 0.51626391698443
429 => 0.50186475923934
430 => 0.51287237580931
501 => 0.51871077594711
502 => 0.52413380737267
503 => 0.51081655615817
504 => 0.49349100799738
505 => 0.48800327961783
506 => 0.44634433465119
507 => 0.44417580565005
508 => 0.44295854460855
509 => 0.43528388592692
510 => 0.4292537064691
511 => 0.42445828387803
512 => 0.41187366296465
513 => 0.41612060309749
514 => 0.39606334397608
515 => 0.40889526757634
516 => 0.37688339771911
517 => 0.40354383417406
518 => 0.38903377071293
519 => 0.39877688808017
520 => 0.39874289526154
521 => 0.38080272713027
522 => 0.37045521255391
523 => 0.37704905157326
524 => 0.38411817042159
525 => 0.38526511117136
526 => 0.39443040828111
527 => 0.39698824569703
528 => 0.38923787891276
529 => 0.3762200228695
530 => 0.37924377392266
531 => 0.37039393633533
601 => 0.3548849363676
602 => 0.36602377090558
603 => 0.36982705875683
604 => 0.37150680734047
605 => 0.3562554870929
606 => 0.35146319114884
607 => 0.34891181299948
608 => 0.37425126894341
609 => 0.37563942154061
610 => 0.36853743658836
611 => 0.40063908201039
612 => 0.39337349097609
613 => 0.40149093627442
614 => 0.37896940020805
615 => 0.37982975321505
616 => 0.3691676971176
617 => 0.37513773609333
618 => 0.37091830496863
619 => 0.37465541594117
620 => 0.37689542484942
621 => 0.38755573140838
622 => 0.40366555775108
623 => 0.38596343709837
624 => 0.37825036963094
625 => 0.38303551330779
626 => 0.39577898149811
627 => 0.41508598813257
628 => 0.40365585161525
629 => 0.40872835210533
630 => 0.40983646780257
701 => 0.40140830830136
702 => 0.41539674639518
703 => 0.42289326401153
704 => 0.43058313990016
705 => 0.43726004366882
706 => 0.42751163436625
707 => 0.43794382969959
708 => 0.42953732179129
709 => 0.42199581514873
710 => 0.42200725250131
711 => 0.4172763552206
712 => 0.40810964560781
713 => 0.40641916371266
714 => 0.41521326401559
715 => 0.42226529965414
716 => 0.4228461390863
717 => 0.42675050836248
718 => 0.42906107388192
719 => 0.45170775703393
720 => 0.46081644034085
721 => 0.47195436587001
722 => 0.47629321556271
723 => 0.48935159757402
724 => 0.47880589354995
725 => 0.47652426414876
726 => 0.44484890075353
727 => 0.45003573973501
728 => 0.45834036939988
729 => 0.44498584103792
730 => 0.45345621549488
731 => 0.45512844683975
801 => 0.44453205927435
802 => 0.45019204771591
803 => 0.43516079648475
804 => 0.40399319795225
805 => 0.41543144484208
806 => 0.42385384462527
807 => 0.41183404166025
808 => 0.43337907324443
809 => 0.42079291057268
810 => 0.41680370124809
811 => 0.40124037341705
812 => 0.40858566506588
813 => 0.41852027719536
814 => 0.41238184192196
815 => 0.42512001680495
816 => 0.44316066958642
817 => 0.45601751309794
818 => 0.45700450189869
819 => 0.4487384128624
820 => 0.46198487329653
821 => 0.4620813592993
822 => 0.44713929781622
823 => 0.43798736835558
824 => 0.4359080307263
825 => 0.4411026238024
826 => 0.44740981877157
827 => 0.45735450732363
828 => 0.46336387433864
829 => 0.4790331163918
830 => 0.48327276401901
831 => 0.48793085138046
901 => 0.49415549259631
902 => 0.50162977034119
903 => 0.48527647614627
904 => 0.48592622301099
905 => 0.47069826188345
906 => 0.45442500150815
907 => 0.46677437764246
908 => 0.48291954416941
909 => 0.4792158251293
910 => 0.47879908107718
911 => 0.47949992897769
912 => 0.47670744577361
913 => 0.46407714773579
914 => 0.45773429113105
915 => 0.46591819438647
916 => 0.47026757474309
917 => 0.47701308437039
918 => 0.47618155792839
919 => 0.49355726631347
920 => 0.50030894117776
921 => 0.49858157382702
922 => 0.49889945099097
923 => 0.51112303583075
924 => 0.52471817614454
925 => 0.53745181908517
926 => 0.55040502760707
927 => 0.53478942916158
928 => 0.52686079130718
929 => 0.53504112172646
930 => 0.5307005232595
1001 => 0.55564288955575
1002 => 0.55736984488142
1003 => 0.58231040756068
1004 => 0.60598197141027
1005 => 0.59111428627646
1006 => 0.6051338437024
1007 => 0.62029713808983
1008 => 0.64954959311904
1009 => 0.63969839537898
1010 => 0.63215253229804
1011 => 0.6250217281479
1012 => 0.63985979960107
1013 => 0.65894874148158
1014 => 0.66306031673103
1015 => 0.66972263937778
1016 => 0.66271802174478
1017 => 0.6711543121504
1018 => 0.70093812437608
1019 => 0.69289027540372
1020 => 0.68146103610669
1021 => 0.70497249539113
1022 => 0.71348120110768
1023 => 0.77319975387025
1024 => 0.84859689358337
1025 => 0.81738198265783
1026 => 0.79800588014746
1027 => 0.80255972384469
1028 => 0.83009220691368
1029 => 0.8389347666381
1030 => 0.81489764109399
1031 => 0.82338796019904
1101 => 0.8701704532176
1102 => 0.89526775975998
1103 => 0.86118224645746
1104 => 0.76714166710686
1105 => 0.680431958158
1106 => 0.70343127756032
1107 => 0.70082386849207
1108 => 0.75108582100566
1109 => 0.69269833686733
1110 => 0.69368143235717
1111 => 0.7449827488204
1112 => 0.73129643711523
1113 => 0.70912636496322
1114 => 0.68059382421958
1115 => 0.62784878371439
1116 => 0.58113103043466
1117 => 0.67275530307223
1118 => 0.66880429782817
1119 => 0.66308265672859
1120 => 0.67581554984946
1121 => 0.73764286454961
1122 => 0.73621754483028
1123 => 0.72715038798044
1124 => 0.73402774653679
1125 => 0.70792073075675
1126 => 0.71464910316897
1127 => 0.68041822289709
1128 => 0.69589201038782
1129 => 0.70907879794547
1130 => 0.7117262407814
1201 => 0.71769106467252
1202 => 0.66672229759961
1203 => 0.68960577765096
1204 => 0.70304767828902
1205 => 0.64231668218577
1206 => 0.70184722176109
1207 => 0.66583504476014
1208 => 0.65361197100128
1209 => 0.67006872955008
1210 => 0.66365551473889
1211 => 0.65814180924083
1212 => 0.65506506683544
1213 => 0.66714909404751
1214 => 0.66658535973453
1215 => 0.64681354580696
1216 => 0.62102202054068
1217 => 0.629678502998
1218 => 0.6265335217663
1219 => 0.61513570407197
1220 => 0.62281645702019
1221 => 0.58899430817632
1222 => 0.53080505901275
1223 => 0.56924665939511
1224 => 0.5677666995968
1225 => 0.56702043675566
1226 => 0.59590823699521
1227 => 0.59313134155712
1228 => 0.58809124914556
1229 => 0.61504313882234
1230 => 0.60520533653624
1231 => 0.63552312510426
]
'min_raw' => 0.27215533801945
'max_raw' => 0.89526775975998
'avg_raw' => 0.58371154888971
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.272155'
'max' => '$0.895267'
'avg' => '$0.583711'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.14826321141284
'max_diff' => 0.59181723673325
'year' => 2029
]
4 => [
'items' => [
101 => 0.65549238148679
102 => 0.65042753213041
103 => 0.66920871427796
104 => 0.62987793087018
105 => 0.6429420394411
106 => 0.6456345341115
107 => 0.61471055668736
108 => 0.59358567599324
109 => 0.59217688729221
110 => 0.55554925535648
111 => 0.57511544068863
112 => 0.59233287407716
113 => 0.58408705961086
114 => 0.58147668108753
115 => 0.5948125388412
116 => 0.59584884920256
117 => 0.57222086314035
118 => 0.57713386964369
119 => 0.59762192348199
120 => 0.5766176232539
121 => 0.53580969894367
122 => 0.52568876950104
123 => 0.52433845094766
124 => 0.49688968759821
125 => 0.52636509840151
126 => 0.51349829169397
127 => 0.55414437991507
128 => 0.53092755231252
129 => 0.52992672127746
130 => 0.52841381837797
131 => 0.50478753386897
201 => 0.50996018864773
202 => 0.5271548809499
203 => 0.53329014087539
204 => 0.53265018300046
205 => 0.52707061757709
206 => 0.52962491405591
207 => 0.52139663512174
208 => 0.51849105857327
209 => 0.5093202597445
210 => 0.49584171896405
211 => 0.49771599272827
212 => 0.47101147659016
213 => 0.45646143888217
214 => 0.45243418021101
215 => 0.44704876160522
216 => 0.45304247757259
217 => 0.47093582605118
218 => 0.44935265150035
219 => 0.41234981261662
220 => 0.4145737462833
221 => 0.41957026494051
222 => 0.41025928547809
223 => 0.40144722482818
224 => 0.4091085966182
225 => 0.39343000598335
226 => 0.42146494771338
227 => 0.42070668110659
228 => 0.43115637371438
301 => 0.43769078095131
302 => 0.42263108780965
303 => 0.41884361571027
304 => 0.42100113194909
305 => 0.38534219444822
306 => 0.42824227776002
307 => 0.42861327946197
308 => 0.42543653764825
309 => 0.4482795076203
310 => 0.49648529916235
311 => 0.47834834131076
312 => 0.47132516303817
313 => 0.45797409600807
314 => 0.47576360011776
315 => 0.47439764376163
316 => 0.46822027109565
317 => 0.46448417683269
318 => 0.4713680450671
319 => 0.46363118937805
320 => 0.46224143750172
321 => 0.45382105319611
322 => 0.45081535910208
323 => 0.44859006285499
324 => 0.44614023034004
325 => 0.4515439504078
326 => 0.43929840981569
327 => 0.42453148830675
328 => 0.42330377856359
329 => 0.42669359310581
330 => 0.42519385251289
331 => 0.42329659838262
401 => 0.41967422356153
402 => 0.4185995423319
403 => 0.42209173496698
404 => 0.41814925308946
405 => 0.42396659985784
406 => 0.42238460342532
407 => 0.41354769995313
408 => 0.40253364638608
409 => 0.40243559820658
410 => 0.40006263843223
411 => 0.3970403173827
412 => 0.39619957680806
413 => 0.40846337725535
414 => 0.43384907715657
415 => 0.42886525683765
416 => 0.43246657778052
417 => 0.45018151246112
418 => 0.45581255748941
419 => 0.45181577510694
420 => 0.44634473287102
421 => 0.44658543096339
422 => 0.46528163848066
423 => 0.46644769801027
424 => 0.46939395425655
425 => 0.47318072614494
426 => 0.452460678734
427 => 0.44560951859365
428 => 0.44236305883127
429 => 0.43236521930116
430 => 0.4431470320844
501 => 0.43686493149886
502 => 0.43771260149496
503 => 0.43716055529797
504 => 0.43746200985073
505 => 0.42145711137581
506 => 0.42728845518737
507 => 0.41759271509292
508 => 0.40461120750434
509 => 0.404567688939
510 => 0.40774489453042
511 => 0.40585496832058
512 => 0.40076922548434
513 => 0.4014916312502
514 => 0.39516259659022
515 => 0.40226009064879
516 => 0.40246362138234
517 => 0.39973069956667
518 => 0.41066536842935
519 => 0.41514531118423
520 => 0.4133464435003
521 => 0.41501909783211
522 => 0.4290723570725
523 => 0.43136365151537
524 => 0.43238129315248
525 => 0.43101778817043
526 => 0.4152759656131
527 => 0.41597418238291
528 => 0.41085113100011
529 => 0.40652269243549
530 => 0.4066958072784
531 => 0.40892118735824
601 => 0.41863955268372
602 => 0.43909127958225
603 => 0.43986740766803
604 => 0.44080809754925
605 => 0.43698183904948
606 => 0.43582780287358
607 => 0.4373502744716
608 => 0.44503086779397
609 => 0.46478743907987
610 => 0.4578041472904
611 => 0.45212662236415
612 => 0.4571073423742
613 => 0.45634059956883
614 => 0.44986851866879
615 => 0.44968686891386
616 => 0.43726487641727
617 => 0.43267274862636
618 => 0.42883522292947
619 => 0.42464474504961
620 => 0.42216048929634
621 => 0.42597743520741
622 => 0.42685041589805
623 => 0.41850459695469
624 => 0.41736709267157
625 => 0.42418246857773
626 => 0.42118327574425
627 => 0.42426801994989
628 => 0.42498370706604
629 => 0.42486846495667
630 => 0.42173696318341
701 => 0.42373288903096
702 => 0.41901192938738
703 => 0.41387859484021
704 => 0.41060384721715
705 => 0.4077461955838
706 => 0.40933178679767
707 => 0.40367944363773
708 => 0.40187114530167
709 => 0.42305671426356
710 => 0.43870672183896
711 => 0.43847916453073
712 => 0.43709396793987
713 => 0.43503584678273
714 => 0.44488030341208
715 => 0.44145069156854
716 => 0.44394602073837
717 => 0.44458118674073
718 => 0.44650364293011
719 => 0.44719075577712
720 => 0.4451138235229
721 => 0.43814338520182
722 => 0.42077371563509
723 => 0.41268808756324
724 => 0.41001969562275
725 => 0.41011668660179
726 => 0.40744124241309
727 => 0.40822928063166
728 => 0.40716719488029
729 => 0.40515586141334
730 => 0.40920759262387
731 => 0.4096745169014
801 => 0.40872879442228
802 => 0.40895154630177
803 => 0.40112136809801
804 => 0.40171667954058
805 => 0.39840190977979
806 => 0.39778043040978
807 => 0.3894009811045
808 => 0.3745555720396
809 => 0.38278136974028
