Previsão de Preço EDEN - Projeção EDEN
$0.01007
-2.3922%
Add to portfolio
Add to favorites
Sentiment
Altista 20.59%
Baixista 79.41%
SMA 50
$0.0129076
SMA 200
$0.031493
RSI (14)
48.06
Momentum (10)
-0
MACD (12, 26)
0
Hull Moving Average (9)
0.0102046
Previsão de Preço EDEN até $0.010388 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.00348 | $0.010388 |
| 2027 | $0.00335 | $0.0088011 |
| 2028 | $0.006046 | $0.0148091 |
| 2029 | $0.013281 | $0.043691 |
| 2030 | $0.011295 | $0.032659 |
| 2031 | $0.013354 | $0.029814 |
| 2032 | $0.020385 | $0.0553034 |
| 2033 | $0.047371 | $0.1473083 |
| 2034 | $0.038084 | $0.085313 |
| 2035 | $0.045027 | $0.10052 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em EDEN hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.44, com um retorno de 39.54% nos próximos 90 dias.
$
≈ $3,954.44
(39.54% ROI)
Previsão de preço de longo prazo de EDEN para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'EDEN'
'name_with_ticker' => 'EDEN <small>EDEN</small>'
'name_lang' => 'EDEN'
'name_lang_with_ticker' => 'EDEN <small>EDEN</small>'
'name_with_lang' => 'EDEN'
'name_with_lang_with_ticker' => 'EDEN <small>EDEN</small>'
'image' => '/uploads/coins/eden.jpg?1717253559'
'price_for_sd' => 0.01007
'ticker' => 'EDEN'
'marketcap' => '$1.6M'
'low24h' => '$0.01'
'high24h' => '$0.01032'
'volume24h' => '$52.17'
'current_supply' => '159.34M'
'max_supply' => '167.14M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01007'
'change_24h_pct' => '-2.3922%'
'ath_price' => '$9.27'
'ath_days' => 1581
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '8 de set. de 2021'
'ath_pct' => '-99.89%'
'fdv' => '$1.68M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.49666'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.010159'
'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' => '$0.008902'
'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' => '$0.00348'
'current_year_max_price_prediction' => '$0.010388'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.011295'
'grand_prediction_max_price' => '$0.032659'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.010263715019686
107 => 0.010302036005841
108 => 0.010388375144366
109 => 0.0096506166587695
110 => 0.0099818485593513
111 => 0.010176416268711
112 => 0.0092973522793895
113 => 0.010159040000048
114 => 0.0096377739248997
115 => 0.0094608483898405
116 => 0.009699055314631
117 => 0.0096062258443763
118 => 0.0095264165169807
119 => 0.0094818815409957
120 => 0.0096567944166229
121 => 0.0096486345219088
122 => 0.0093624431082565
123 => 0.0089891180758015
124 => 0.0091144182106699
125 => 0.0090688954969772
126 => 0.0089039153100079
127 => 0.0090150920362415
128 => 0.0085255259991624
129 => 0.0076832530777962
130 => 0.0082396843691681
131 => 0.008218262369731
201 => 0.0082074604262045
202 => 0.0086256031630391
203 => 0.0085854083870868
204 => 0.0085124544751448
205 => 0.0089025754542039
206 => 0.0087601760489797
207 => 0.0091990174623613
208 => 0.0094880667996974
209 => 0.0094147545379825
210 => 0.0096866068368438
211 => 0.0091173048727065
212 => 0.0093064041487626
213 => 0.0093453772474775
214 => 0.0088977614218793
215 => 0.0085919847495298
216 => 0.0085715929315933
217 => 0.0080414183203603
218 => 0.008324633318261
219 => 0.0085738507961808
220 => 0.0084544949643148
221 => 0.0084167104736
222 => 0.0086097432422054
223 => 0.0086247435415399
224 => 0.0082827351270529
225 => 0.0083538495064227
226 => 0.0086504082901765
227 => 0.0083463769859635
228 => 0.0077556938251095
301 => 0.007609196234384
302 => 0.0075896507552949
303 => 0.0071923376703771
304 => 0.0076189859039018
305 => 0.0074327425165065
306 => 0.0080210831457499
307 => 0.0076850261336601
308 => 0.0076705393875376
309 => 0.0076486405460297
310 => 0.0073066567610441
311 => 0.0073815294757526
312 => 0.0076304177828801
313 => 0.0077192239347907
314 => 0.0077099607255791
315 => 0.0076291980943947
316 => 0.0076661708133793
317 => 0.0075470688033806
318 => 0.007505011404756
319 => 0.0073722666858982
320 => 0.0071771686208417
321 => 0.0072042982033937
322 => 0.0068177578863312
323 => 0.0066071502063481
324 => 0.0065488567762934
325 => 0.0064709043653741
326 => 0.0065576617085302
327 => 0.0068166628661791
328 => 0.0065042525198937
329 => 0.005968646894225
330 => 0.0060008377049552
331 => 0.0060731608991287
401 => 0.0059383871052523
402 => 0.0058108350200554
403 => 0.0059217312095063
404 => 0.0056947880451463
405 => 0.0061005858963078
406 => 0.0060896102016692
407 => 0.0062408665462114
408 => 0.0063354502425463
409 => 0.0061174654443297
410 => 0.0060626428570718
411 => 0.0060938722943215
412 => 0.0055777192610139
413 => 0.0061986858315966
414 => 0.0062040559762852
415 => 0.006158073537152
416 => 0.0064887190657954
417 => 0.0071864842621594
418 => 0.0069239569277472
419 => 0.0068222984089322
420 => 0.0066290454903528
421 => 0.0068865435301369
422 => 0.0068667716982767
423 => 0.0067773559763601
424 => 0.0067232770687509
425 => 0.0068229191141707
426 => 0.0067109303166337
427 => 0.0066908140513497
428 => 0.0065689313704411
429 => 0.0065254247986654
430 => 0.0064932142649692
501 => 0.0064577536323114
502 => 0.0065359709517155
503 => 0.0063587202156005
504 => 0.0061449732039496
505 => 0.0061272024527056
506 => 0.0061762690593108
507 => 0.0061545607384673
508 => 0.0061270985216172
509 => 0.0060746656707606
510 => 0.0060591099639621
511 => 0.0061096584645013
512 => 0.0060525921545532
513 => 0.0061367966034444
514 => 0.0061138976525906
515 => 0.0059859859745687
516 => 0.0058265606647847
517 => 0.0058251414451217
518 => 0.0057907935236386
519 => 0.0057470462813854
520 => 0.0057348767993919
521 => 0.0059123918417454
522 => 0.006279842666839
523 => 0.0062077032775201
524 => 0.006259831379445
525 => 0.0065162500478368
526 => 0.0065977578317401
527 => 0.0065399055373432
528 => 0.0064607137485986
529 => 0.0064641977853982
530 => 0.0067348201005233
531 => 0.0067516984823656
601 => 0.0067943447081087
602 => 0.0068491571600105
603 => 0.0065492403349178
604 => 0.0064500717299074
605 => 0.0064030801431887
606 => 0.006258364244128
607 => 0.0064144279342615
608 => 0.0063234963053342
609 => 0.0063357660887433
610 => 0.0063277753762018
611 => 0.006332138845579