810 => 0.37284576284005
811 => 0.36908299795792
812 => 0.38689534167992
813 => 0.38510747640774
814 => 0.38204742822812
815 => 0.37752097920055
816 => 0.37584207522576
817 => 0.36564158615132
818 => 0.36503888683931
819 => 0.37009452466097
820 => 0.36776152176015
821 => 0.3644851021101
822 => 0.35261824226297
823 => 0.33927596281252
824 => 0.33967868236255
825 => 0.3439226132138
826 => 0.35626241453587
827 => 0.35144104067861
828 => 0.34794307862627
829 => 0.34728801548222
830 => 0.35548750219758
831 => 0.36709149374539
901 => 0.37253582695495
902 => 0.36714065809114
903 => 0.36094297859691
904 => 0.36132020263045
905 => 0.36382970512619
906 => 0.36409341835604
907 => 0.36005936613704
908 => 0.36119492820709
909 => 0.35946990558471
910 => 0.34888344493532
911 => 0.3486919694322
912 => 0.3460938812591
913 => 0.34601521218176
914 => 0.34159521607585
915 => 0.34097682806664
916 => 0.33220065752376
917 => 0.33797715955178
918 => 0.33410258527136
919 => 0.32826268791108
920 => 0.32725588740498
921 => 0.32722562176602
922 => 0.33322189057786
923 => 0.33790708965951
924 => 0.33416998514981
925 => 0.33331911889368
926 => 0.34240414446152
927 => 0.34124799214616
928 => 0.34024677169745
929 => 0.36605248357598
930 => 0.34562524897931
1001 => 0.33671780874938
1002 => 0.32569315998781
1003 => 0.32928284121568
1004 => 0.33003923979378
1005 => 0.30352694686452
1006 => 0.29277091292501
1007 => 0.28907984740956
1008 => 0.28695558702141
1009 => 0.28792363915508
1010 => 0.27824194705257
1011 => 0.28474820426586
1012 => 0.27636467727816
1013 => 0.27495915169631
1014 => 0.28994993647004
1015 => 0.29203581659641
1016 => 0.28313680394515
1017 => 0.28885141068654
1018 => 0.28677921484314
1019 => 0.27650838878618
1020 => 0.27611611877788
1021 => 0.2709625792995
1022 => 0.2628982879377
1023 => 0.25921269039153
1024 => 0.25729319918966
1025 => 0.25808521866969
1026 => 0.25768474938439
1027 => 0.25507141640996
1028 => 0.25783454257143
1029 => 0.25077589703143
1030 => 0.24796508750203
1031 => 0.24669551004788
1101 => 0.24043055585065
1102 => 0.25040088401622
1103 => 0.25236516426773
1104 => 0.25433331475812
1105 => 0.2714647210636
1106 => 0.27060888441743
1107 => 0.27834523088945
1108 => 0.27804461069177
1109 => 0.27583807935745
1110 => 0.26652908661472
1111 => 0.27023948520513
1112 => 0.25881945506781
1113 => 0.26737611813326
1114 => 0.26347121444498
1115 => 0.26605586626827
1116 => 0.26140842924133
1117 => 0.26398051278001
1118 => 0.25283096798535
1119 => 0.24241967993442
1120 => 0.24660948617056
1121 => 0.2511642847117
1122 => 0.26104024848999
1123 => 0.25515820593857
1124 => 0.25727361086472
1125 => 0.25018735847665
1126 => 0.23556639571214
1127 => 0.23564914877355
1128 => 0.23340003218722
1129 => 0.23145646708023
1130 => 0.25583382928308
1201 => 0.25280211894409
1202 => 0.24797148529934
1203 => 0.25443748039458
1204 => 0.2561471921269
1205 => 0.25619586521635
1206 => 0.26091328832635
1207 => 0.2634309778858
1208 => 0.26387473158295
1209 => 0.2712976987732
1210 => 0.27378577946407
1211 => 0.2840338317034
1212 => 0.2632173695168
1213 => 0.26278866817672
1214 => 0.25452847020567
1215 => 0.24928972206387
1216 => 0.25488717177289
1217 => 0.25984574808699
1218 => 0.25468254699373
1219 => 0.25535675205539
1220 => 0.24842557643671
1221 => 0.25090314557826
1222 => 0.25303716188757
1223 => 0.25185888351325
1224 => 0.25009494375758
1225 => 0.25943920137609
1226 => 0.25891196174082
1227 => 0.26761354925873
1228 => 0.27439705898545
1229 => 0.28655432111312
1230 => 0.27386758431048
1231 => 0.27340522919618
]
'min_raw' => 0.23145646708023
'max_raw' => 0.66920871427796
'avg_raw' => 0.4503325906791
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.231456'
'max' => '$0.6692087'
'avg' => '$0.450332'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.040698870939218
'max_diff' => -0.22605904548202
'year' => 2030
]
5 => [
'items' => [
101 => 0.27792482460256
102 => 0.27378508753756
103 => 0.27640125846377
104 => 0.28613281553106
105 => 0.28633842799711
106 => 0.28289415427415
107 => 0.28268456990509
108 => 0.28334608034981
109 => 0.28722056768644
110 => 0.28586670276005
111 => 0.28743342952853
112 => 0.28939264534309
113 => 0.29749679264239
114 => 0.29945067511979
115 => 0.29470375367162
116 => 0.29513234752936
117 => 0.29335686860184
118 => 0.29164177820454
119 => 0.29549705094884
120 => 0.3025426376646
121 => 0.30249880743531
122 => 0.30413324660673
123 => 0.30515148867011
124 => 0.30078044833537
125 => 0.29793506180506
126 => 0.29902616405743
127 => 0.30077086032008
128 => 0.29846038257388
129 => 0.28419904360692
130 => 0.28852502283164
131 => 0.28780496835907
201 => 0.28677952322851
202 => 0.29112932879077
203 => 0.29070977943287
204 => 0.27814264730637
205 => 0.27894715433115
206 => 0.27819157204316
207 => 0.28063301299325
208 => 0.27365324171413
209 => 0.27580017235011
210 => 0.27714670711877
211 => 0.27793982644208
212 => 0.28080511728489
213 => 0.28046890847555
214 => 0.28078421807324
215 => 0.28503268798438
216 => 0.30651999089613
217 => 0.30768949738455
218 => 0.30193041970865
219 => 0.30423105764739
220 => 0.29981433589922
221 => 0.30277931079823
222 => 0.30480787132193
223 => 0.29564119638506
224 => 0.29509840538653
225 => 0.29066345425658
226 => 0.29304654578534
227 => 0.28925487581274
228 => 0.29018521899703
301 => 0.2875838983479
302 => 0.29226575759857
303 => 0.2975008037282
304 => 0.29882338311878
305 => 0.29534424614839
306 => 0.29282512169553
307 => 0.28840236900749
308 => 0.29575750529517
309 => 0.29790837128941
310 => 0.29574620771176
311 => 0.29524518716661
312 => 0.29429575413887
313 => 0.2954466138717
314 => 0.29789665721128
315 => 0.29674126201753
316 => 0.29750442089845
317 => 0.29459604621042
318 => 0.3007818953316
319 => 0.3106065124417
320 => 0.31063810019219
321 => 0.30948269877043
322 => 0.30900993340212
323 => 0.31019544537647
324 => 0.3108385369903
325 => 0.31467226532963
326 => 0.3187860085802
327 => 0.33798305336381
328 => 0.33259260000679
329 => 0.34962536017611
330 => 0.36309606204295
331 => 0.36713533653041
401 => 0.3634193940645
402 => 0.35070735561987
403 => 0.3500836423678
404 => 0.36908079468826
405 => 0.36371322903303
406 => 0.3630747741778
407 => 0.35628269320457
408 => 0.36029765427534
409 => 0.35941952339324
410 => 0.35803335083621
411 => 0.36569361687462
412 => 0.38003295106187
413 => 0.37779803135536
414 => 0.37612976746939
415 => 0.36881992074541
416 => 0.37322208118662
417 => 0.37165455617134
418 => 0.37838963841296
419 => 0.37439992489336
420 => 0.36367256444405
421 => 0.36538093195344
422 => 0.36512271564116
423 => 0.37043678905061
424 => 0.36884163611651
425 => 0.36481123642948
426 => 0.3799839407765
427 => 0.37899870975122
428 => 0.3803955420899
429 => 0.38101047088386
430 => 0.39024582864685
501 => 0.39402925922386
502 => 0.39488816420311
503 => 0.39848213063025
504 => 0.39479874304438
505 => 0.40953491959871
506 => 0.4193336171276
507 => 0.43071530854377
508 => 0.44734701881305
509 => 0.45360069572622
510 => 0.45247102496634
511 => 0.46508099787742
512 => 0.48774083889468
513 => 0.45705122670558
514 => 0.4893674628609
515 => 0.47913651560302
516 => 0.45487912370145
517 => 0.45331723363885
518 => 0.4697446210687
519 => 0.50617898531067
520 => 0.4970525903032
521 => 0.50619391282346
522 => 0.49553007453364
523 => 0.49500052508066
524 => 0.50567599399986
525 => 0.53061980901907
526 => 0.51876993750837
527 => 0.50178024099007
528 => 0.51432516851022
529 => 0.50345759131403
530 => 0.47896989824768
531 => 0.49704561152093
601 => 0.48495889682179
602 => 0.48848644273609
603 => 0.51389091927057
604 => 0.51083418544203
605 => 0.51478988206209
606 => 0.50780818106629
607 => 0.50128617142303
608 => 0.48911235609307
609 => 0.48550828953572
610 => 0.48650432387144
611 => 0.48550779595057
612 => 0.4786966581566
613 => 0.47722579359848
614 => 0.47477428822824
615 => 0.47553411225138
616 => 0.47092456494212
617 => 0.47962373309575
618 => 0.48123837536187
619 => 0.48756890449367
620 => 0.48822616102885
621 => 0.50585659455145
622 => 0.4961460480346
623 => 0.50266072100635
624 => 0.50207798733728
625 => 0.4554048549388
626 => 0.46183600078278
627 => 0.47184084551126
628 => 0.46733367652233
629 => 0.46096159408709
630 => 0.45581579587119
701 => 0.44801938538922
702 => 0.45899268342579
703 => 0.47342140346374
704 => 0.48859209718003
705 => 0.50681869165693
706 => 0.50275072795063
707 => 0.48825136367444
708 => 0.48890179456408
709 => 0.4929225023887
710 => 0.48771532043599
711 => 0.48617962082186
712 => 0.49271152084399
713 => 0.49275650244957
714 => 0.48676501030402
715 => 0.48010656321572
716 => 0.4800786640793
717 => 0.47889385773291
718 => 0.4957408489506
719 => 0.5050049906974
720 => 0.50606710961876
721 => 0.50493350163147
722 => 0.50536978235448
723 => 0.49997918239346
724 => 0.5123004953716
725 => 0.52360775061191
726 => 0.52057716466324
727 => 0.51603388550299
728 => 0.51241494481788
729 => 0.51972465724941
730 => 0.51939916726139
731 => 0.52350899160162
801 => 0.52332254623005
802 => 0.52194056688275
803 => 0.52057721401807
804 => 0.52598275402009
805 => 0.52442604530983
806 => 0.52286691860096
807 => 0.51973985129597
808 => 0.5201648716778
809 => 0.51562237697876
810 => 0.51352081108057
811 => 0.48191830233342
812 => 0.47347307935442
813 => 0.47613011842198
814 => 0.47700488467301
815 => 0.4733295128097
816 => 0.47859905193612
817 => 0.47777779984509
818 => 0.48097281131488
819 => 0.47897670685983
820 => 0.47905862768293
821 => 0.4849287452709
822 => 0.48663286537996
823 => 0.48576613613856
824 => 0.48637316358949
825 => 0.50036185498606
826 => 0.49837311040264
827 => 0.49731662947985
828 => 0.49760928191558
829 => 0.50118369248833
830 => 0.50218433229312
831 => 0.49794455112652
901 => 0.49994405643457
902 => 0.50845769626125
903 => 0.5114369883703
904 => 0.52094545864106
905 => 0.51690609147046
906 => 0.52432052473181
907 => 0.54710996481065
908 => 0.56531574645493
909 => 0.5485729572691
910 => 0.58200555676651
911 => 0.6080376310968
912 => 0.60703847672532
913 => 0.6024991824331
914 => 0.57286235790657
915 => 0.54559011011709
916 => 0.5684045034338
917 => 0.56846266201419
918 => 0.5665028853952
919 => 0.55433088112857
920 => 0.56607932603107
921 => 0.56701187492334
922 => 0.56648989552843
923 => 0.55715764839598
924 => 0.5429090319123
925 => 0.54569317746684
926 => 0.55025366468021
927 => 0.541619710968
928 => 0.53886063960725
929 => 0.54399027820169
930 => 0.56051904255565
1001 => 0.55739437539915
1002 => 0.55731277771192
1003 => 0.57068142887253
1004 => 0.56111235977702
1005 => 0.54572829445835
1006 => 0.5418436150745
1007 => 0.5280556202954
1008 => 0.53757903740047
1009 => 0.53792176822787
1010 => 0.53270589000639
1011 => 0.54615153422968
1012 => 0.5460276302511
1013 => 0.55879226832108
1014 => 0.58319346213176
1015 => 0.57597682841212
1016 => 0.56758466856369
1017 => 0.56849712902857
1018 => 0.57850456818393
1019 => 0.57245384202298
1020 => 0.57462972533762
1021 => 0.57850127472393
1022 => 0.58083707659386
1023 => 0.56816104308544
1024 => 0.56520565330985
1025 => 0.55915996302986
1026 => 0.55758275528397
1027 => 0.56250684386955
1028 => 0.56120952049787
1029 => 0.53789296302895
1030 => 0.53545625304135
1031 => 0.53553098345785
1101 => 0.52940376033477
1102 => 0.52005827437004
1103 => 0.54461765349538
1104 => 0.54264519164333
1105 => 0.54046774641508
1106 => 0.54073447103121
1107 => 0.55139486511493
1108 => 0.54521129818357
1109 => 0.56165132433729
1110 => 0.55827174919251
1111 => 0.55480550069756
1112 => 0.55432635957105
1113 => 0.55299214962692
1114 => 0.54841664729085
1115 => 0.54289145327499
1116 => 0.5392432416016
1117 => 0.49742338608757
1118 => 0.50518490801607
1119 => 0.51411383150982
1120 => 0.51719606011945
1121 => 0.51192369479895
1122 => 0.54862483240915
1123 => 0.5553304839115
1124 => 0.53501862811207
1125 => 0.5312191092196
1126 => 0.54887392823519
1127 => 0.53822591415494
1128 => 0.54302071424329
1129 => 0.53265697906771
1130 => 0.55371528882898
1201 => 0.55355485979092
1202 => 0.54536270167028
1203 => 0.55228665761636
1204 => 0.55108344988055
1205 => 0.54183452353875
1206 => 0.55400849629103
1207 => 0.55401453442963
1208 => 0.5461297603514
1209 => 0.53692207042701
1210 => 0.53527595294446
1211 => 0.53403582454613
1212 => 0.54271571867855
1213 => 0.55049808461637
1214 => 0.5649791382145
1215 => 0.56862001915041
1216 => 0.58283061983047
1217 => 0.57436889902709
1218 => 0.5781198702616
1219 => 0.58219208014394
1220 => 0.58414444731209
1221 => 0.58096316978138
1222 => 0.6030380819541
1223 => 0.60490188089931
1224 => 0.60552679656384
1225 => 0.59808326038229
1226 => 0.60469486269285
1227 => 0.60160151292499
1228 => 0.60964954966363
1229 => 0.61091158458674
1230 => 0.60984268590506
1231 => 0.61024327570952
]
'min_raw' => 0.27365324171413
'max_raw' => 0.61091158458674
'avg_raw' => 0.44228241315043
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.273653'
'max' => '$0.610911'
'avg' => '$0.442282'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.042196774633898
'max_diff' => -0.058297129691224
'year' => 2031
]
6 => [
'items' => [
101 => 0.59140623245146
102 => 0.59042943238521
103 => 0.57711069417133
104 => 0.58253817844063
105 => 0.57239175674526
106 => 0.57560929158459
107 => 0.57702755028396
108 => 0.57628673242488
109 => 0.58284504025788
110 => 0.57726913882606
111 => 0.56255341818441
112 => 0.54783368825451
113 => 0.54764889403567
114 => 0.54377344896994
115 => 0.54097221201059
116 => 0.54151182962818
117 => 0.54341351249601
118 => 0.54086168274524
119 => 0.54140624500362
120 => 0.55044960689204
121 => 0.55226318862446
122 => 0.54609992928558
123 => 0.52135355368592
124 => 0.51528073104218
125 => 0.51964575552919
126 => 0.51755955496798
127 => 0.41771095472623
128 => 0.44116890227781
129 => 0.42723098639929
130 => 0.43365421928879
131 => 0.41942721638264
201 => 0.42621708787056
202 => 0.42496324653315
203 => 0.46268293202495
204 => 0.46209399101773
205 => 0.46237588591182
206 => 0.44892030814351
207 => 0.47035540888718
208 => 0.48091511029481
209 => 0.47896079060161
210 => 0.47945265076422
211 => 0.47100086355984
212 => 0.46245771768665
213 => 0.45298205413256
214 => 0.47058666578865
215 => 0.46862933349324
216 => 0.47311874955299
217 => 0.48453659861559
218 => 0.48621792026225
219 => 0.48847763360564
220 => 0.48766768722939
221 => 0.50696389588738
222 => 0.50462699769841
223 => 0.51025824996232
224 => 0.49867433681131
225 => 0.48556603952581
226 => 0.48805749829726
227 => 0.48781755078253
228 => 0.48476274352099
229 => 0.48200500011494
301 => 0.47741413433325
302 => 0.49194031298681
303 => 0.4913505766614
304 => 0.50089772227642
305 => 0.49921017155294
306 => 0.48794029480783
307 => 0.48834280066054
308 => 0.49104984595772
309 => 0.50041896063978
310 => 0.50320035177539
311 => 0.5019119005821
312 => 0.50496156898697
313 => 0.50737190254917
314 => 0.50526426977223
315 => 0.53510390528955
316 => 0.52271240821063
317 => 0.52875193766741
318 => 0.53019232985588
319 => 0.5265027955533
320 => 0.52730292343121
321 => 0.52851489914445
322 => 0.53587377834607
323 => 0.55518560667996
324 => 0.56373868398897
325 => 0.58947103907456
326 => 0.56302846998304
327 => 0.56145947736338
328 => 0.56609465155697
329 => 0.58120226803863
330 => 0.59344557221075
331 => 0.5975073825378
401 => 0.5980442178257
402 => 0.6056644440233
403 => 0.61003221557096
404 => 0.60473914813107
405 => 0.60025382768302
406 => 0.58418796657658
407 => 0.58604763374554
408 => 0.59885889639646
409 => 0.61695555947049
410 => 0.6324843790249
411 => 0.62704672765094
412 => 0.66853216925057
413 => 0.67264528133234
414 => 0.67207698223548
415 => 0.6814472636709
416 => 0.66284916324622
417 => 0.65489811499344
418 => 0.60122360487444
419 => 0.61630395286306
420 => 0.63822412430231
421 => 0.6353229074159
422 => 0.61940389298886
423 => 0.63247230302496
424 => 0.62815147798006
425 => 0.62474346399595
426 => 0.64035623673317
427 => 0.62318935177124
428 => 0.63805287149283
429 => 0.61899025370647
430 => 0.62707156638439
501 => 0.62248422245929
502 => 0.62545279618255
503 => 0.60809857485427
504 => 0.6174624914331
505 => 0.60770900513889
506 => 0.60770438071644
507 => 0.60748907196591
508 => 0.61896400533747
509 => 0.61933820250276
510 => 0.61085820940351
511 => 0.60963610991552
512 => 0.61415485225089
513 => 0.60886458843666
514 => 0.61133986957882
515 => 0.60893956218085
516 => 0.60839920242736
517 => 0.60409352397691
518 => 0.60223851931336
519 => 0.60296591443952
520 => 0.60048293987605
521 => 0.59898685788844
522 => 0.60719146360274
523 => 0.60280807374244
524 => 0.60651964623999
525 => 0.60228984094124
526 => 0.58762749293734
527 => 0.57919502154878
528 => 0.55149920536979
529 => 0.5593537044816
530 => 0.5645612455188
531 => 0.56284015323707
601 => 0.56653772543252
602 => 0.56676472633488
603 => 0.56556260792185
604 => 0.56417070880047
605 => 0.56349320928504
606 => 0.56854273560817
607 => 0.57147415559799
608 => 0.56508389192979
609 => 0.56358674256162
610 => 0.5700476519463
611 => 0.57398880293861
612 => 0.60308804752437
613 => 0.60093228149614
614 => 0.60634283117929
615 => 0.60573368631662
616 => 0.61140480435272
617 => 0.62067468554844
618 => 0.60182642517799
619 => 0.6050978314545
620 => 0.6042957581833
621 => 0.61305258384331
622 => 0.61307992169718
623 => 0.60782976727812
624 => 0.61067596116272
625 => 0.60908729381758
626 => 0.61195823043151
627 => 0.60090348992652
628 => 0.61436697057611
629 => 0.62199989653689
630 => 0.62210587972126
701 => 0.62572382604803
702 => 0.62939986905334
703 => 0.63645571348618
704 => 0.62920308538168
705 => 0.6161563134508
706 => 0.6170982482434
707 => 0.60944893063395
708 => 0.60957751704493
709 => 0.60889111270564
710 => 0.61095106379796
711 => 0.60135553335019
712 => 0.60360758516701
713 => 0.60045469943546
714 => 0.60509097769666
715 => 0.60010310869186
716 => 0.60429537139929
717 => 0.6061046130081
718 => 0.61278075349481
719 => 0.59911703731377
720 => 0.57125579506837
721 => 0.57711256597327
722 => 0.56844994176551
723 => 0.56925170061687
724 => 0.5708713810956
725 => 0.56562146673756
726 => 0.56662298495326
727 => 0.56658720367502
728 => 0.56627885994975
729 => 0.56491315446391
730 => 0.56293261131285
731 => 0.57082248564765
801 => 0.57216312904143
802 => 0.57514321323521
803 => 0.58400992238549
804 => 0.58312392904997
805 => 0.58456902093971
806 => 0.58141439345827
807 => 0.56939803473804
808 => 0.570050580829
809 => 0.56191332061846
810 => 0.57493512519657
811 => 0.57185138999305
812 => 0.56986328584646
813 => 0.56932081321041
814 => 0.57820950121765
815 => 0.58086913598253
816 => 0.57921183007851
817 => 0.57581264731802
818 => 0.58234008309633
819 => 0.5840865495402
820 => 0.58447751896978
821 => 0.59604288365729
822 => 0.58512389438064
823 => 0.58775220362495
824 => 0.60825752206509
825 => 0.5896620277804
826 => 0.59951247583201
827 => 0.59903034765914
828 => 0.60406950356136
829 => 0.59861698979322
830 => 0.59868458023615
831 => 0.60315900929533
901 => 0.59687548064925
902 => 0.59531959059102
903 => 0.59317013961907
904 => 0.59786338718023
905 => 0.60067677683582
906 => 0.62335063125286
907 => 0.63799897525966
908 => 0.63736305201406
909 => 0.64317420008036
910 => 0.64055622465247
911 => 0.63210209140882
912 => 0.64653226598402
913 => 0.64196595496428
914 => 0.64234239609668
915 => 0.64232838493893
916 => 0.64536458257322
917 => 0.6432131582859
918 => 0.63897248017642
919 => 0.64178764020965
920 => 0.65014765907023
921 => 0.67609741413017
922 => 0.69061924085024
923 => 0.67522318192748
924 => 0.68584317721095
925 => 0.6794749643321
926 => 0.67831767061409
927 => 0.6849878124636
928 => 0.69166962951344
929 => 0.69124402665365
930 => 0.68639337059057
1001 => 0.68365335806138
1002 => 0.70440165090396
1003 => 0.71968863963243
1004 => 0.71864616948642
1005 => 0.72324729368145
1006 => 0.73675633662547
1007 => 0.73799143421143
1008 => 0.73783584030399
1009 => 0.73477452206808
1010 => 0.74807592921737
1011 => 0.7591721970773
1012 => 0.73406591534645
1013 => 0.7436260587642
1014 => 0.74791791515301
1015 => 0.75421963366819
1016 => 0.76485168909396
1017 => 0.77640092129976
1018 => 0.77803410936455
1019 => 0.77687528427734
1020 => 0.76925825517758
1021 => 0.78189556286817
1022 => 0.78929820133199
1023 => 0.79370630313082
1024 => 0.80488451585446
1025 => 0.74794442019694
1026 => 0.70763939038417
1027 => 0.70134517796722
1028 => 0.71414470642477
1029 => 0.7175198400047
1030 => 0.71615932789069
1031 => 0.67079235246342
1101 => 0.70110633023051
1102 => 0.73372162143625
1103 => 0.73497450760142
1104 => 0.75130240433259
1105 => 0.75661943681136
1106 => 0.7697655338263
1107 => 0.76894324187872
1108 => 0.77214410730177
1109 => 0.77140828377227
1110 => 0.79575866025513
1111 => 0.82262074158162
1112 => 0.82169059312147
1113 => 0.81782885111307
1114 => 0.82356419652041
1115 => 0.85128874316493
1116 => 0.84873631118671
1117 => 0.85121578143791
1118 => 0.88390458441877
1119 => 0.9264046782219
1120 => 0.90665911771069
1121 => 0.94950130238803
1122 => 0.97646818667579
1123 => 1.0231046246236
1124 => 1.0172655129032
1125 => 1.0354207359623
1126 => 1.0068122842644
1127 => 0.94112149644392
1128 => 0.9307256778171
1129 => 0.95153836997205
1130 => 1.0027043427622
1201 => 0.94992697140465
1202 => 0.96060376489289
1203 => 0.95752884765001
1204 => 0.95736499837769
1205 => 0.96361845867885
1206 => 0.95454748835347
1207 => 0.91759072341149
1208 => 0.93452779099681
1209 => 0.92798757581733
1210 => 0.93524443216431
1211 => 0.97440669291374
1212 => 0.95709212392472
1213 => 0.93885263201616
1214 => 0.96172900253677
1215 => 0.99085848338329
1216 => 0.98903561282262
1217 => 0.98549848203415
1218 => 1.0054371030906
1219 => 1.0383698636081
1220 => 1.0472714564415
1221 => 1.053842430286
1222 => 1.0547484565616
1223 => 1.0640810902929
1224 => 1.013897166593
1225 => 1.0935403423194
1226 => 1.107292518669
1227 => 1.1047076794846
1228 => 1.1199926447171
1229 => 1.1154954202036
1230 => 1.1089796474763
1231 => 1.1332095685752
]
'min_raw' => 0.41771095472623
'max_raw' => 1.1332095685752
'avg_raw' => 0.77546026165074
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.41771'
'max' => '$1.13'
'avg' => '$0.77546'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.1440577130121
'max_diff' => 0.5222979839885
'year' => 2032
]
7 => [
'items' => [
101 => 1.1054319192891
102 => 1.0660050432363
103 => 1.0443746792585
104 => 1.0728592874161
105 => 1.0902538436422
106 => 1.101750538806
107 => 1.1052294318161
108 => 1.0177928017345
109 => 0.9706693075784
110 => 1.0008749270605
111 => 1.0377278675092
112 => 1.0136924466481
113 => 1.0146345896408
114 => 0.98036639589028
115 => 1.0407598422721
116 => 1.0319610251231
117 => 1.077609304057
118 => 1.0667149759391
119 => 1.1039393753537
120 => 1.0941369434623
121 => 1.1348262901967
122 => 1.1510583722291
123 => 1.1783145642833
124 => 1.1983643301111
125 => 1.2101379360961
126 => 1.2094310929544
127 => 1.2560839854541
128 => 1.2285744046749
129 => 1.194015887706
130 => 1.1933908331647
131 => 1.2112891788009
201 => 1.2487992010831
202 => 1.2585250041122
203 => 1.2639604011871
204 => 1.2556359013594
205 => 1.2257762230531
206 => 1.2128829653524
207 => 1.223868394467
208 => 1.2104341586485
209 => 1.233625418652
210 => 1.2654719720227
211 => 1.2588957846866
212 => 1.2808789929942
213 => 1.3036293008915
214 => 1.336163262965
215 => 1.3446688453802