612 => 0.0061004724675382
613 => 0.0061848795196699
614 => 0.0060445364244839
615 => 0.0058566327742816
616 => 0.0058560028553587
617 => 0.0059019920075427
618 => 0.0058746358602679
619 => 0.0058010211713423
620 => 0.0058114777904527
621 => 0.0057198668040743
622 => 0.0058226010228694
623 => 0.0058255470726638
624 => 0.0057859888024569
625 => 0.0059442650411011
626 => 0.0060091109452148
627 => 0.0059830728443444
628 => 0.0060072840426455
629 => 0.0062107009948361
630 => 0.0062438668337471
701 => 0.006258596908579
702 => 0.0062388605596652
703 => 0.0060110021311138
704 => 0.0060211086213489
705 => 0.0059469539017653
706 => 0.0058843009779489
707 => 0.0058868067663303
708 => 0.0059190185134819
709 => 0.0060596891024868
710 => 0.0063557220640634
711 => 0.0063669562985579
712 => 0.0063805725184911
713 => 0.0063251885090592
714 => 0.0063084841618609
715 => 0.0063305215075732
716 => 0.0064416959232678
717 => 0.0067276667039935
718 => 0.0066265855307388
719 => 0.0065444049634605
720 => 0.0066164994766854
721 => 0.0066054010914699
722 => 0.0065117195512309
723 => 0.0065090902224125
724 => 0.0063292853948938
725 => 0.0062628156441179
726 => 0.006207268545195
727 => 0.006146612563265
728 => 0.0061106536639699
729 => 0.0061659028763146
730 => 0.0061785390248673
731 => 0.0060577356564847
801 => 0.0060412706037579
802 => 0.006139921242101
803 => 0.0060965087742327
804 => 0.0061411595740126
805 => 0.006151518942569
806 => 0.0061498508456349
807 => 0.0061045232432903
808 => 0.0061334137053362
809 => 0.0060650791499363
810 => 0.0059907755844573
811 => 0.0059433745389574
812 => 0.0059020108399224
813 => 0.0059249618242193
814 => 0.005843145755885
815 => 0.0058169711489927
816 => 0.006123626266851
817 => 0.006350155699511
818 => 0.0063468618718446
819 => 0.0063268115430292
820 => 0.0062970208214703
821 => 0.0064395165464308
822 => 0.0063898738851465
823 => 0.006425993069014
824 => 0.0064351869172256
825 => 0.0064630139267523
826 => 0.0064729596908458
827 => 0.0064428966839779
828 => 0.0063420015610422
829 => 0.0060905805075067
830 => 0.0059735433283878
831 => 0.0059349191098702
901 => 0.0059363230268555
902 => 0.00589759672904
903 => 0.0059090033593376
904 => 0.0058936299685239
905 => 0.0058645164855455
906 => 0.005923164148685
907 => 0.0059299227455211
908 => 0.0059162336801569
909 => 0.0059194579506016
910 => 0.0058061183360628
911 => 0.0058147353007955
912 => 0.005766754946173
913 => 0.0057577592080931
914 => 0.0056364690497348
915 => 0.0054215859529136
916 => 0.0055406520477594
917 => 0.0053968369484121
918 => 0.0053423719911349
919 => 0.0056002006278465
920 => 0.0055743217837738
921 => 0.0055300284519846
922 => 0.0054645093827291
923 => 0.0054402077226137
924 => 0.0052925585287233
925 => 0.0052838346266704
926 => 0.0053570135540261
927 => 0.0053232439969846
928 => 0.005275818749367
929 => 0.0051040493099161
930 => 0.0049109235890665
1001 => 0.0049167528406339
1002 => 0.0049781825392044
1003 => 0.0051567976727217
1004 => 0.0050870096499833
1005 => 0.0050363776387613
1006 => 0.0050268957850521
1007 => 0.0051455810358282
1008 => 0.0053135455310051
1009 => 0.0053923507141484
1010 => 0.0053142571710024
1011 => 0.0052245475134913
1012 => 0.0052300077246695
1013 => 0.0052663320634201
1014 => 0.0052701492378243
1015 => 0.0052117574730864
1016 => 0.0052281944128284
1017 => 0.005203225198335
1018 => 0.0050499891750787
1019 => 0.0050472176213347
1020 => 0.0050096110299629
1021 => 0.005008472317322
1022 => 0.0049444941239947
1023 => 0.0049355431324879
1024 => 0.0048085105464379
1025 => 0.0048921237792661
1026 => 0.0048360404125767
1027 => 0.0047515095502469
1028 => 0.0047369363977197
1029 => 0.0047364983111571
1030 => 0.0048232926060148
1031 => 0.0048911095373966
1101 => 0.0048370160067516
1102 => 0.0048246999583828
1103 => 0.0049562031335518
1104 => 0.0049394681558334
1105 => 0.0049249757730584
1106 => 0.0052985061527127
1107 => 0.0050028277102773
1108 => 0.0048738950326401
1109 => 0.0047143163604125
1110 => 0.0047662759807553
1111 => 0.0047772246362072
1112 => 0.0043934666957175
1113 => 0.0042377761470549
1114 => 0.0041843490178285
1115 => 0.0041536009496099
1116 => 0.004167613230407
1117 => 0.0040274734759307
1118 => 0.0041216497086364
1119 => 0.0040003005269785
1120 => 0.0039799559417691
1121 => 0.0041969433108525
1122 => 0.0042271358356386
1123 => 0.0040983251448188
1124 => 0.0041810424608817
1125 => 0.0041510480122206
1126 => 0.0040023807104047
1127 => 0.003996702712998
1128 => 0.0039221066868551
1129 => 0.0038053783505785
1130 => 0.0037520303686607
1201 => 0.0037242462764895
1202 => 0.0037357105344205
1203 => 0.0037299138547985
1204 => 0.0036920865992398
1205 => 0.0037320820688081
1206 => 0.00362991017133
1207 => 0.0035892244984993
1208 => 0.0035708477239822
1209 => 0.0034801642841754
1210 => 0.0036244819640167
1211 => 0.0036529143650117
1212 => 0.0036814027866198
1213 => 0.0039293750468472
1214 => 0.0039169870534886
1215 => 0.0040289684802531
1216 => 0.0040246170879297
1217 => 0.0039926781710376
1218 => 0.0038579331343667
1219 => 0.0039116401043844
1220 => 0.0037463383985862
1221 => 0.0038701936759936
1222 => 0.0038136712997049
1223 => 0.003851083403714
1224 => 0.0037838130673922
1225 => 0.0038210432490368
1226 => 0.0036596567420601
1227 => 0.0035089562926147
1228 => 0.0035696025526919
1229 => 0.0036355319731369
1230 => 0.0037784837551656
1231 => 0.0036933428531159
]
'min_raw' => 0.0034801642841754
'max_raw' => 0.010388375144366
'avg_raw' => 0.0069342697142708
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.00348'
'max' => '$0.010388'
'avg' => '$0.006934'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0065926757158246
'max_diff' => 0.0003155351443663
'year' => 2026
]
1 => [
'items' => [
101 => 0.0037239627410269
102 => 0.0036213912422324
103 => 0.003409756942119
104 => 0.0034109547692743
105 => 0.0033783994429057
106 => 0.0033502668877677
107 => 0.0037031223099107
108 => 0.0036592391603485
109 => 0.0035893171048057
110 => 0.0036829105547418
111 => 0.0037076581484326
112 => 0.003708362677634
113 => 0.0037766460427108
114 => 0.0038130888868927
115 => 0.0038195120961321
116 => 0.0039269574464401
117 => 0.0039629717106249
118 => 0.0041113093678728
119 => 0.0038099969661759
120 => 0.003803791635547
121 => 0.0036842276065186
122 => 0.0036083982090762
123 => 0.0036894197102363
124 => 0.0037611936997264
125 => 0.0036864578244412
126 => 0.003696216751993
127 => 0.0035958899455681
128 => 0.00363175205805
129 => 0.0036626413404677
130 => 0.0036455860943048
131 => 0.0036200535653156
201 => 0.003755309051088
202 => 0.0037476774065102
203 => 0.0038736304243716
204 => 0.0039718198087813
205 => 0.0041477927390954
206 => 0.0039641558126363
207 => 0.0039574633531454
208 => 0.0040228832181727
209 => 0.0039629616951845
210 => 0.0040008300292924
211 => 0.0041416915650284
212 => 0.0041446677473118
213 => 0.0040948128594706
214 => 0.0040917791850146
215 => 0.0041013543615772
216 => 0.0041574364697797
217 => 0.0041378396579447
218 => 0.0041605175847308
219 => 0.0041888766794336
220 => 0.0043061819191313
221 => 0.0043344638152874
222 => 0.00426575347011
223 => 0.0042719572449624
224 => 0.0042462576897249
225 => 0.00422143224138
226 => 0.0042772362237938
227 => 0.0043792190984851
228 => 0.0043785846683146
301 => 0.0044022427129791
302 => 0.0044169814788114
303 => 0.0043537119064235
304 => 0.0043125257412857
305 => 0.0043283191377433
306 => 0.0043535731226145
307 => 0.0043201296108143
308 => 0.0041137007634419
309 => 0.0041763180890089
310 => 0.0041658955042038
311 => 0.0041510524760116
312 => 0.0042140146810747
313 => 0.004207941822799
314 => 0.0040260361401939
315 => 0.0040376811518027
316 => 0.0040267443119193
317 => 0.0040620834790495
318 => 0.0039610532641862
319 => 0.0039921294778293
320 => 0.0040116201877048
321 => 0.0040231003655562
322 => 0.004064574639987
323 => 0.0040597081125768
324 => 0.0040642721298103
325 => 0.0041257675299887
326 => 0.0044367901614181
327 => 0.0044537184370141
328 => 0.0043703574167537
329 => 0.0044036585001243
330 => 0.0043397277021991
331 => 0.0043826448751454
401 => 0.0044120077148973
402 => 0.004279322688208
403 => 0.0042714659420462
404 => 0.0042072712789765
405 => 0.0042417658547386
406 => 0.0041868825044533
407 => 0.0042003489588752
408 => 0.0041626955783272
409 => 0.0042304641666004
410 => 0.0043062399784638
411 => 0.0043253839410179
412 => 0.004275024417532
413 => 0.0042385608036738
414 => 0.0041745427096
415 => 0.004281006226781
416 => 0.0043121394036216
417 => 0.0042808426974569
418 => 0.004273590566792
419 => 0.0042598477922863
420 => 0.0042765061613696
421 => 0.0043119698456544
422 => 0.0042952458270571
423 => 0.0043062923359799
424 => 0.0042641944350768
425 => 0.0043537328512846
426 => 0.004495941404816
427 => 0.004496398628569
428 => 0.0044796745198231
429 => 0.0044728313748502
430 => 0.0044899913253273
501 => 0.0044992998945231
502 => 0.0045547920277694
503 => 0.0046143372976468
504 => 0.004892209090528
505 => 0.0048141838030089
506 => 0.0050607281883201
507 => 0.0052557127873194
508 => 0.0053141801429162
509 => 0.0052603929268688
510 => 0.0050763897662991
511 => 0.0050673616934082
512 => 0.0053423400994299
513 => 0.0052646461049199
514 => 0.0052554046514931
515 => 0.0051570912007148
516 => 0.0052152066264826
517 => 0.0052024959303653
518 => 0.0051824314747156
519 => 0.0052933116587249
520 => 0.0055008694648479
521 => 0.0054685196342989
522 => 0.0054443719864595
523 => 0.0053385640229018
524 => 0.0054022840500277
525 => 0.0053795945688449
526 => 0.0054770829791069
527 => 0.0054193330045004
528 => 0.0052640574964973
529 => 0.0052887856329416
530 => 0.0052850480248641
531 => 0.0053619677342482
601 => 0.0053388783467556
602 => 0.0052805394513848
603 => 0.005500160054831
604 => 0.0054858991144372
605 => 0.0055061178674108
606 => 0.0055150187877555
607 => 0.0056486979789241
608 => 0.0057034620662889
609 => 0.005715894472901
610 => 0.005767916120291
611 => 0.0057146001269233
612 => 0.0059279021140532
613 => 0.0060697354889786
614 => 0.0062344822526332
615 => 0.006475221554088
616 => 0.006565741758398
617 => 0.0065493900937044
618 => 0.0067319158845477
619 => 0.0070599106733729
620 => 0.0066156872182558
621 => 0.0070834555951529
622 => 0.0069353655276729
623 => 0.0065842466417044
624 => 0.0065616387248677
625 => 0.0067994205110197
626 => 0.007326797627056
627 => 0.0071946956409507
628 => 0.007327013698581
629 => 0.0071726576558678
630 => 0.0071649925773322
701 => 0.0073195169701156
702 => 0.0076805716365402
703 => 0.0075090480984537
704 => 0.0072631270473096
705 => 0.007444711324519
706 => 0.0072874062187687
707 => 0.0069329537885863
708 => 0.0071945946250515
709 => 0.0070196428488093
710 => 0.0070707030780647
711 => 0.0074384256896132
712 => 0.0073941803321184
713 => 0.0074514379217265
714 => 0.0073503797747602
715 => 0.0072559755300865
716 => 0.0070797629968519
717 => 0.007027595152934
718 => 0.0070420124681905
719 => 0.0070275880084286
720 => 0.0069289987155606
721 => 0.0069077083671525
722 => 0.0068722235203875
723 => 0.0068832217581873
724 => 0.006816499864811
725 => 0.0069424178630587
726 => 0.0069657893531191
727 => 0.0070574219715541
728 => 0.0070669355739796
729 => 0.0073221311120126
730 => 0.0071815736980508
731 => 0.0072758717464796
801 => 0.0072674368414605
802 => 0.0065918564526489
803 => 0.0066849454695309
804 => 0.0068297627668565
805 => 0.0067645227707065
806 => 0.0066722886799585
807 => 0.0065978047064003
808 => 0.0064849538700824
809 => 0.0066437892550915
810 => 0.0068526408961184
811 => 0.0070722323962537
812 => 0.0073360571954613
813 => 0.0072771745715374
814 => 0.0070673003751453
815 => 0.0070767151782822
816 => 0.0071349137866864
817 => 0.0070595413009018
818 => 0.0070373124833983
819 => 0.0071318598885081
820 => 0.0071325109845247
821 => 0.0070457858305604
822 => 0.0069494066924648
823 => 0.006949002860357
824 => 0.0069318531236449
825 => 0.0071757085559305
826 => 0.0073098043871225
827 => 0.0073251782580624
828 => 0.0073087696031156
829 => 0.0073150846431684
830 => 0.0072370572335978
831 => 0.0074154047535667
901 => 0.0075790740746318
902 => 0.0075352072003013
903 => 0.0074694445196362
904 => 0.0074170613769267
905 => 0.0075228673966391
906 => 0.0075181560211355
907 => 0.0075776445658942
908 => 0.0075749458218815
909 => 0.0075549420617565
910 => 0.0075352079146985
911 => 0.0076134515771363
912 => 0.007590918658909
913 => 0.007568350740836
914 => 0.007523087326165
915 => 0.0075292393759645