216 => 1.358728249674
217 => 1.3731999949662
218 => 1.3778479295295
219 => 1.3867222787804
220 => 1.3866755065793
221 => 1.4134189553594
222 => 1.4429178075395
223 => 1.4540529413374
224 => 1.479657567511
225 => 1.4358105424819
226 => 1.4690690146448
227 => 1.4990689890493
228 => 1.4633017828105
301 => 1.5125985439205
302 => 1.5145126254455
303 => 1.5434129839713
304 => 1.5141169339667
305 => 1.4967210329902
306 => 1.5469423472934
307 => 1.5712428593281
308 => 1.5639233473391
309 => 1.508221499694
310 => 1.4758006352
311 => 1.3909489793013
312 => 1.491459431032
313 => 1.54041514014
314 => 1.5080947162343
315 => 1.5243952580855
316 => 1.6133257289576
317 => 1.6471846944441
318 => 1.6401422663149
319 => 1.6413323207405
320 => 1.6596020039334
321 => 1.7406198405086
322 => 1.692072074854
323 => 1.7291850226469
324 => 1.7488695963356
325 => 1.7671537254108
326 => 1.7222536831603
327 => 1.6638393879051
328 => 1.6453371285325
329 => 1.5048810870428
330 => 1.4975697401136
331 => 1.4934656595257
401 => 1.467590011953
402 => 1.4472588408973
403 => 1.4310907388258
404 => 1.3886608107862
405 => 1.4029796659559
406 => 1.335355216475
407 => 1.3786189427896
408 => 1.2706886885685
409 => 1.3605762114486
410 => 1.3116545194291
411 => 1.3445041198755
412 => 1.3443895107142
413 => 1.2839029813171
414 => 1.2490156134825
415 => 1.2712472021034
416 => 1.2950812298506
417 => 1.2989482206653
418 => 1.3298496597715
419 => 1.3384735872018
420 => 1.3123426844753
421 => 1.2684520739477
422 => 1.278646861735
423 => 1.2488090164334
424 => 1.1965193402384
425 => 1.2340746985718
426 => 1.2468977490994
427 => 1.2525611387254
428 => 1.2011402476975
429 => 1.1849826873347
430 => 1.1763805377726
501 => 1.2618142826319
502 => 1.2664945360311
503 => 1.2425496979198
504 => 1.3507826367255
505 => 1.326286189286
506 => 1.3536547228512
507 => 1.2777217916
508 => 1.2806225318311
509 => 1.2446746652975
510 => 1.264803068519
511 => 1.2505769618908
512 => 1.2631768924515
513 => 1.2707292388781
514 => 1.3066712067204
515 => 1.360986610987
516 => 1.3013026752838
517 => 1.2752975298082
518 => 1.2914309758028
519 => 1.334396468527
520 => 1.3994913893672
521 => 1.3609538860724
522 => 1.3780561756254
523 => 1.3817922650648
524 => 1.3533761368711
525 => 1.400539132546
526 => 1.4258141650797
527 => 1.4517411185282
528 => 1.4742527657508
529 => 1.441385323175
530 => 1.4765581980939
531 => 1.4482150697575
601 => 1.4227883535809
602 => 1.4228269154137
603 => 1.406876364931
604 => 1.3759701634723
605 => 1.3702705857371
606 => 1.3999205088929
607 => 1.4236969394057
608 => 1.4256552801041
609 => 1.4388191337131
610 => 1.4466093666805
611 => 1.5229642400684
612 => 1.5536748017856
613 => 1.5912270953323
614 => 1.6058558300001
615 => 1.6498830766583
616 => 1.6143274992636
617 => 1.6066348264392
618 => 1.499839127249
619 => 1.5173269170086
620 => 1.5453265557344
621 => 1.5003008309786
622 => 1.528859289843
623 => 1.5344973345736
624 => 1.4987708740808
625 => 1.5178539202792
626 => 1.4671750073049
627 => 1.3620912728004
628 => 1.4006561207823
629 => 1.4290528296845
630 => 1.3885272247921
701 => 1.4611678030042
702 => 1.4187326768186
703 => 1.4052827790631
704 => 1.3528099326839
705 => 1.3775750963098
706 => 1.4110703347168
707 => 1.3903741716207
708 => 1.4333218175896
709 => 1.4941471380005
710 => 1.5374948835357
711 => 1.5408225851868
712 => 1.5129528888811
713 => 1.5576142550731
714 => 1.5579395643679
715 => 1.5075613608563
716 => 1.4767049917124
717 => 1.4696943597206
718 => 1.4872082929515
719 => 1.5084734411444
720 => 1.5420026529136
721 => 1.5622636533653
722 => 1.6150935969391
723 => 1.629387864917
724 => 1.6450929316734
725 => 1.6660797441232
726 => 1.6912797933775
727 => 1.6361435202488
728 => 1.638334187167
729 => 1.5869920530433
730 => 1.5321256195252
731 => 1.5737624033679
801 => 1.628196959533
802 => 1.6157096122039
803 => 1.614304530536
804 => 1.6166674881643
805 => 1.6072524360767
806 => 1.564668504423
807 => 1.543283120536
808 => 1.5708757217435
809 => 1.5855399612799
810 => 1.6082829179448
811 => 1.6054793684903
812 => 1.6640627824438
813 => 1.6868265256356
814 => 1.6810025860117
815 => 1.6820743310634
816 => 1.7232870007742
817 => 1.7691239655245
818 => 1.8120563317334
819 => 1.8557289786291
820 => 1.8030798982239
821 => 1.776347942138
822 => 1.803928497279
823 => 1.7892938664967
824 => 1.8733887958849
825 => 1.8792113463376
826 => 1.9633001947052
827 => 2.0431105249199
828 => 1.9929830864626
829 => 2.0402510031384
830 => 2.0913751088331
831 => 2.1900018033052
901 => 2.156787802336
902 => 2.1313463981232
903 => 2.1073043940742
904 => 2.1573319879396
905 => 2.2216916882371
906 => 2.2355541512517
907 => 2.2580166372037
908 => 2.2344000798072
909 => 2.2628436219128
910 => 2.363261824271
911 => 2.3361279395778
912 => 2.2975934613239
913 => 2.376863987819
914 => 2.4055516832013
915 => 2.6068969532565
916 => 2.8611036738594
917 => 2.7558604223185
918 => 2.6905325399085
919 => 2.705886141873
920 => 2.7987138307966
921 => 2.8285271382753
922 => 2.7474842912848
923 => 2.7761099949226
924 => 2.9338404363841
925 => 3.0184577576297
926 => 2.9035360697557
927 => 2.5864716907716
928 => 2.294123853172
929 => 2.3716676642981
930 => 2.362876602581
1001 => 2.532338284658
1002 => 2.3354808054017
1003 => 2.3387953804832
1004 => 2.5117613506825
1005 => 2.4656169952208
1006 => 2.3908690490953
1007 => 2.2946695958997
1008 => 2.1168360092953
1009 => 1.9593238423833
1010 => 2.2682414745833
1011 => 2.2549203845526
1012 => 2.2356294721132
1013 => 2.2785593102524
1014 => 2.4870144184092
1015 => 2.4822088534628
1016 => 2.4516383010949
1017 => 2.4748257956295
1018 => 2.3868041691935
1019 => 2.4094893465412
1020 => 2.2940775437808
1021 => 2.3462484986512
1022 => 2.3907086735739
1023 => 2.3996347119338
1024 => 2.4197455321334
1025 => 2.2479007754214
1026 => 2.3250540260881
1027 => 2.3703743325728
1028 => 2.165615539108
1029 => 2.3663269095757
1030 => 2.2449093405271
1031 => 2.2036983939614
1101 => 2.2591835043828
1102 => 2.2375609028905
1103 => 2.2189710598492
1104 => 2.2085976080181
1105 => 2.2493397494435
1106 => 2.2474390798486
1107 => 2.1807770287678
1108 => 2.0938191006258
1109 => 2.1230050356069
1110 => 2.1124015118087
1111 => 2.073972973682
1112 => 2.0998691685
1113 => 1.9858354322859
1114 => 1.7896463160873
1115 => 1.9192548556832
1116 => 1.9142650678957
1117 => 1.9117489906244
1118 => 2.0091462260138
1119 => 1.9997837291677
1120 => 1.9827907057141
1121 => 2.0736608834802
1122 => 2.0404920462192
1123 => 2.1427105870967
1124 => 2.2100383291993
1125 => 2.1929618359778
1126 => 2.2562839028485
1127 => 2.1236774206016
1128 => 2.1677239747554
1129 => 2.1768019085206
1130 => 2.072539559592
1201 => 2.0013155494397
1202 => 1.9965657199757
1203 => 1.8730731016448
1204 => 1.9390418615595
1205 => 1.9970916403118
1206 => 1.9692903011343
1207 => 1.9604892276921
1208 => 2.0054520031884
1209 => 2.0089459959246
1210 => 1.9292825912626
1211 => 1.9458471357037
1212 => 2.0149240396498
1213 => 1.9441065749574
1214 => 1.8065198090272
1215 => 1.7723963887906
1216 => 1.7678436955116
1217 => 1.6752982734675
1218 => 1.7746766788983
1219 => 1.7312953417521
1220 => 1.8683364660088
1221 => 1.7900593107996
1222 => 1.7866849390891
1223 => 1.781584081336
1224 => 1.7019264135794
1225 => 1.7193663803092
1226 => 1.7773394859011
1227 => 1.79802494309
1228 => 1.7958672804343
1229 => 1.7770553860565
1230 => 1.7856673749702
1231 => 1.7579251580635
]
'min_raw' => 0.9706693075784
'max_raw' => 3.0184577576297
'avg_raw' => 1.9945635326041
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.970669'
'max' => '$3.01'
'avg' => '$1.99'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.55295835285217
'max_diff' => 1.8852481890545
'year' => 2033
]
8 => [
'items' => [
101 => 1.7481288038695
102 => 1.7172088153336
103 => 1.6717649740506
104 => 1.6780842189043
105 => 1.5880480782949
106 => 1.5389916103112
107 => 1.5254134265272
108 => 1.5072561116998
109 => 1.5274643435517
110 => 1.587793017221
111 => 1.5150238373337
112 => 1.3902661825815
113 => 1.3977643302088
114 => 1.4146104417074
115 => 1.383217824378
116 => 1.3535073466584
117 => 1.3793381965483
118 => 1.3264767335787
119 => 1.4209984969586
120 => 1.4184419481534
121 => 1.4536738163548
122 => 1.4757050265718
123 => 1.4249302197105
124 => 1.4121604930946
125 => 1.4194347097267
126 => 1.299208112315
127 => 1.443848738389
128 => 1.4450995965296
129 => 1.4343889897116
130 => 1.5114056578176
131 => 1.6739348496225
201 => 1.6127848299439
202 => 1.5891056940552
203 => 1.5440916394215
204 => 1.6040701945509
205 => 1.5994647773281
206 => 1.5786373340944
207 => 1.566040831441
208 => 1.5892502738097
209 => 1.563164924684
210 => 1.5584792792036
211 => 1.5300893656248
212 => 1.5199554581359
213 => 1.5124527164736
214 => 1.5041929351076
215 => 1.5224119545918
216 => 1.4811252595291
217 => 1.4313375526682
218 => 1.4271982435532
219 => 1.4386272399516
220 => 1.433570759834
221 => 1.4271740350717
222 => 1.4149609454563
223 => 1.4113375826588
224 => 1.423111753945
225 => 1.4098194010397
226 => 1.4294329918234
227 => 1.4240991803997
228 => 1.3943049433704
301 => 1.3571702927924
302 => 1.3568397165097
303 => 1.3488391169557
304 => 1.3386491505255
305 => 1.3358145349795
306 => 1.3771627944187
307 => 1.4627524540087
308 => 1.4459491558442
309 => 1.4580912608393
310 => 1.5178183999322
311 => 1.5368038613921
312 => 1.5233284305431
313 => 1.5048824296687
314 => 1.5056939600922
315 => 1.5687295290642
316 => 1.5726609801799
317 => 1.5825944888153
318 => 1.595361854621
319 => 1.5255027681475
320 => 1.5024036034016
321 => 1.4914579376521
322 => 1.4577495236495
323 => 1.4941011582103
324 => 1.4729206174839
325 => 1.4757785960582
326 => 1.4739173337624
327 => 1.4749337088339
328 => 1.4209720761994
329 => 1.4406328589915
330 => 1.4079429943281
331 => 1.3641749351533
401 => 1.3640282092719
402 => 1.3747403797487
403 => 1.3683683615818
404 => 1.3512214245342
405 => 1.3536570660106
406 => 1.3323182837754
407 => 1.3562479805251
408 => 1.3569341986033
409 => 1.3477199618953
410 => 1.3845869614
411 => 1.3996914011777
412 => 1.3936263931884
413 => 1.3992658640491
414 => 1.4466474087453
415 => 1.4543726679325
416 => 1.4578037177615
417 => 1.4532065655176
418 => 1.4001319117066
419 => 1.402485998294
420 => 1.3852132728768
421 => 1.3706196400543
422 => 1.3712033088337
423 => 1.3787063331439
424 => 1.4114724803533
425 => 1.4804269054857
426 => 1.4830436755145
427 => 1.4862152771259
428 => 1.473314779453
429 => 1.4694238659138
430 => 1.4745569852021
501 => 1.5004526418303
502 => 1.5670633012805
503 => 1.5435186454545
504 => 1.5243764737735
505 => 1.5411693190301
506 => 1.5385841921295
507 => 1.5167631195088
508 => 1.5161506746777
509 => 1.4742690596996
510 => 1.4587863802404
511 => 1.4458478944259
512 => 1.4317194056841
513 => 1.4233435639667
514 => 1.4362126635966
515 => 1.4391559789446
516 => 1.4110174676906
517 => 1.4071822925821
518 => 1.430160808284
519 => 1.420048820249
520 => 1.4304492507083
521 => 1.4328622397881
522 => 1.4324736929704
523 => 1.4219156161074
524 => 1.4286450194535
525 => 1.4127279744083
526 => 1.3954205785845
527 => 1.3843795383378
528 => 1.3747447663411
529 => 1.3800906978211
530 => 1.3610334282233
531 => 1.354936624132
601 => 1.4263652490162
602 => 1.4791303422053
603 => 1.478363116853
604 => 1.4736928298356
605 => 1.4667537306608
606 => 1.4999450035047
607 => 1.4883818277264
608 => 1.4967950042408
609 => 1.4989365107636
610 => 1.5054182060277
611 => 1.5077348549641
612 => 1.5007323328622
613 => 1.4772310134022
614 => 1.4186679597464
615 => 1.3914067001816
616 => 1.3824100304531
617 => 1.3827370423106
618 => 1.3737165954349
619 => 1.3763735213078