916 => 0.0074634880501535
917 => 0.0074330684782573
918 => 0.006975631103698
919 => 0.0068533888900183
920 => 0.0068918487789116
921 => 0.0069045107729459
922 => 0.0068513108048948
923 => 0.0069275858931295
924 => 0.0069156985014235
925 => 0.0069619453886602
926 => 0.0069330523413211
927 => 0.0069342381220622
928 => 0.0070192064136393
929 => 0.0070438730701651
930 => 0.0070313274095718
1001 => 0.0070401139602113
1002 => 0.0072425963111274
1003 => 0.0072138097958482
1004 => 0.0071985175333426
1005 => 0.0072027535945659
1006 => 0.0072544921764955
1007 => 0.0072689761546139
1008 => 0.007207606521555
1009 => 0.0072365487952792
1010 => 0.0073597813234755
1011 => 0.0074029057339872
1012 => 0.0075405381514492
1013 => 0.0074820694542902
1014 => 0.0075893912783914
1015 => 0.0079192619769726
1016 => 0.0081827855163154
1017 => 0.0079404383789649
1018 => 0.0084243657994476
1019 => 0.0088011727115589
1020 => 0.0087867102346673
1021 => 0.0087210052338398
1022 => 0.0082920205823312
1023 => 0.0078972625102121
1024 => 0.0082274943998528
1025 => 0.0082283362288523
1026 => 0.008199969016664
1027 => 0.0080237826980587
1028 => 0.0081938381146825
1029 => 0.0082073364961036
1030 => 0.0081997809920171
1031 => 0.0080646993546331
1101 => 0.0078584546616073
1102 => 0.0078987543809445
1103 => 0.0079647661433109
1104 => 0.0078397921056552
1105 => 0.0077998553281802
1106 => 0.007874105395789
1107 => 0.0081133545842403
1108 => 0.0080681259110398
1109 => 0.0080669448075991
1110 => 0.0082604522514934
1111 => 0.0081219426831852
1112 => 0.0078992626894629
1113 => 0.0078430330542598
1114 => 0.0076434557301096
1115 => 0.0077813044987702
1116 => 0.0077862654305469
1117 => 0.0077107670687318
1118 => 0.007905388965429
1119 => 0.0079035954903884
1120 => 0.008088360015656
1121 => 0.008441560393581
1122 => 0.0083371016618935
1123 => 0.0082156275220187
1124 => 0.0082288351291357
1125 => 0.0083736899800564
1126 => 0.0082861074304751
1127 => 0.0083176027259518
1128 => 0.0083736423081546
1129 => 0.0084074523794821
1130 => 0.0082239703801791
1201 => 0.008181191949183
1202 => 0.0080936822925541
1203 => 0.0080708526565847
1204 => 0.0081421274459601
1205 => 0.0081233490571351
1206 => 0.0077858484834407
1207 => 0.0077505777956542
1208 => 0.0077516594972937
1209 => 0.0076629696758246
1210 => 0.0075276964100883
1211 => 0.0078831864756964
1212 => 0.0078546356483478
1213 => 0.0078231177446135
1214 => 0.0078269785079822
1215 => 0.0079812846967865
1216 => 0.0078917793146307
1217 => 0.0081297440427355
1218 => 0.0080808256485117
1219 => 0.008030652682062
1220 => 0.0080237172497927
1221 => 0.0080044049382659
1222 => 0.0079381758362459
1223 => 0.0078582002158048
1224 => 0.00780539338382
1225 => 0.0072000628050407
1226 => 0.0073124086394162
1227 => 0.0074416522812201
1228 => 0.0074862666684594
1229 => 0.0074099506718649
1230 => 0.007941189256943
1231 => 0.0080382516655791
]
'min_raw' => 0.0033502668877677
'max_raw' => 0.0088011727115589
'avg_raw' => 0.0060757197996633
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.00335'
'max' => '$0.0088011'
'avg' => '$0.006075'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00012989739640763
'max_diff' => -0.0015872024328074
'year' => 2027
]
2 => [
'items' => [
101 => 0.007744243298596
102 => 0.007689246337416
103 => 0.007944794848562
104 => 0.007790667856806
105 => 0.0078600712317564
106 => 0.00771005909673
107 => 0.0080148721736578
108 => 0.0080125500087132
109 => 0.0078939708372727
110 => 0.007994193140979
111 => 0.0079767770493603
112 => 0.0078429014568516
113 => 0.0080191162687299
114 => 0.0080192036690781
115 => 0.0079050737947001
116 => 0.0077717950876688
117 => 0.0077479680027542
118 => 0.0077300174949894
119 => 0.0078556565072324
120 => 0.0079683040527464
121 => 0.0081779132072532
122 => 0.0082306139288869
123 => 0.0084363083539088
124 => 0.008313827338888
125 => 0.0083681215864521
126 => 0.008427065672573
127 => 0.0084553256350564
128 => 0.0084092775427029
129 => 0.0087288056519651
130 => 0.0087557836144751
131 => 0.0087648290919463
201 => 0.0086570860113077
202 => 0.0087527870844968
203 => 0.008708011721638
204 => 0.0088245047768424
205 => 0.0088427723753565
206 => 0.0088273003693038
207 => 0.0088330987934065
208 => 0.0085604379207723
209 => 0.0085462990161256
210 => 0.008353514048016
211 => 0.0084320753475152
212 => 0.0082852087636425
213 => 0.008331781670282
214 => 0.0083523105637657
215 => 0.0083415874348142
216 => 0.0084365170855164
217 => 0.0083558074895732
218 => 0.0081428015959929
219 => 0.0079297376690994
220 => 0.0079270628250553
221 => 0.0078709668539949
222 => 0.0078304197414078
223 => 0.0078382305537782
224 => 0.0078657568753517
225 => 0.0078288198615579
226 => 0.0078367022462049
227 => 0.0079676023513999
228 => 0.00799385343396
229 => 0.0079046419984609
301 => 0.0075464452117836
302 => 0.0074585428218644
303 => 0.0075217253165582
304 => 0.0074915281535684
305 => 0.0060462479097292
306 => 0.0063857950648743
307 => 0.0061840476752189
308 => 0.0062770221543232
309 => 0.0060710903117184
310 => 0.006169371780822
311 => 0.0061512227821432
312 => 0.0066972045596858
313 => 0.0066886798052029
314 => 0.0066927601540539
315 => 0.0064979944721024
316 => 0.0068082614919157
317 => 0.0069611101827168
318 => 0.0069328219579857
319 => 0.0069399414947047
320 => 0.0068176042657195
321 => 0.0066939446458464
322 => 0.006556787096328
323 => 0.0068116088701477
324 => 0.0067832770388517
325 => 0.0068482600663735
326 => 0.0070135302017322
327 => 0.0070378668569639
328 => 0.0070705755683934
329 => 0.0070588518237105
330 => 0.0073381589856224
331 => 0.0073043330453869
401 => 0.0073858438289673
402 => 0.0072181699629043
403 => 0.0070284310677047
404 => 0.0070644942286503
405 => 0.0070610210562496
406 => 0.0070168035852671
407 => 0.0069768860295608
408 => 0.0069104345460115
409 => 0.0071206968729308
410 => 0.007112160606442
411 => 0.0072503528385718
412 => 0.0072259260192151
413 => 0.0070627977412946
414 => 0.0070686238996538
415 => 0.0071078076145755
416 => 0.0072434228993112
417 => 0.0072836827492134
418 => 0.0072650327826611
419 => 0.0073091758701469
420 => 0.0073440647666371
421 => 0.0073135573783872
422 => 0.0077454776616173
423 => 0.007566114246643
424 => 0.0076535347270989
425 => 0.0076743839965762
426 => 0.0076209790312229
427 => 0.0076325606559196
428 => 0.0076501036615313
429 => 0.0077566213563326
430 => 0.0080361546086347
501 => 0.0081599579832321
502 => 0.0085324265440592
503 => 0.0081496778363979
504 => 0.0081269671120569
505 => 0.0081940599473348
506 => 0.0084127384223417
507 => 0.00858995678691
508 => 0.0086487503424101
509 => 0.0086565208813452
510 => 0.0087668214999849
511 => 0.0088300437576045
512 => 0.0087534281036878
513 => 0.0086885043589868
514 => 0.0084559555640994
515 => 0.008482873720317
516 => 0.0086683131232048
517 => 0.0089302572021102
518 => 0.0091550324724473
519 => 0.0090763240069843
520 => 0.0096768140389499
521 => 0.0097363501728375
522 => 0.0097281242041679
523 => 0.0098637563773285
524 => 0.0095945541346165
525 => 0.0094794649603093
526 => 0.0087025416095069
527 => 0.0089208253807908
528 => 0.0092381136617082
529 => 0.0091961193679588
530 => 0.0089656961372165
531 => 0.0091548576757643
601 => 0.0090923149554921
602 => 0.0090429849171137
603 => 0.0092689753860239
604 => 0.0090204895822803
605 => 0.0092356348257341
606 => 0.008959708825612
607 => 0.0090766835406246
608 => 0.0090102830349531
609 => 0.0090532522998625
610 => 0.0088020548552087
611 => 0.0089375948988706
612 => 0.0087964159437781
613 => 0.0087963490065713
614 => 0.0087932324733128
615 => 0.0089593288878959
616 => 0.0089647452860124
617 => 0.0088419997846777
618 => 0.0088243102402903
619 => 0.0088897177573561
620 => 0.0088131426851279
621 => 0.0088489716794657
622 => 0.0088142279088668
623 => 0.0088064063542892
624 => 0.0087440828766872
625 => 0.0087172322089166
626 => 0.0087277610476059
627 => 0.0086918206931708
628 => 0.0086701653296042
629 => 0.0087889246764418
630 => 0.0087254763481649
701 => 0.0087792003101562
702 => 0.0087179750749625
703 => 0.0085057417352159
704 => 0.0083836840972007
705 => 0.0079827949924604
706 => 0.0080964866452633
707 => 0.0081718643286943
708 => 0.00814695200477
709 => 0.0082004733163489
710 => 0.0082037590901977
711 => 0.0081863587662183
712 => 0.0081662114201696
713 => 0.0081564048063312
714 => 0.0082294952714745
715 => 0.0082719267466021
716 => 0.0081794294876498
717 => 0.0081577586740515
718 => 0.0082512785097659
719 => 0.0083083255555269
720 => 0.0087295288894608
721 => 0.0086983247860141
722 => 0.0087766409621692
723 => 0.0087678237625938
724 => 0.0088499115919496
725 => 0.0089840905000412
726 => 0.0087112672628782
727 => 0.008758619943332
728 => 0.0087470101596178
729 => 0.0088737627339604
730 => 0.008874158441662
731 => 0.0087981639415829
801 => 0.0088393617929457
802 => 0.0088163662825189
803 => 0.0088579222778898
804 => 0.0086979080361883
805 => 0.0088927881101107
806 => 0.0090032725542301
807 => 0.0090048066308439
808 => 0.0090571753804978
809 => 0.0091103850631395
810 => 0.0092125164153836
811 => 0.0091075366751573
812 => 0.0089186883420618
813 => 0.0089323225817349
814 => 0.0088216008731379
815 => 0.008823462125063
816 => 0.0088135266164182
817 => 0.0088433438257713
818 => 0.0087044512368742
819 => 0.0087370490498738
820 => 0.0086914119207818
821 => 0.0087585207371261
822 => 0.0086863227442244
823 => 0.0087470045610286
824 => 0.0087731928215271
825 => 0.0088698280665599
826 => 0.0086720496399613
827 => 0.0082687660397046
828 => 0.0083535411418196
829 => 0.0082281521068509
830 => 0.008239757339427
831 => 0.0082632017561897
901 => 0.0081872107309259
902 => 0.0082017074237938
903 => 0.0082011894999129
904 => 0.0081967263117124
905 => 0.0081769581111286
906 => 0.0081482903092629
907 => 0.008262494008412
908 => 0.0082818994423025
909 => 0.0083250353180166
910 => 0.0084533784247976
911 => 0.0084405539218913
912 => 0.008461471218215
913 => 0.008415808877786
914 => 0.0082418754844367
915 => 0.0082513209045144
916 => 0.0081335363647933
917 => 0.0083220233025202
918 => 0.0082773871077604
919 => 0.0082486098626232
920 => 0.0082407577246682
921 => 0.0083694189691866
922 => 0.0084079164300644
923 => 0.0083839273959139
924 => 0.0083347251869991
925 => 0.0084292079734427
926 => 0.0084544875811862
927 => 0.008460146753084
928 => 0.0086275521353846
929 => 0.0084695028543128
930 => 0.0085075468871415
1001 => 0.0088043555711232
1002 => 0.0085351910515504
1003 => 0.0086777735006532
1004 => 0.0086707948317329
1005 => 0.0087437351879668
1006 => 0.0086648115935522
1007 => 0.0086657899460941
1008 => 0.0087305560410221
1009 => 0.0086396037413225
1010 => 0.0086170826728517
1011 => 0.0085859699780584
1012 => 0.0086539034089045
1013 => 0.0086946264283319
1014 => 0.0090228240571549
1015 => 0.0092348546930048
1016 => 0.0092256498839115
1017 => 0.0093097646083433
1018 => 0.0092718701545842
1019 => 0.0091494989673442
1020 => 0.0093583716623864
1021 => 0.0092922756020703
1022 => 0.009297724480976
1023 => 0.009297521673431
1024 => 0.0093414697753234
1025 => 0.0093103285173483
1026 => 0.0092489459012948
1027 => 0.0092896945464378
1028 => 0.0094107034546054
1029 => 0.0097863188185644
1030 => 0.0099965181524775
1031 => 0.0097736645547287
1101 => 0.0099273859823273
1102 => 0.0098352079023133
1103 => 0.0098184564031144
1104 => 0.0099150048195705
1105 => 0.010011722231249
1106 => 0.010005561750246
1107 => 0.0099353498758614
1108 => 0.009895688969582
1109 => 0.010196014639308
1110 => 0.010417289476847
1111 => 0.010402200016372
1112 => 0.010468799987553
1113 => 0.010664339562799
1114 => 0.010682217250978
1115 => 0.010679965073181
1116 => 0.010635653357686
1117 => 0.010828187463538
1118 => 0.010988802801955
1119 => 0.010625396475838
1120 => 0.010763776847485
1121 => 0.010825900254655
1122 => 0.010917115847564
1123 => 0.011071011842311
1124 => 0.011238183711502
1125 => 0.011261823646752
1126 => 0.011245049981418
1127 => 0.011134795639865
1128 => 0.011317717093909
1129 => 0.011424868191653
1130 => 0.011488674218249
1201 => 0.011650475685389
1202 => 0.010826283907668
1203 => 0.010242880002409
1204 => 0.010151773058148
1205 => 0.010337042611906
1206 => 0.010385896715735
1207 => 0.010366203687739
1208 => 0.0097095295516069
1209 => 0.010148315804723
1210 => 0.01062041291888
1211 => 0.01063854809171
1212 => 0.010874889778142
1213 => 0.010951852319218
1214 => 0.011142138354809
1215 => 0.011130235911473
1216 => 0.011176567533027
1217 => 0.011165916695584