620 => 1.3727926250447
621 => 1.366011273834
622 => 1.3796719684932
623 => 1.3812462362945
624 => 1.3780576669279
625 => 1.3788086904416
626 => 1.352408697942
627 => 1.354415832034
628 => 1.3432398543556
629 => 1.3411444932694
630 => 1.3128925949021
701 => 1.2628402617665
702 => 1.2905741130212
703 => 1.2570755206751
704 => 1.2443890961672
705 => 1.304444656644
706 => 1.2984167440541
707 => 1.2880995779708
708 => 1.2728383390477
709 => 1.2671777970794
710 => 1.2327861359895
711 => 1.2307540931799
712 => 1.247799529069
713 => 1.2399336469038
714 => 1.2288869693014
715 => 1.1888770228091
716 => 1.1438925961137
717 => 1.1452503931936
718 => 1.1595591023604
719 => 1.2011636040552
720 => 1.1849080054778
721 => 1.1731143821985
722 => 1.1709057910733
723 => 1.198550933004
724 => 1.2376746006722
725 => 1.2560305501995
726 => 1.2378403616965
727 => 1.2169444525735
728 => 1.2182162897395
729 => 1.2266772526118
730 => 1.2275663801781
731 => 1.2139652914732
801 => 1.2177939182748
802 => 1.2119778840662
803 => 1.1762848928637
804 => 1.1756393198365
805 => 1.1668796841682
806 => 1.1666144458815
807 => 1.1517121204161
808 => 1.1496271820686
809 => 1.1200377103506
810 => 1.1395135902406
811 => 1.12645019254
812 => 1.1067605708612
813 => 1.1033660726623
814 => 1.1032640299475
815 => 1.1234808688927
816 => 1.1392773447067
817 => 1.1266774359359
818 => 1.1238086809478
819 => 1.154439478946
820 => 1.1505414306948
821 => 1.147165746049
822 => 1.2341715053447
823 => 1.165299657718
824 => 1.1352676010852
825 => 1.0980972280692
826 => 1.1102000889525
827 => 1.1127503395686
828 => 1.0233622929284
829 => 0.98709757353907
830 => 0.97465288845177
831 => 0.967490796242
901 => 0.97075465159789
902 => 0.93811215072014
903 => 0.96004845116712
904 => 0.9317828046089
905 => 0.92704397697904
906 => 0.97758645446683
907 => 0.98461914494439
908 => 0.95461550248147
909 => 0.97388269809115
910 => 0.96689614512903
911 => 0.93226733799182
912 => 0.93094477227144
913 => 0.91356925411141
914 => 0.88637993275427
915 => 0.87395368330717
916 => 0.86748198470547
917 => 0.87015233367942
918 => 0.86880212352417
919 => 0.85999108894377
920 => 0.86930716171249
921 => 0.84550844545547
922 => 0.83603160488264
923 => 0.83175113585693
924 => 0.81062840537583
925 => 0.84424406289214
926 => 0.85086677090174
927 => 0.85750252769199
928 => 0.91526226012749
929 => 0.91237674712232
930 => 0.93846037938722
1001 => 0.93744681740212
1002 => 0.93000734295335
1003 => 0.89862142398811
1004 => 0.91113129188744
1005 => 0.87262786295842
1006 => 0.90147724989072
1007 => 0.88831159447402
1008 => 0.89702592855087
1009 => 0.88135677014086
1010 => 0.89002872936866
1011 => 0.85243726065709
1012 => 0.81733487610047
1013 => 0.83146110034854
1014 => 0.84681792163589
1015 => 0.88011542303215
1016 => 0.86028370589895
1017 => 0.8674159413003
1018 => 0.84352414662758
1019 => 0.79422854986401
1020 => 0.79450755758821
1021 => 0.78692450398908
1022 => 0.78037163853549
1023 => 0.86256161717546
1024 => 0.8523399941003
1025 => 0.83605317550297
1026 => 0.85785372940793
1027 => 0.86361814188172
1028 => 0.86378224660104
1029 => 0.87968736797636
1030 => 0.88817593410552
1031 => 0.88967208067734
1101 => 0.9146991328143
1102 => 0.92308787057581
1103 => 0.95763989419686
1104 => 0.88745573857578
1105 => 0.88601034207672
1106 => 0.85816050790873
1107 => 0.84049770279093
1108 => 0.85936989528634
1109 => 0.87608808152609
1110 => 0.85867998855696
1111 => 0.86095311799383
1112 => 0.83758417547624
1113 => 0.84593747281533
1114 => 0.85313245779443
1115 => 0.84915980999064
1116 => 0.84321256395004
1117 => 0.87471738090611
1118 => 0.87293975566507
1119 => 0.90227776550718
1120 => 0.9251488421603
1121 => 0.96613790021669
1122 => 0.92336368132693
1123 => 0.92180481877847
1124 => 0.93704295023912
1125 => 0.92308553769728
1126 => 0.93190614063022
1127 => 0.96471676471821
1128 => 0.96541000150288
1129 => 0.95379739217443
1130 => 0.95309076384144
1201 => 0.95532109249099
1202 => 0.96838419705449
1203 => 0.96381954693134
1204 => 0.96910187561665
1205 => 0.9757075085235
1206 => 1.0030312069566
1207 => 1.0096188581449
1208 => 0.99361428106289
1209 => 0.99505931517774
1210 => 0.98907316401362
1211 => 0.98329061699534
1212 => 0.99628893821927
1213 => 1.0200436257386
1214 => 1.0198958490605
1215 => 1.0254064748398
1216 => 1.0288395490479
1217 => 1.014102281383
1218 => 1.0045088620375
1219 => 1.0081875894597
1220 => 1.01406995472
1221 => 1.0062800176863
1222 => 0.95819691766431
1223 => 0.97278225865067
1224 => 0.9703545447238
1225 => 0.96689718487185
1226 => 0.98156285801873
1227 => 0.98014831806657
1228 => 0.93777735469294
1229 => 0.94048980629586
1230 => 0.93794230785883
1231 => 0.94617379647802
]
'min_raw' => 0.78037163853549
'max_raw' => 1.7481288038695
'avg_raw' => 1.2642502212025
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.780371'
'max' => '$1.74'
'avg' => '$1.26'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.19029766904292
'max_diff' => -1.2703289537602
'year' => 2034
]
9 => [
'items' => [
101 => 0.9226410102984
102 => 0.92987953683152
103 => 0.93441947281612
104 => 0.93709352998848
105 => 0.94675405811322
106 => 0.94562050663917
107 => 0.94668359496201
108 => 0.96100760788613
109 => 1.0334535498487
110 => 1.0373966226267
111 => 1.0179794901564
112 => 1.0257362515923
113 => 1.0108449658527
114 => 1.0208415857326
115 => 1.0276810191679
116 => 0.99677493462141
117 => 0.9949448768734
118 => 0.9799921295004
119 => 0.98802688897175
120 => 0.97524300893318
121 => 0.9783797259335
122 => 0.96960919174653
123 => 0.98539440708715
124 => 1.0030447306124
125 => 1.0075038993673
126 => 0.99577374616608
127 => 0.9872803421936
128 => 0.97236872271914
129 => 0.99716707823228
130 => 1.0044188731005
131 => 0.99712898764102
201 => 0.99543976189292
202 => 0.99223868215262
203 => 0.9961188860923
204 => 1.0043793782683
205 => 1.0004838827054
206 => 1.0030569261545
207 => 0.99325113783755
208 => 1.0141071600318
209 => 1.0472315425514
210 => 1.0473380428576
211 => 1.0434425262965
212 => 1.0418485648498
213 => 1.0458456012412
214 => 1.0480138295164
215 => 1.0609395122748
216 => 1.0748092848565
217 => 1.1395334616393
218 => 1.1213591717967
219 => 1.1787863118969
220 => 1.2242037237353
221 => 1.2378224196829
222 => 1.2252938602203
223 => 1.182434335078
224 => 1.1803314423024
225 => 1.2443816676897
226 => 1.2262845453316
227 => 1.2241319502117
228 => 1.2012319750025
301 => 1.2147686965682
302 => 1.2118080169901
303 => 1.2071344394346
304 => 1.2329615612058
305 => 1.2813076275584
306 => 1.2737724397308
307 => 1.2681477715648
308 => 1.2435021129777
309 => 1.2583443042543
310 => 1.2530592842241
311 => 1.2757670842302
312 => 1.262315486546
313 => 1.2261474418307
314 => 1.2319073221631
315 => 1.2310367278381
316 => 1.2489534973548
317 => 1.2435753278675
318 => 1.2299865539292
319 => 1.2811423859595
320 => 1.2778206107712
321 => 1.2825301285247
322 => 1.2846034038865
323 => 1.3157410573765
324 => 1.3284971577176
325 => 1.331393015822
326 => 1.3435103245538
327 => 1.3310915261421
328 => 1.3807755742421
329 => 1.4138125670839
330 => 1.4521867343379
331 => 1.5082617066997
401 => 1.5293464150302
402 => 1.5255376511922
403 => 1.5680530552621
404 => 1.6444522913113
405 => 1.5409801211355
406 => 1.6499365675807
407 => 1.6154422145988
408 => 1.5336567242057
409 => 1.5283907028119
410 => 1.5837767864553
411 => 1.7066177892631
412 => 1.6758475113109
413 => 1.7066681184147
414 => 1.6707142430951
415 => 1.6689288301425
416 => 1.704921918941
417 => 1.7890217327998
418 => 1.7490690636699
419 => 1.6917871156757
420 => 1.7340832146688
421 => 1.6974424194018
422 => 1.6148804525525
423 => 1.6758239818592
424 => 1.6350727793836
425 => 1.6469661467191
426 => 1.732619113039
427 => 1.7223131215217
428 => 1.7356500288541
429 => 1.7121107365
430 => 1.6901213256356
501 => 1.649076457302
502 => 1.636925095276
503 => 1.6402832945798
504 => 1.6369234311192
505 => 1.6139592045084
506 => 1.6090000819582
507 => 1.6007346604438
508 => 1.603296460187
509 => 1.5877550496055
510 => 1.617084902392
511 => 1.622528781523
512 => 1.6438726024742
513 => 1.6460885887708
514 => 1.7055308263098
515 => 1.6727910407596
516 => 1.6947557155238
517 => 1.6927909882733
518 => 1.5354292637778
519 => 1.557112320999
520 => 1.5908443535171
521 => 1.5756481185904
522 => 1.5541641977754
523 => 1.5368147798223
524 => 1.5105286375543
525 => 1.5475258780159
526 => 1.5961733150049
527 => 1.6473223680533
528 => 1.7087746038724
529 => 1.6950591802205
530 => 1.64617356125
531 => 1.648366534406
601 => 1.6619226315536
602 => 1.6443662540462
603 => 1.6391885355781
604 => 1.6612112925454
605 => 1.6613629511691
606 => 1.6411622170877
607 => 1.6187127978516
608 => 1.6186187339653
609 => 1.6146240766479
610 => 1.6714248837577
611 => 1.7026595844588
612 => 1.7062405925569
613 => 1.7024185540818
614 => 1.7038895049996
615 => 1.6857147208713
616 => 1.7272568878237
617 => 1.7653800883138
618 => 1.7551622561991
619 => 1.7398442733087
620 => 1.7276427621225
621 => 1.7522879679332
622 => 1.7511905557136
623 => 1.7650471154155
624 => 1.764418501828
625 => 1.7597590619719
626 => 1.7551624226024
627 => 1.7733875781219
628 => 1.7681390260193
629 => 1.7628823214656
630 => 1.752339195722
701 => 1.7537721816133
702 => 1.7384568435887
703 => 1.7313712674363
704 => 1.6248212027785
705 => 1.5963475438782
706 => 1.605305936603
707 => 1.6082552720926
708 => 1.5958634992492
709 => 1.6136301183214
710 => 1.6108612095585
711 => 1.6216334137975
712 => 1.6149034082637
713 => 1.6151796100383
714 => 1.6349711213247
715 => 1.6407166812502
716 => 1.6377944430997
717 => 1.6398410785319
718 => 1.6870049282346
719 => 1.6802997370219
720 => 1.6767377378296
721 => 1.677724435949
722 => 1.6897758107524
723 => 1.6931495377167
724 => 1.6788548195014
725 => 1.6855962912485
726 => 1.7143006223275
727 => 1.7243455136807
728 => 1.7564039850588
729 => 1.7427849766235
730 => 1.7677832560233
731 => 1.844619444357
801 => 1.9060015082578
802 => 1.8495520255736
803 => 1.9622723689687
804 => 2.0500413250746
805 => 2.0466726063524
806 => 2.0313680587228
807 => 1.9314454356546
808 => 1.8394951481448
809 => 1.9164154680622
810 => 1.9166115537765
811 => 1.9100040300783
812 => 1.8689652678712
813 => 1.9085759701102
814 => 1.911720123809
815 => 1.9099602338356
816 => 1.8784959110719
817 => 1.8304557057905
818 => 1.8398426469105
819 => 1.8552186479534
820 => 1.8261086702093
821 => 1.8168062684843
822 => 1.8341012031454
823 => 1.8898290861662
824 => 1.8792940526908
825 => 1.8790189403913
826 => 1.9240922811487
827 => 1.8918294966022
828 => 1.8399610462991
829 => 1.8268635785368
830 => 1.780376391492
831 => 1.8124852571655
901 => 1.8136407980788
902 => 1.7960551004941
903 => 1.8413880287378
904 => 1.8409702778233
905 => 1.8840071462748
906 => 1.9662774748445
907 => 1.9419460904094
908 => 1.9136513375586
909 => 1.9167277617219
910 => 1.9504685415313
911 => 1.9300680958314
912 => 1.937404238342
913 => 1.9504574374009
914 => 1.9583327564859
915 => 1.9155946244998
916 => 1.9056303215327
917 => 1.8852468546571
918 => 1.8799291886247
919 => 1.8965310970799
920 => 1.892157080756
921 => 1.8135436793395
922 => 1.8053281414907
923 => 1.8055801003074
924 => 1.7849217397589
925 => 1.7534127813478
926 => 1.83621644275
927 => 1.8295661499029
928 => 1.8222247412915
929 => 1.8231240219569
930 => 1.8590662848951
1001 => 1.8382179572632
1002 => 1.8936466532464
1003 => 1.8822521796914
1004 => 1.8705654808849
1005 => 1.8689500231243
1006 => 1.8644516411461
1007 => 1.8490250155687
1008 => 1.8303964381875
1009 => 1.8180962378207
1010 => 1.677097675186
1011 => 1.7032661882601
1012 => 1.7333706772168
1013 => 1.7437626261685
1014 => 1.7259864783857
1015 => 1.8497269262301