1218 => 0.011518381507063
1219 => 0.011907202535657
1220 => 0.011893738899812
1221 => 0.01183784127663
1222 => 0.011920858779016
1223 => 0.012322163749118
1224 => 0.012285218018252
1225 => 0.012321107648758
1226 => 0.012794268825065
1227 => 0.013409445660657
1228 => 0.01312363425778
1229 => 0.013743762762007
1230 => 0.014134100783818
1231 => 0.014809150030836
]
'min_raw' => 0.0060462479097292
'max_raw' => 0.014809150030836
'avg_raw' => 0.010427698970283
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.006046'
'max' => '$0.0148091'
'avg' => '$0.010427'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0026959810219614
'max_diff' => 0.0060079773192773
'year' => 2028
]
3 => [
'items' => [
101 => 0.014724630540422
102 => 0.014987422258546
103 => 0.01457332301283
104 => 0.013622467441402
105 => 0.013471990907495
106 => 0.01377324873905
107 => 0.01451386172162
108 => 0.013749924200611
109 => 0.013904467766157
110 => 0.013859959208883
111 => 0.013857587537015
112 => 0.013948104605928
113 => 0.013816804876417
114 => 0.013281866158022
115 => 0.013527025420249
116 => 0.013432357655589
117 => 0.013537398598429
118 => 0.014104261244757
119 => 0.013853637756498
120 => 0.013589626270615
121 => 0.013920755262751
122 => 0.014342396258006
123 => 0.014316010722285
124 => 0.014264811754687
125 => 0.014553417654345
126 => 0.015030110046985
127 => 0.01515895808521
128 => 0.015254071072846
129 => 0.015267185546894
130 => 0.015402272780188
131 => 0.014675874680402
201 => 0.015828687119988
202 => 0.016027745982503
203 => 0.015990331166495
204 => 0.016211576714504
205 => 0.016146480661822
206 => 0.016052166694743
207 => 0.016402887948614
208 => 0.016000814332797
209 => 0.015430121454805
210 => 0.015117028054913
211 => 0.015529334700415
212 => 0.015781115981303
213 => 0.015947527391674
214 => 0.015997883383904
215 => 0.014732262897099
216 => 0.014050163649241
217 => 0.014487381446834
218 => 0.015020817335058
219 => 0.014672911417109
220 => 0.01468654867042
221 => 0.014190526259493
222 => 0.015064704312081
223 => 0.014937343922814
224 => 0.01559808984763
225 => 0.015440397529855
226 => 0.015979210181534
227 => 0.015837322752769
228 => 0.016426289536754
301 => 0.016661244332525
302 => 0.017055770002419
303 => 0.017345984691201
304 => 0.017516404307376
305 => 0.017506172952849
306 => 0.018181460374851
307 => 0.017783266974842
308 => 0.017283042217452
309 => 0.01727399472978
310 => 0.017533068219871
311 => 0.018076015181763
312 => 0.018216793429424
313 => 0.018295469264545
314 => 0.018174974484332
315 => 0.0177427640874
316 => 0.017556137829362
317 => 0.017715148808294
318 => 0.017520692045029
319 => 0.017856378973355
320 => 0.018317348824806
321 => 0.018222160373354
322 => 0.018540361095109
323 => 0.018869665366433
324 => 0.019340585264406
325 => 0.01946370116385
326 => 0.019667207063952
327 => 0.019876681483362
328 => 0.019943959021383
329 => 0.020072412716459
330 => 0.020071735702079
331 => 0.020458839558121
401 => 0.020885827098943
402 => 0.021047005010819
403 => 0.021417624731776
404 => 0.020782951447701
405 => 0.021264358424273
406 => 0.02169859956754
407 => 0.021180879374877
408 => 0.021894436047129
409 => 0.021922141835758
410 => 0.022340466350234
411 => 0.021916414313533
412 => 0.021664613567762
413 => 0.022391552885952
414 => 0.022743295923651
415 => 0.022637348058116
416 => 0.021831079570107
417 => 0.021361796727603
418 => 0.020133593010871
419 => 0.021588453367792
420 => 0.02229707340879
421 => 0.021829244415391
422 => 0.022065190147674
423 => 0.023352433557351
424 => 0.023842532504918
425 => 0.023740595349874
426 => 0.023757821051048
427 => 0.02402226954723
428 => 0.025194979813747
429 => 0.024492264638839
430 => 0.025029464059821
501 => 0.025314392695693
502 => 0.025579050291937
503 => 0.024929134881455
504 => 0.024083604481572
505 => 0.023815789510977
506 => 0.021782728041899
507 => 0.021676898363295
508 => 0.021617492957727
509 => 0.021242950278683
510 => 0.020948662328828
511 => 0.020714633624893
512 => 0.02010047241888
513 => 0.020307733797018
514 => 0.019328889020039
515 => 0.019955119220221
516 => 0.018392859321129
517 => 0.019693955787897
518 => 0.018985828134632
519 => 0.019461316808767
520 => 0.019459657873577
521 => 0.018584132470673
522 => 0.018079147690027
523 => 0.018400943646556
524 => 0.01874593445615
525 => 0.018801908054318
526 => 0.019249197644139
527 => 0.0193740265542
528 => 0.01899578912901
529 => 0.018360484957174
530 => 0.018508051626546
531 => 0.018076157256182
601 => 0.017319278984695
602 => 0.017862882173104
603 => 0.018048492202171
604 => 0.018130468164978
605 => 0.017386165313027
606 => 0.017152289197343
607 => 0.017027775515764
608 => 0.018264404805543
609 => 0.018332150149569
610 => 0.017985555391302
611 => 0.019552196564135
612 => 0.019197617416878
613 => 0.019593769198365
614 => 0.018494661498021
615 => 0.018536648892319
616 => 0.018016313692995
617 => 0.018307666635806
618 => 0.018101747766571
619 => 0.018284128197233
620 => 0.018393446275389
621 => 0.018913696092827
622 => 0.019699896205123
623 => 0.018835988118905
624 => 0.018459570994348
625 => 0.018693098061373
626 => 0.019315011414697
627 => 0.020257241980142
628 => 0.019699422521241
629 => 0.019946973324713
630 => 0.020001052162502
701 => 0.019589736745108
702 => 0.020272407766275
703 => 0.020638256712529
704 => 0.021013542029612
705 => 0.02133939175518
706 => 0.020863644821268
707 => 0.021372762236198
708 => 0.020962503471086
709 => 0.02059445894701
710 => 0.02059501711863
711 => 0.020364137412405
712 => 0.019916778888877
713 => 0.019834279113427
714 => 0.020263453363889
715 => 0.020607610469807
716 => 0.020635956897452
717 => 0.020826499954719
718 => 0.020939261373259
719 => 0.022044476566675
720 => 0.022489003260286
721 => 0.023032562086774
722 => 0.023244308882988
723 => 0.023881590824164
724 => 0.023366933899156
725 => 0.023255584636086
726 => 0.021709747100127
727 => 0.021962877910041
728 => 0.022368164760203
729 => 0.02171643013101
730 => 0.0221298057446
731 => 0.022211414847216
801 => 0.021694284437699
802 => 0.021970506133308
803 => 0.021236943203796
804 => 0.01971588587239
805 => 0.020274101137903
806 => 0.020685135466546
807 => 0.020098538799404
808 => 0.02114999062083
809 => 0.020535754173125
810 => 0.020341070707751
811 => 0.019581541099662
812 => 0.019940009837704
813 => 0.020424843938685
814 => 0.020125272832293
815 => 0.020746927858884
816 => 0.021627357165876
817 => 0.022254803520511
818 => 0.022302971060587
819 => 0.021899565090198
820 => 0.022546025732249
821 => 0.022550734492269
822 => 0.021821524247167
823 => 0.021374887032301
824 => 0.02127341011735
825 => 0.021526919346617
826 => 0.021834726351333
827 => 0.022320052207121
828 => 0.022613324457332
829 => 0.023378022946298
830 => 0.023584928431789
831 => 0.023812254830519
901 => 0.024116033004088
902 => 0.024480796588583
903 => 0.023682714631711
904 => 0.023714423915669
905 => 0.022971261047627
906 => 0.022177084942788
907 => 0.022779765610911
908 => 0.023567690413234
909 => 0.023386939593001
910 => 0.023366601433321
911 => 0.023400804576568
912 => 0.023264524360883
913 => 0.022648133996119
914 => 0.022338586613743
915 => 0.022737981710968
916 => 0.022950242430113
917 => 0.023279440294426
918 => 0.023238859709125
919 => 0.024086838054326
920 => 0.024416336797737
921 => 0.024332036919127
922 => 0.024347550125581
923 => 0.024944091861615
924 => 0.025607568960251
925 => 0.026229002816637
926 => 0.026861152026558
927 => 0.026099071480794
928 => 0.025712133978249
929 => 0.026111354712069
930 => 0.025899522571266
1001 => 0.027116772885818
1002 => 0.027201052656567
1003 => 0.028418214950066
1004 => 0.029573446903586
1005 => 0.02884786641171
1006 => 0.029532056134686
1007 => 0.030272063102891
1008 => 0.031699656606363
1009 => 0.031218893337739
1010 => 0.030850636208493
1011 => 0.030502635000762
1012 => 0.031226770270415
1013 => 0.032158358726479
1014 => 0.032359013957272
1015 => 0.032684152087355
1016 => 0.032342309099572
1017 => 0.032754021325586
1018 => 0.034207546398936
1019 => 0.033814791093496
1020 => 0.033257015421206
1021 => 0.034404433868583
1022 => 0.034819680144213
1023 => 0.037734095972744
1024 => 0.041413666344779
1025 => 0.039890300049395
1026 => 0.038944697431127
1027 => 0.039166936476414
1028 => 0.040510591014963
1029 => 0.040942130207282
1030 => 0.039769057922079
1031 => 0.040183406884744
1101 => 0.04246651040692
1102 => 0.043691322195837
1103 => 0.042027863272319
1104 => 0.037438446076069
1105 => 0.033206793824672
1106 => 0.034329218555527
1107 => 0.034201970423942
1108 => 0.036654880335556
1109 => 0.033805424009354
1110 => 0.033853401546049
1111 => 0.036357035036958
1112 => 0.035689108544728
1113 => 0.034607153168877
1114 => 0.033214693296279
1115 => 0.030640602434833
1116 => 0.028360658375017
1117 => 0.032832153716076
1118 => 0.032639334706083
1119 => 0.032360104205436
1120 => 0.032981501468729
1121 => 0.035998830192587
1122 => 0.035929270999362
1123 => 0.035486770901477
1124 => 0.035822403325706
1125 => 0.034548315182151
1126 => 0.034876676707192
1127 => 0.033206123509335
1128 => 0.033961283323231
1129 => 0.034604831778571
1130 => 0.034734033658878
1201 => 0.035025132092422
1202 => 0.03253772784958
1203 => 0.033654499328264
1204 => 0.034310497944655
1205 => 0.031346672330369
1206 => 0.034251912641686
1207 => 0.032494427675687
1208 => 0.031897910881688
1209 => 0.032701042159696
1210 => 0.032388061119586
1211 => 0.032118978400162
1212 => 0.031968825619296
1213 => 0.0325585565915
1214 => 0.032531044936766
1215 => 0.031566130604391
1216 => 0.030307439192747
1217 => 0.030729897345632
1218 => 0.030576414338123
1219 => 0.030020172119207
1220 => 0.030395012213814
1221 => 0.028744406139393
1222 => 0.02590462417939
1223 => 0.027780671127042
1224 => 0.027708445360304
1225 => 0.027672025853537
1226 => 0.029081823284568
1227 => 0.028946303791135
1228 => 0.028700334583543
1229 => 0.030015654701818
1230 => 0.029535545165096
1231 => 0.031015129629241
]
'min_raw' => 0.013281866158022
'max_raw' => 0.043691322195837
'avg_raw' => 0.02848659417693
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.013281'
'max' => '$0.043691'
'avg' => '$0.028486'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.0072356182482932
'max_diff' => 0.028882172165001
'year' => 2029
]
4 => [
'items' => [
101 => 0.03198967965085
102 => 0.031742502241979
103 => 0.032659071247711
104 => 0.030739629928229
105 => 0.031377191339942
106 => 0.031508591863274
107 => 0.02999942385573
108 => 0.028968476456258
109 => 0.028899724018374
110 => 0.027112203300993
111 => 0.028067082439855
112 => 0.02890733656647
113 => 0.028504920046176
114 => 0.028377526997702
115 => 0.029028350454173
116 => 0.029078925010666
117 => 0.027925819762959
118 => 0.028165586858051
119 => 0.02916545550255
120 => 0.028140392733609
121 => 0.026148863216608
122 => 0.025654936361342
123 => 0.025589037413971
124 => 0.024249468608657
125 => 0.025687942915614
126 => 0.025060010331912
127 => 0.027043641840037
128 => 0.025910602161026
129 => 0.025861759085041
130 => 0.025787925611969
131 => 0.024634903404345
201 => 0.02488734198943
202 => 0.025726486293737
203 => 0.026025902435151
204 => 0.025994670878558
205 => 0.025722374028853
206 => 0.025847030132262
207 => 0.025445469390115
208 => 0.025303669934298
209 => 0.024856111846729
210 => 0.024198325099079
211 => 0.02428979438078
212 => 0.022986546714421
213 => 0.022276468217199
214 => 0.022079927847852
215 => 0.021817105851974
216 => 0.022109614291629
217 => 0.022982854777526
218 => 0.021929541483231
219 => 0.020123709721498
220 => 0.020232243287366
221 => 0.020476085985966
222 => 0.020021686730306
223 => 0.019591635969662
224 => 0.019965530214921
225 => 0.019200375491615
226 => 0.020568551278707
227 => 0.020531545957935
228 => 0.02104151728394
301 => 0.021360412819756
302 => 0.020625461853356
303 => 0.020440623672825
304 => 0.020545915900882
305 => 0.018805669912431
306 => 0.020899302059652
307 => 0.020917407877402
308 => 0.020762374873473
309 => 0.021877169358227
310 => 0.024229733434179
311 => 0.023344604197135
312 => 0.023001855403379
313 => 0.022350289695901
314 => 0.023218462314972
315 => 0.02315180020343
316 => 0.022850328854182
317 => 0.022667998041509
318 => 0.023003948154427
319 => 0.022626370104723
320 => 0.022558546711845
321 => 0.022147610743585
322 => 0.022000925299311
323 => 0.021892325236087
324 => 0.021772767237299
325 => 0.022036482390628
326 => 0.021438869158565
327 => 0.020718206185445