1016 => 1.8723354984439
1017 => 1.8038526584876
1018 => 1.7910423152677
1019 => 1.8505667701989
1020 => 1.8146662473067
1021 => 1.8308322505668
1022 => 1.7958901938495
1023 => 1.8668897554538
1024 => 1.8663488577512
1025 => 1.8387284246893
1026 => 1.8620730255767
1027 => 1.8580163266901
1028 => 1.8268329257893
1029 => 1.8678783248832
1030 => 1.8678986828891
1031 => 1.841314616587
1101 => 1.8102702471465
1102 => 1.8047202471259
1103 => 1.8005390676479
1104 => 1.8298039367262
1105 => 1.856042726833
1106 => 1.904866610074
1107 => 1.9171420943476
1108 => 1.9650541266929
1109 => 1.9365248442258
1110 => 1.9491715056274
1111 => 1.9629012455583
1112 => 1.9694837877756
1113 => 1.9587578884712
1114 => 2.0331849960826
1115 => 2.0394689243527
1116 => 2.0415758711459
1117 => 2.0164794692187
1118 => 2.038770948016
1119 => 2.0283415033029
1120 => 2.0554760210632
1121 => 2.059731059919
1122 => 2.0561271933856
1123 => 2.0574778098796
1124 => 1.9939674033747
1125 => 1.9906740537533
1126 => 1.9457689979806
1127 => 1.9640681401294
1128 => 1.9298587709829
1129 => 1.9407069143348
1130 => 1.9454886725594
1201 => 1.9429909534253
1202 => 1.9651027461707
1203 => 1.9463032051963
1204 => 1.8966881256341
1205 => 1.8470595284768
1206 => 1.846436481866
1207 => 1.833370148252
1208 => 1.8239255822674
1209 => 1.82574494074
1210 => 1.8321565973002
1211 => 1.8235529251324
1212 => 1.8253889548066
1213 => 1.8558792808008
1214 => 1.8619938982319
1215 => 1.8412140390658
1216 => 1.7577799059948
1217 => 1.7373049604605
1218 => 1.7520219452747
1219 => 1.7449881744287
1220 => 1.408341647507
1221 => 1.4874317554588
1222 => 1.4404390989601
1223 => 1.4620954771029
1224 => 1.4141281435072
1225 => 1.4370206692824
1226 => 1.4327932556729
1227 => 1.5599678088129
1228 => 1.5579821530885
1229 => 1.5589325814052
1230 => 1.5135661615209
1231 => 1.5858361002291
]
'min_raw' => 0.9226410102984
'max_raw' => 2.059731059919
'avg_raw' => 1.4911860351087
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.922641'
'max' => '$2.05'
'avg' => '$1.49'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.14226937176291
'max_diff' => 0.31160225604948
'year' => 2035
]
10 => [
'items' => [
101 => 1.6214388707797
102 => 1.6148497454879
103 => 1.6165080863667
104 => 1.5880122957222
105 => 1.5592084829473
106 => 1.527260621705
107 => 1.5866157990182
108 => 1.5800165165277
109 => 1.5951528962141
110 => 1.6336489714975
111 => 1.6393176648153
112 => 1.6469364461207
113 => 1.6442056553645
114 => 1.7092641700732
115 => 1.7013851546721
116 => 1.7203713148413
117 => 1.6813153428897
118 => 1.6371198033996
119 => 1.6455199305956
120 => 1.6447109307971
121 => 1.634411434835
122 => 1.625113510402
123 => 1.609635085895
124 => 1.6586111114109
125 => 1.6566227742157
126 => 1.6888116422171
127 => 1.6831219471319
128 => 1.6451247708481
129 => 1.6464818474326
130 => 1.6556088396519
131 => 1.6871974639331
201 => 1.6965751183374
202 => 1.6922310151824
203 => 1.7025131851305
204 => 1.7106397930196
205 => 1.7035337619619
206 => 1.8041401764453
207 => 1.7623613788971
208 => 1.7827240741271
209 => 1.7875804569555
210 => 1.7751409344593
211 => 1.7778386214628
212 => 1.7819248821974
213 => 1.8067358572062
214 => 1.8718470347427
215 => 1.9006843320469
216 => 1.9874427637936
217 => 1.8982897959403
218 => 1.8929998277796
219 => 1.9086276411908
220 => 1.9595640249388
221 => 2.0008431797553
222 => 2.0145378568595
223 => 2.0163478345133
224 => 2.0420399591657
225 => 2.0567662058867
226 => 2.0389202594629
227 => 2.0237976884172
228 => 1.9696305160143
229 => 1.9759005137122
301 => 2.0190945801936
302 => 2.0801087432164
303 => 2.1324652425316
304 => 2.1141318212796
305 => 2.2540028840538
306 => 2.2678705286058
307 => 2.2659544685234
308 => 2.2975470265951
309 => 2.2348422325353
310 => 2.2080347182267
311 => 2.0270673599258
312 => 2.0779118060457
313 => 2.1518171944706
314 => 2.1420355391816
315 => 2.0883634706107
316 => 2.1324245274547
317 => 2.1178565641455
318 => 2.1063662070581
319 => 2.1590057603906
320 => 2.1011264091878
321 => 2.151239803667
322 => 2.0869688568908
323 => 2.1142155668036
324 => 2.098749016482
325 => 2.1087577700492
326 => 2.0502468012079
327 => 2.0818178997212
328 => 2.0489333397136
329 => 2.0489177481504
330 => 2.0481918196656
331 => 2.0868803586821
401 => 2.0881419905505
402 => 2.0595511017622
403 => 2.0554307080141
404 => 2.0706659632864
405 => 2.0528294694823
406 => 2.0611750526717
407 => 2.0530822486953
408 => 2.0512603880597
409 => 2.0367434925511
410 => 2.0304892148157
411 => 2.0329416782686
412 => 2.0245701561722
413 => 2.0195260112978
414 => 2.0471884122909
415 => 2.0324095073384
416 => 2.0449233331475
417 => 2.0306622492672
418 => 1.9812271192797
419 => 1.9527964532568
420 => 1.8594180753492
421 => 1.8859000674883
422 => 1.9034576556741
423 => 1.8976548728834
424 => 1.9101214956966
425 => 1.9108868450876
426 => 1.9068338189289
427 => 1.9021409338618
428 => 1.899856696944
429 => 1.9168815274891
430 => 1.92676501465
501 => 1.9052197945387
502 => 1.9001720509163
503 => 1.9219554579931
504 => 1.935243323726
505 => 2.0333534584913
506 => 2.0260851428163
507 => 2.0443271888256
508 => 2.0422734143919
509 => 2.0613939847955
510 => 2.0926480364493
511 => 2.0290998106668
512 => 2.0401295853303
513 => 2.0374253392975
514 => 2.0669495883923
515 => 2.0670417598753
516 => 2.0493404976973
517 => 2.0589366390942
518 => 2.0535803362228
519 => 2.0632598994591
520 => 2.0259880700292
521 => 2.0713811350295
522 => 2.0971160778201
523 => 2.0974734075257
524 => 2.1096715661634
525 => 2.1220656018089
526 => 2.1458548739375
527 => 2.1214021319209
528 => 2.0774140294594
529 => 2.0805898283764
530 => 2.0547996199979
531 => 2.0552331580601
601 => 2.052918897907
602 => 2.059864166836
603 => 2.0275121659927
604 => 2.0351051159264
605 => 2.024474941555
606 => 2.0401064774073
607 => 2.0232895288157
608 => 2.0374240352282
609 => 2.0435240196295
610 => 2.0660330933937
611 => 2.0199649203192
612 => 1.926028796879
613 => 1.9457753088915
614 => 1.9165686665699
615 => 1.9192718525143
616 => 1.9247327183309
617 => 1.9070322655354
618 => 1.9104089541234
619 => 1.9102883150456
620 => 1.909248712648
621 => 1.904644141252
622 => 1.8979666017411
623 => 1.9245678639143
624 => 1.9290879367172
625 => 1.9391354986393
626 => 1.9690302275934
627 => 1.9660430392046
628 => 1.9709152674039
629 => 1.9602792206012
630 => 1.9197652282206
701 => 1.9219653329256
702 => 1.8945299920004
703 => 1.9384339152888
704 => 1.9280368867507
705 => 1.9213338548154
706 => 1.9195048704487
707 => 1.9494737026535
708 => 1.9584408469531
709 => 1.9528531243883
710 => 1.9413925423879
711 => 1.9634002478455
712 => 1.9692885813954
713 => 1.9706067621239
714 => 2.0096001966358
715 => 1.9727860619501
716 => 1.9816475900699
717 => 2.0507827028265
718 => 1.9880866955497
719 => 2.021298168892
720 => 2.0196726400961
721 => 2.036662506043
722 => 2.0182789751914
723 => 2.0185068610888
724 => 2.0335927110565
725 => 2.0124073555242
726 => 2.0071615635641
727 => 1.9999145395423
728 => 2.0157381513669
729 => 2.0252236910153
730 => 2.1016701742203
731 => 2.1510580887539
801 => 2.1489140291327
802 => 2.1685067205596
803 => 2.1596800336233
804 => 2.1311763331436
805 => 2.1798286742064
806 => 2.1644330377937
807 => 2.1657022353539
808 => 2.1656549957573
809 => 2.1758917480619
810 => 2.1686380708695
811 => 2.1543403285487
812 => 2.163831837149
813 => 2.1920182244153
814 => 2.2795096353539
815 => 2.3284709880222
816 => 2.2765621004456
817 => 2.3123681560082
818 => 2.2908972816728
819 => 2.2869953851028
820 => 2.3094842340429
821 => 2.332012446736
822 => 2.3305774969796
823 => 2.3142231714009
824 => 2.3049850278572
825 => 2.3749393457755
826 => 2.426480495577
827 => 2.4229657346968
828 => 2.4384787461605
829 => 2.4840254276176
830 => 2.4881896453604
831 => 2.4876650496382
901 => 2.4773436014714
902 => 2.5221902243499
903 => 2.5596020661563
904 => 2.4749544844361
905 => 2.507187175437
906 => 2.5216574688997
907 => 2.5429041528455
908 => 2.5787508700199
909 => 2.6176899127434
910 => 2.6231963203294
911 => 2.6192892606413
912 => 2.5936079152275
913 => 2.636215480415
914 => 2.6611739928314
915 => 2.67603621581
916 => 2.7137243404457
917 => 2.5217468325058
918 => 2.3858556104848
919 => 2.3646342338731
920 => 2.4077887377023
921 => 2.4191682362113
922 => 2.414581174631
923 => 2.2616232495569
924 => 2.363828942053
925 => 2.4737936734801
926 => 2.4780178666596
927 => 2.5330685104661
928 => 2.5509952566917
929 => 2.5953182406087
930 => 2.5925458258969
1001 => 2.6033377671479
1002 => 2.6008568867447
1003 => 2.6829558811456
1004 => 2.7735232637885
1005 => 2.7703872033142
1006 => 2.7573670705147
1007 => 2.7767041879846
1008 => 2.8701794326626
1009 => 2.8615737300429
1010 => 2.8699334371059
1011 => 2.9801460186153
1012 => 3.1234380521343
1013 => 3.0568645162798
1014 => 3.2013099330652
1015 => 3.2922306662091
1016 => 3.4494686728022
1017 => 3.4297816999633
1018 => 3.4909933020642
1019 => 3.3945379097863
1020 => 3.1730568322653
1021 => 3.1380066039521
1022 => 3.2081780486483
1023 => 3.3806876982044
1024 => 3.202745105874
1025 => 3.2387426605495
1026 => 3.2283753623813
1027 => 3.2278229331201
1028 => 3.2489069111281
1029 => 3.2183235013611
1030 => 3.0937211881203
1031 => 3.1508256939925
1101 => 3.1287749018917
1102 => 3.153241899723
1103 => 3.2852801960615
1104 => 3.2269029178504
1105 => 3.16540719744
1106 => 3.2425364778274
1107 => 3.3407485562569
1108 => 3.3346026208928
1109 => 3.3226769374849
1110 => 3.3899013904469
1111 => 3.5009364918236
1112 => 3.5309488335505
1113 => 3.553103330638
1114 => 3.5561580614831
1115 => 3.587623687692
1116 => 3.418425085208
1117 => 3.6869476126783
1118 => 3.7333140353873
1119 => 3.7245990696094
1120 => 3.7761333970531
1121 => 3.7609706906194
1122 => 3.7390023079528
1123 => 3.8206951786169
1124 => 3.7270408946753
1125 => 3.5941104293666
1126 => 3.5211821470317
1127 => 3.617219992167
1128 => 3.6758669529322
1129 => 3.7146288633507
1130 => 3.7263581940227
1201 => 3.4315594910722
1202 => 3.2726793404675
1203 => 3.3745196954405
1204 => 3.4987719571534
1205 => 3.4177348576206
1206 => 3.4209113584987
1207 => 3.30537375074
1208 => 3.5089944717522
1209 => 3.4793286454206
1210 => 3.6332350049071
1211 => 3.5965040170399
1212 => 3.7220086785907
1213 => 3.6889590950852
1214 => 3.8261460684394
1215 => 3.8808736662995
1216 => 3.972769820777
1217 => 4.0403690060952
1218 => 4.0800645406805
1219 => 4.0776813696782
1220 => 4.2349748539418
1221 => 4.1422243816873
1222 => 4.0257079289278
1223 => 4.0236005139021
1224 => 4.0839460358371
1225 => 4.2104136948276
1226 => 4.2432049187742
1227 => 4.2615307394993
1228 => 4.2334641071324
1229 => 4.1327901169864
1230 => 4.0893195984701
1231 => 4.1263577397081
]
'min_raw' => 1.527260621705
'max_raw' => 4.2615307394993
'avg_raw' => 2.8943956806021
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$1.52'
'max' => '$4.26'
'avg' => '$2.89'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.6046196114066
'max_diff' => 2.2017996795803
'year' => 2036
]
11 => [
'items' => [
101 => 4.0810632756977
102 => 4.1592542279617
103 => 4.2666271061063
104 => 4.2444550313678
105 => 4.3185729529953
106 => 4.395277204447
107 => 4.5049677290265
108 => 4.53364489398
109 => 4.5810471571531
110 => 4.6298396567905
111 => 4.6455104926793
112 => 4.6754309807659
113 => 4.6752732850245
114 => 4.7654406897544
115 => 4.8648981294235
116 => 4.9024410104536
117 => 4.9887687952558
118 => 4.8409354890685
119 => 4.9530687499982
120 => 5.0542157582343
121 => 4.9336241252135
122 => 5.0998315970858
123 => 5.1062850565844
124 => 5.2037246331128
125 => 5.1049509551371
126 => 5.0462994604519
127 => 5.2156241279653
128 => 5.297555000898
129 => 5.2728767551951
130 => 5.0850740868809
131 => 4.9757648786866
201 => 4.6896815966707
202 => 5.0285596020966
203 => 5.1936171933327
204 => 5.0846466275946
205 => 5.1396050425136
206 => 5.4394403339859
207 => 5.5535982000812
208 => 5.5298541619571
209 => 5.5338665135399
210 => 5.5954640259731
211 => 5.8686213184713
212 => 5.7049391370699
213 => 5.8300680316969
214 => 5.8964359462213
215 => 5.9580821639557
216 => 5.8066985366874
217 => 5.6097506618785
218 => 5.5473690026171
219 => 5.073811652407
220 => 5.0491609357732
221 => 5.0353237415336
222 => 4.9480821891623
223 => 4.8795342264708
224 => 4.8250223415158
225 => 4.6819668767672
226 => 4.7302438966827
227 => 4.5022433438694
228 => 4.6481100177159
301 => 4.28421563016
302 => 4.5872776892966
303 => 4.4223347890495
304 => 4.5330895104404
305 => 4.5327030976512
306 => 4.3287685407542
307 => 4.2111433443416
308 => 4.2860986975368
309 => 4.3664567861254
310 => 4.3794946156419
311 => 4.4836809750577
312 => 4.5127571484924
313 => 4.4246549855486
314 => 4.2766747278104
315 => 4.3110471666127
316 => 4.2104467879664
317 => 4.0341484939264
318 => 4.1607690065788
319 => 4.2040028167093
320 => 4.2230973302387
321 => 4.0497282060463
322 => 3.9952518631982
323 => 3.9662491153667
324 => 4.2542949509534
325 => 4.2700747520535
326 => 4.1893430585861
327 => 4.554257968352
328 => 4.4716664855223
329 => 4.5639414072477
330 => 4.3079282280662
331 => 4.3177082762784
401 => 4.1965075344607
402 => 4.2643718512421
403 => 4.21640753951
404 => 4.2588890850944
405 => 4.2843523483597
406 => 4.4055332023283
407 => 4.5886613799935
408 => 4.3874328237708
409 => 4.2997546601785
410 => 4.3541496997504
411 => 4.4990108582249
412 => 4.7184829286201
413 => 4.5885510456591
414 => 4.6462126089307
415 => 4.6588090953212
416 => 4.5630021351655
417 => 4.7220154678986
418 => 4.8072320047323
419 => 4.894646538446
420 => 4.97054612877
421 => 4.859731251394
422 => 4.978319054875
423 => 4.8827582188346
424 => 4.7970302700087
425 => 4.7971602839201
426 => 4.7433818893361
427 => 4.6391794733159
428 => 4.6199629490498
429 => 4.7199297350612
430 => 4.8000936305524
501 => 4.8066963129442
502 => 4.8510791644578
503 => 4.8773444788038
504 => 5.1347802653582
505 => 5.2383230683309
506 => 5.364933247841
507 => 5.4142550481189
508 => 5.5626959841113
509 => 5.4428178725141
510 => 5.4168814890013
511 => 5.0568123329438
512 => 5.1157736370767
513 => 5.2101763739133
514 => 5.0583689993035
515 => 5.1546558372524
516 => 5.1736648986976
517 => 5.0532106428041
518 => 5.117550465398
519 => 4.9466829720165
520 => 4.5923858244222
521 => 4.7224099019051
522 => 4.8181513885638
523 => 4.6815164822617
524 => 4.926429263307
525 => 4.7833562726463
526 => 4.7380090033216
527 => 4.561093138217
528 => 4.6445906164303
529 => 4.7575221512824
530 => 4.6877435924438
531 => 4.8325445793371
601 => 5.0376213937906
602 => 5.1837713443056
603 => 5.194990922755
604 => 5.10102629586
605 => 5.2516052101334
606 => 5.2527020131331
607 => 5.0828483826999
608 => 4.9788139798085
609 => 4.9551771445813
610 => 5.0142265932533
611 => 5.0859235250707
612 => 5.1989696034856
613 => 5.2672809810864
614 => 5.4454008243142
615 => 5.4935949467955
616 => 5.5465456758576
617 => 5.6173041792845
618 => 5.7022679047565
619 => 5.5163721104114
620 => 5.5237580968739
621 => 5.3506545070822
622 => 5.1656684958239
623 => 5.3060498195371
624 => 5.4895797261472
625 => 5.4474777627883
626 => 5.4427404318454
627 => 5.4507073084654
628 => 5.4189638030144
629 => 5.2753891043286
630 => 5.2032867894738
701 => 5.2963171708988
702 => 5.3457586783203
703 => 5.4224381445785
704 => 5.412985781855
705 => 5.6105038521625
706 => 5.6872534016477
707 => 5.667617582591
708 => 5.6712310458598
709 => 5.8101824391663
710 => 5.9647249660567
711 => 6.1094744361721
712 => 6.2567198143078
713 => 6.0792097638802
714 => 5.989081107571
715 => 6.0820708748417
716 => 6.0327291954021
717 => 6.3162611211549
718 => 6.3358922565235
719 => 6.6194036796909
720 => 6.888489780189
721 => 6.7194816216444
722 => 6.8788487028573
723 => 7.0512171945779
724 => 7.3837439808868
725 => 7.2717606576914
726 => 7.185983187126
727 => 7.1049238919156
728 => 7.2735954174479
729 => 7.4905886404517
730 => 7.5373269023515
731 => 7.6130607420194
801 => 7.533435869902
802 => 7.6293352579755
803 => 7.9679022382013
804 => 7.8764184515309
805 => 7.7464967677063
806 => 8.0137628822762
807 => 8.1104854501683
808 => 8.7893350856373
809 => 9.6464107922966
810 => 9.2915758218771
811 => 9.0713183052848
812 => 9.1230840462622
813 => 9.4360590804905
814 => 9.5365767281536
815 => 9.2633351112943
816 => 9.359848669692
817 => 9.891647865467
818 => 10.176941071839
819 => 9.7894745775962
820 => 8.7204698871232
821 => 7.7347987415818
822 => 7.9962431147296
823 => 7.9666034363781
824 => 8.5379553289375
825 => 7.8742365934745
826 => 7.8854119147781
827 => 8.4685787594035
828 => 8.3129998432682
829 => 8.0609819241711
830 => 7.736638751291
831 => 7.1370603981097
901 => 6.6059971302177
902 => 7.6475344951203
903 => 7.6026215100329
904 => 7.5375808518948
905 => 7.6823217984467
906 => 8.3851427494684
907 => 8.3689404517379
908 => 8.2658697000616
909 => 8.3440479567842
910 => 8.0472768977814
911 => 8.1237615570378
912 => 7.7346426062364
913 => 7.9105406230415
914 => 8.0604412069038
915 => 8.0905359684302
916 => 8.1583410028258
917 => 7.5789544077536
918 => 7.8390819790443
919 => 7.9918825565203
920 => 7.3015239885512
921 => 7.9782363873036
922 => 7.5688685761522
923 => 7.4299229925493
924 => 7.616994916182
925 => 7.5440928056089
926 => 7.4814158518938
927 => 7.4464410347939
928 => 7.583806009135
929 => 7.5773977688953
930 => 7.3526420094807
1001 => 7.0594572835411
1002 => 7.157859701027
1003 => 7.1221091802268
1004 => 6.9925446809379
1005 => 7.0798555097813
1006 => 6.6953828065541
1007 => 6.0339175038039
1008 => 6.4709017440309
1009 => 6.4540783261295
1010 => 6.4455951959424
1011 => 6.7739767751157
1012 => 6.7424104633302
1013 => 6.6851172983413
1014 => 6.991492447033
1015 => 6.8796613964333
1016 => 7.2242983436724
1017 => 7.4512985268443
1018 => 7.3937239377052
1019 => 7.6072187071655
1020 => 7.160126693981
1021 => 7.3086327265427
1022 => 7.3392396140332
1023 => 6.9877118252556
1024 => 6.7475751023255
1025 => 6.7315607206651
1026 => 6.3151967359831
1027 => 6.5376150158276
1028 => 6.7333338977969
1029 => 6.6395997417324
1030 => 6.6099263081506
1031 => 6.7615214449373
1101 => 6.7733016853902
1102 => 6.5047109546508
1103 => 6.5605594727338
1104 => 6.7934570771834
1105 => 6.5546910506553
1106 => 6.0908076633204
1107 => 5.9757581695717
1108 => 5.9604084463228
1109 => 5.648385094586
1110 => 5.9834463268746
1111 => 5.8371831198979
1112 => 6.2992268382351
1113 => 6.035309944311
1114 => 6.023933014498
1115 => 6.0067351164528
1116 => 5.7381637280906
1117 => 5.7969637935398
1118 => 5.9924241665956
1119 => 6.0621666297207
1120 => 6.0548919194336
1121 => 5.9914663041346
1122 => 6.0205022260268
1123 => 5.9269674048263
1124 => 5.8939383127015
1125 => 5.789689412588
1126 => 5.6364723289148
1127 => 5.6577781041346
1128 => 5.3542149699473
1129 => 5.1888176631271
1130 => 5.1430378685008
1201 => 5.0818192138571
1202 => 5.1499526784394
1203 => 5.3533550137288
1204 => 5.1080086431571
1205 => 4.6873794998587
1206 => 4.7126600280881
1207 => 4.7694578691634
1208 => 4.6636154680749
1209 => 4.563444518124
1210 => 4.6505350319803
1211 => 4.4723089189087
1212 => 4.7909956434428
1213 => 4.7823760606534
1214 => 4.9011627641049
1215 => 4.9754425275216
1216 => 4.804251721205
1217 => 4.7611976963655
1218 => 4.7857232256104
1219 => 4.3803708584839
1220 => 4.8680368277781
1221 => 4.8722541833313
1222 => 4.8361426246538
1223 => 5.0958096983053
1224 => 5.6437882159014
1225 => 5.437616655197
1226 => 5.3577807953238
1227 => 5.2060127673452
1228 => 5.4082346535328
1229 => 5.3927071678265
1230 => 5.3224859888382
1231 => 5.2800160006827
]
'min_raw' => 3.9662491153667
'max_raw' => 10.176941071839
'avg_raw' => 7.071595093603
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$3.96'
'max' => '$10.17'
'avg' => '$7.07'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 2.4389884936617
'max_diff' => 5.9154103323401
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.12449602760001
]
1 => [
'year' => 2028
'avg' => 0.21367132481667
]
2 => [
'year' => 2029
'avg' => 0.58371154888971
]
3 => [
'year' => 2030
'avg' => 0.4503325906791
]
4 => [
'year' => 2031
'avg' => 0.44228241315043
]
5 => [
'year' => 2032
'avg' => 0.77546026165074
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.12449602760001
'min' => '$0.124496'
'max_raw' => 0.77546026165074
'max' => '$0.77546'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.77546026165074
]
1 => [
'year' => 2033
'avg' => 1.9945635326041
]
2 => [
'year' => 2034
'avg' => 1.2642502212025
]
3 => [
'year' => 2035
'avg' => 1.4911860351087
]
4 => [
'year' => 2036
'avg' => 2.8943956806021
]
5 => [
'year' => 2037
'avg' => 7.071595093603
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.77546026165074
'min' => '$0.77546'
'max_raw' => 7.071595093603
'max' => '$7.07'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 7.071595093603
]
]
]
]
'prediction_2025_max_price' => '$0.212865'
'last_price' => false
'sma_50day_nextmonth' => '—'
'sma_200day_nextmonth' => '—'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'decrease'
'sma_200day_direction_label' => 'diminuir'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '—'
'daily_sma3_action' => '—'
'daily_sma5' => '—'
'daily_sma5_action' => '—'
'daily_sma10' => '—'
'daily_sma10_action' => '—'
'daily_sma21' => '—'
'daily_sma21_action' => '—'
'daily_sma50' => '—'
'daily_sma50_action' => '—'
'daily_sma100' => '—'
'daily_sma100_action' => '—'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '—'
'daily_ema3_action' => '—'
'daily_ema5' => '—'
'daily_ema5_action' => '—'
'daily_ema10' => '—'
'daily_ema10_action' => '—'
'daily_ema21' => '—'
'daily_ema21_action' => '—'
'daily_ema50' => '—'
'daily_ema50_action' => '—'
'daily_ema100' => '—'
'daily_ema100_action' => '—'
'daily_ema200' => '—'
'daily_ema200_action' => '—'
'weekly_sma21' => '—'
'weekly_sma21_action' => '—'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '—'
'weekly_ema3_action' => '—'
'weekly_ema5' => '—'
'weekly_ema5_action' => '—'
'weekly_ema10' => '—'
'weekly_ema10_action' => '—'
'weekly_ema21' => '—'
'weekly_ema21_action' => '—'
'weekly_ema50' => '—'
'weekly_ema50_action' => '—'
'weekly_ema100' => '—'
'weekly_ema100_action' => '—'
'weekly_ema200' => '—'
'weekly_ema200_action' => '—'
'rsi_14' => '—'
'rsi_14_action' => '—'
'stoch_rsi_14' => '—'
'stoch_rsi_14_action' => '—'
'momentum_10' => '—'
'momentum_10_action' => '—'
'vwma_10' => '—'
'vwma_10_action' => '—'
'hma_9' => '—'
'hma_9_action' => '—'
'stochastic_fast_14' => '—'
'stochastic_fast_14_action' => '—'
'cci_20' => '—'
'cci_20_action' => '—'
'adx_14' => '—'
'adx_14_action' => '—'
'ao_5_34' => '—'
'ao_5_34_action' => '—'
'macd_12_26' => '—'
'macd_12_26_action' => '—'
'williams_percent_r_14' => '—'
'williams_percent_r_14_action' => '—'
'ultimate_oscillator' => '—'
'ultimate_oscillator_action' => '—'
'ichimoku_cloud' => '—'
'ichimoku_cloud_action' => '—'
'sell_signals' => 0
'buy_signals' => 0
'sell_pct' => 0
'buy_pct' => 0
'overall_action' => 'neutral'
'overall_action_label' => 'Neutro'
'overall_action_dir' => 0
'last_updated' => 1767712295
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de AMIX para 2026
A previsão de preço para AMIX em 2026 sugere que o preço médio poderia variar entre $0.071311 na extremidade inferior e $0.212865 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, AMIX poderia potencialmente ganhar 3.13% até 2026 se AMIX atingir a meta de preço prevista.
Previsão de preço de AMIX 2027-2032
A previsão de preço de AMIX para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.124496 na extremidade inferior e $0.77546 na extremidade superior. Considerando a volatilidade de preços no mercado, se AMIX atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de AMIX | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.068649 | $0.124496 | $0.180342 |
| 2028 | $0.123892 | $0.213671 | $0.30345 |
| 2029 | $0.272155 | $0.583711 | $0.895267 |
| 2030 | $0.231456 | $0.450332 | $0.6692087 |
| 2031 | $0.273653 | $0.442282 | $0.610911 |
| 2032 | $0.41771 | $0.77546 | $1.13 |
Previsão de preço de AMIX 2032-2037
A previsão de preço de AMIX para 2032-2037 é atualmente estimada entre $0.77546 na extremidade inferior e $7.07 na extremidade superior. Comparado ao preço atual, AMIX poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de AMIX | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.41771 | $0.77546 | $1.13 |
| 2033 | $0.970669 | $1.99 | $3.01 |
| 2034 | $0.780371 | $1.26 | $1.74 |
| 2035 | $0.922641 | $1.49 | $2.05 |
| 2036 | $1.52 | $2.89 | $4.26 |
| 2037 | $3.96 | $7.07 | $10.17 |
AMIX Histograma de preços potenciais
Previsão de preço de AMIX baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para AMIX é Neutro, com 0 indicadores técnicos mostrando sinais de alta e 0 indicando sinais de baixa. A previsão de preço de AMIX 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 AMIX
De acordo com nossos indicadores técnicos, o SMA de 200 dias de AMIX está projetado para diminuir no próximo mês, alcançando — até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para AMIX é esperado para alcançar — 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 —, sugerindo que o mercado de AMIX está em um estado —.
Médias Móveis e Osciladores Populares de AMIX 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 | — | — |
| SMA 5 | — | — |
| SMA 10 | — | — |
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | — | — |
| EMA 5 | — | — |
| EMA 10 | — | — |
| EMA 21 | — | — |
| EMA 50 | — | — |
| EMA 100 | — | — |
| EMA 200 | — | — |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | — | — |
| EMA 50 | — | — |
| EMA 100 | — | — |
| EMA 200 | — | — |
Osciladores de AMIX
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) | — | — |
| Stoch RSI (14) | — | — |
| Estocástico Rápido (14) | — | — |
| Índice de Canal de Commodities (20) | — | — |
| Índice Direcional Médio (14) | — | — |
| Oscilador Impressionante (5, 34) | — | — |
| Momentum (10) | — | — |
| MACD (12, 26) | — | — |
| Williams Percent Range (14) | — | — |
| Oscilador Ultimate (7, 14, 28) | — | — |
| VWMA (10) | — | — |
| Média Móvel de Hull (9) | — | — |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | — | — |
Previsão do preço de AMIX com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do AMIX
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 AMIX por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.290081 | $0.407612 | $0.572763 | $0.804828 | $1.13 | $1.58 |
| Amazon.com stock | $0.430746 | $0.898778 | $1.87 | $3.91 | $8.16 | $17.03 |
| Apple stock | $0.292817 | $0.415339 | $0.589127 | $0.835632 | $1.18 | $1.68 |
| Netflix stock | $0.325728 | $0.513947 | $0.810929 | $1.27 | $2.01 | $3.18 |
| Google stock | $0.267337 | $0.34620067 | $0.448328 | $0.580583 | $0.751852 | $0.973645 |
| Tesla stock | $0.467981 | $1.06 | $2.40 | $5.45 | $12.35 | $28.01 |
| Kodak stock | $0.1548071 | $0.116088 | $0.087054 | $0.065281 | $0.048954 | $0.03671 |
| Nokia stock | $0.136757 | $0.090595 | $0.060015 | $0.039758 | $0.026338 | $0.017447 |
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 AMIX
Você pode fazer perguntas como: 'Devo investir em AMIX agora?', 'Devo comprar AMIX hoje?', 'AMIX será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para AMIX regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como AMIX, 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 AMIX para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de AMIX é de $0.2064 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 AMIX com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se AMIX tiver 1% da média anterior do crescimento anual do Bitcoin | $0.2118048 | $0.21731 | $0.222958 | $0.228754 |
| Se AMIX tiver 2% da média anterior do crescimento anual do Bitcoin | $0.21717 | $0.22846 | $0.240337 | $0.252831 |
| Se AMIX tiver 5% da média anterior do crescimento anual do Bitcoin | $0.233268 | $0.263585 | $0.297843 | $0.336552 |
| Se AMIX tiver 10% da média anterior do crescimento anual do Bitcoin | $0.260098 | $0.3277069 | $0.412888 | $0.520211 |
| Se AMIX tiver 20% da média anterior do crescimento anual do Bitcoin | $0.313758 | $0.476871 | $0.724779 | $1.10 |
| Se AMIX tiver 50% da média anterior do crescimento anual do Bitcoin | $0.474739 | $1.09 | $2.51 | $5.77 |
| Se AMIX tiver 100% da média anterior do crescimento anual do Bitcoin | $0.743039 | $2.67 | $9.62 | $34.64 |
Perguntas Frequentes sobre AMIX
AMIX é um bom investimento?
A decisão de adquirir AMIX depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de AMIX experimentou uma queda de 0% nas últimas 24 horas, e AMIX registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em AMIX dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
AMIX pode subir?
Parece que o valor médio de AMIX pode potencialmente subir para $0.212865 até o final deste ano. Observando as perspectivas de AMIX em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.6692087. 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 AMIX na próxima semana?
Com base na nossa nova previsão experimental de AMIX, o preço de AMIX aumentará 0.86% na próxima semana e atingirá $0.208166 até 13 de janeiro de 2026.
Qual será o preço de AMIX no próximo mês?
Com base na nossa nova previsão experimental de AMIX, o preço de AMIX diminuirá -11.62% no próximo mês e atingirá $0.18242 até 5 de fevereiro de 2026.
Até onde o preço de AMIX pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de AMIX em 2026, espera-se que AMIX fluctue dentro do intervalo de $0.071311 e $0.212865. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de AMIX não considera flutuações repentinas e extremas de preço.
Onde estará AMIX em 5 anos?
O futuro de AMIX parece seguir uma tendência de alta, com um preço máximo de $0.6692087 projetada após um período de cinco anos. Com base na previsão de AMIX para 2030, o valor de AMIX pode potencialmente atingir seu pico mais alto de aproximadamente $0.6692087, enquanto seu pico mais baixo está previsto para cerca de $0.231456.
Quanto será AMIX em 2026?
Com base na nossa nova simulação experimental de previsão de preços de AMIX, espera-se que o valor de AMIX em 2026 aumente 3.13% para $0.212865 se o melhor cenário ocorrer. O preço ficará entre $0.212865 e $0.071311 durante 2026.
Quanto será AMIX em 2027?
De acordo com nossa última simulação experimental para previsão de preços de AMIX, o valor de AMIX pode diminuir -12.62% para $0.180342 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.180342 e $0.068649 ao longo do ano.
Quanto será AMIX em 2028?
Nosso novo modelo experimental de previsão de preços de AMIX sugere que o valor de AMIX em 2028 pode aumentar 47.02%, alcançando $0.30345 no melhor cenário. O preço é esperado para variar entre $0.30345 e $0.123892 durante o ano.
Quanto será AMIX em 2029?
Com base no nosso modelo de previsão experimental, o valor de AMIX pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.895267 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.895267 e $0.272155.
Quanto será AMIX em 2030?
Usando nossa nova simulação experimental para previsões de preços de AMIX, espera-se que o valor de AMIX em 2030 aumente 224.23%, alcançando $0.6692087 no melhor cenário. O preço está previsto para variar entre $0.6692087 e $0.231456 ao longo de 2030.
Quanto será AMIX em 2031?
Nossa simulação experimental indica que o preço de AMIX poderia aumentar 195.98% em 2031, potencialmente atingindo $0.610911 sob condições ideais. O preço provavelmente oscilará entre $0.610911 e $0.273653 durante o ano.
Quanto será AMIX em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de AMIX, AMIX poderia ver um 449.04% aumento em valor, atingindo $1.13 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $1.13 e $0.41771 ao longo do ano.
Quanto será AMIX em 2033?
De acordo com nossa previsão experimental de preços de AMIX, espera-se que o valor de AMIX seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $3.01. Ao longo do ano, o preço de AMIX poderia variar entre $3.01 e $0.970669.
Quanto será AMIX em 2034?
Os resultados da nossa nova simulação de previsão de preços de AMIX sugerem que AMIX pode aumentar 746.96% em 2034, atingindo potencialmente $1.74 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $1.74 e $0.780371.
Quanto será AMIX em 2035?
Com base em nossa previsão experimental para o preço de AMIX, AMIX poderia aumentar 897.93%, com o valor potencialmente atingindo $2.05 em 2035. A faixa de preço esperada para o ano está entre $2.05 e $0.922641.
Quanto será AMIX em 2036?
Nossa recente simulação de previsão de preços de AMIX sugere que o valor de AMIX pode aumentar 1964.7% em 2036, possivelmente atingindo $4.26 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $4.26 e $1.52.
Quanto será AMIX em 2037?
De acordo com a simulação experimental, o valor de AMIX poderia aumentar 4830.69% em 2037, com um pico de $10.17 sob condições favoráveis. O preço é esperado para cair entre $10.17 e $3.96 ao longo do ano.
Previsões relacionadas
Previsão de Preço do SolPod
Previsão de Preço do zuzalu
Previsão de Preço do SOFT COQ INU
Previsão de Preço do All Street Bets
Previsão de Preço do MagicRing
Previsão de Preço do AI INU
Previsão de Preço do Wall Street Baby On Solana
Previsão de Preço do Meta Masters Guild Games
Previsão de Preço do Morfey
Previsão de Preço do PANTIESPrevisão de Preço do Celer Bridged BUSD (zkSync)
Previsão de Preço do Bridged BUSD
Previsão de Preço do Multichain Bridged BUSD (Moonriver)
Previsão de Preço do tooker kurlson
Previsão de Preço do dogwifsaudihatPrevisão de Preço do Harmony Horizen Bridged BUSD (Harmony)
Previsão de Preço do IoTeX Bridged BUSD (IoTeX)
Previsão de Preço do MIMANY
Previsão de Preço do The Open League MEME
Previsão de Preço do Sandwich Cat
Previsão de Preço do Hege
Previsão de Preço do DexNet
Previsão de Preço do SolDocs
Previsão de Preço do Secret Society
Previsão de Preço do duk
Como ler e prever os movimentos de preço de AMIX?
Traders de AMIX 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 AMIX
Médias móveis são ferramentas populares para a previsão de preço de AMIX. Uma média móvel simples (SMA) calcula o preço médio de fechamento de AMIX 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 AMIX 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 AMIX.
Como ler gráficos de AMIX 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 AMIX 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 AMIX 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 AMIX?
A ação de preço de AMIX 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 AMIX. A capitalização de mercado de AMIX pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de AMIX, grandes detentores de AMIX, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de AMIX.
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