328 => 0.020658290856911
329 => 0.020823722346802
330 => 0.020750531227451
331 => 0.02065794044599
401 => 0.020481159428583
402 => 0.020428712277047
403 => 0.020599140075798
404 => 0.020406737027566
405 => 0.020690638205969
406 => 0.020613432794412
407 => 0.020182169641453
408 => 0.019644656078797
409 => 0.019639871080616
410 => 0.019524064665241
411 => 0.019376567783649
412 => 0.019335537525462
413 => 0.019934041884461
414 => 0.021172927995862
415 => 0.020929705008162
416 => 0.021105458543269
417 => 0.021969991986332
418 => 0.022244801170454
419 => 0.022049748120776
420 => 0.021782747476029
421 => 0.021794494149347
422 => 0.022706916179038
423 => 0.02276382282183
424 => 0.022907607549388
425 => 0.023092411557858
426 => 0.022081221042534
427 => 0.02174686716701
428 => 0.02158843175154
429 => 0.021100511994116
430 => 0.02162669162142
501 => 0.021320109285848
502 => 0.02136147771726
503 => 0.021334536472033
504 => 0.021349248213686
505 => 0.020568168845691
506 => 0.020852753115066
507 => 0.020379576571204
508 => 0.019746046295533
509 => 0.019743922479905
510 => 0.019898978117354
511 => 0.019806744956871
512 => 0.019558547893545
513 => 0.019593803114933
514 => 0.019284930278284
515 => 0.019631305869626
516 => 0.019641238682194
517 => 0.019507865212322
518 => 0.020041504601405
519 => 0.02026013709452
520 => 0.020172347819513
521 => 0.020253977564957
522 => 0.020939812021386
523 => 0.02105163296284
524 => 0.021101296438556
525 => 0.021034753960246
526 => 0.020266513359817
527 => 0.020300588097257
528 => 0.020050570282864
529 => 0.01983933157593
530 => 0.019847780016406
531 => 0.01995638417088
601 => 0.020430664883017
602 => 0.021428760681334
603 => 0.021466637687281
604 => 0.02151254572344
605 => 0.021325814668852
606 => 0.021269494796013
607 => 0.021343795245681
608 => 0.021718627550145
609 => 0.022682798003204
610 => 0.022341995770313
611 => 0.02206491825007
612 => 0.022307989934886
613 => 0.022270570954268
614 => 0.021954717100716
615 => 0.021945852135031
616 => 0.021339627605479
617 => 0.021115520199969
618 => 0.020928239277775
619 => 0.020723733399833
620 => 0.020602495460289
621 => 0.020788772037086
622 => 0.020831375694159
623 => 0.020424078703436
624 => 0.020368565628614
625 => 0.020701173143355
626 => 0.020554804976976
627 => 0.020705348265853
628 => 0.020740275600209
629 => 0.020734651494933
630 => 0.020581826318956
701 => 0.020679232528811
702 => 0.020448837804314
703 => 0.020198318145592
704 => 0.020038502211254
705 => 0.019899041612036
706 => 0.01997642245798
707 => 0.019700573871375
708 => 0.019612324356785
709 => 0.020646233496621
710 => 0.021409993294614
711 => 0.021398887924669
712 => 0.021331286841199
713 => 0.021230845343541
714 => 0.021711279628979
715 => 0.02154390593052
716 => 0.02166568428069
717 => 0.021696681981829
718 => 0.021790502687268
719 => 0.021824035525301
720 => 0.021722675998713
721 => 0.021382501047463
722 => 0.020534817411811
723 => 0.020140218391136
724 => 0.020009994141747
725 => 0.020014727545882
726 => 0.019884159129013
727 => 0.019922617379447
728 => 0.019870784918983
729 => 0.019772626778483
730 => 0.019970361469406
731 => 0.019993148550509
801 => 0.019946994910894
802 => 0.01995786576381
803 => 0.019575733340273
804 => 0.019604786038486
805 => 0.019443016922995
806 => 0.019412687163996
807 => 0.019003748926883
808 => 0.018279255563292
809 => 0.018680695214994
810 => 0.018195812566695
811 => 0.018012180160613
812 => 0.018881467410306
813 => 0.018794215080712
814 => 0.018644877020123
815 => 0.018423974903733
816 => 0.018342040159966
817 => 0.017844230594227
818 => 0.017814817349372
819 => 0.018061545212142
820 => 0.017947688792861
821 => 0.017787791259393
822 => 0.017208658601725
823 => 0.016557521750273
824 => 0.016577175478918
825 => 0.016784289996533
826 => 0.017386503389697
827 => 0.017151208198591
828 => 0.016980498837742
829 => 0.016948530105959
830 => 0.01734868571529
831 => 0.017914989737686
901 => 0.018180686914655
902 => 0.017917389081622
903 => 0.017614926707995
904 => 0.017633336191202
905 => 0.017755806235384
906 => 0.017768676105394
907 => 0.017571804193798
908 => 0.017627222483728
909 => 0.017543037033769
910 => 0.017026391082763
911 => 0.017017046595811
912 => 0.016890253347393
913 => 0.016886414098222
914 => 0.016670707152604
915 => 0.0166405282598
916 => 0.016212229026801
917 => 0.016494136878971
918 => 0.016305047892562
919 => 0.016020046188461
920 => 0.01597091178725
921 => 0.015969434747818
922 => 0.016262067772715
923 => 0.016490717291695
924 => 0.016308337176436
925 => 0.016266812759482
926 => 0.016710184895822
927 => 0.016653761750046
928 => 0.016604899669694
929 => 0.017864283423757
930 => 0.016867382911477
1001 => 0.01643267738703
1002 => 0.015894646752188
1003 => 0.016069832239879
1004 => 0.016106746396145
1005 => 0.014812879706661
1006 => 0.014287958151878
1007 => 0.014107824855528
1008 => 0.014004155596767
1009 => 0.014051398979781
1010 => 0.013578908013319
1011 => 0.013896429757061
1012 => 0.013487292518772
1013 => 0.013418699329325
1014 => 0.014150287393764
1015 => 0.014252083599055
1016 => 0.013817789361681
1017 => 0.014096676567925
1018 => 0.013995548190119
1019 => 0.013494306002427
1020 => 0.013475162237745
1021 => 0.013223656527476
1022 => 0.012830098792008
1023 => 0.012650232346335
1024 => 0.012556556339756
1025 => 0.012595208885779
1026 => 0.012575664975722
1027 => 0.012448127742592
1028 => 0.012582975260636
1029 => 0.012238495574874
1030 => 0.012101320988343
1031 => 0.012039362410033
1101 => 0.011733616861408
1102 => 0.012220193994932
1103 => 0.012316055819973
1104 => 0.012412106522423
1105 => 0.01324816231065
1106 => 0.01320639532614
1107 => 0.01358394852477
1108 => 0.013569277501747
1109 => 0.013461593213541
1110 => 0.013007290914807
1111 => 0.013188367713923
1112 => 0.012631041471828
1113 => 0.013048628186906
1114 => 0.012858059048982
1115 => 0.012984196569679
1116 => 0.012757389934105
1117 => 0.012882914090848
1118 => 0.01233878821493
1119 => 0.011830691128055
1120 => 0.012035164228092
1121 => 0.012257449872168
1122 => 0.012739421785852
1123 => 0.012452363290244
1124 => 0.012555600380148
1125 => 0.012209773410649
1126 => 0.011496233591982
1127 => 0.011500272149865
1128 => 0.011390509594073
1129 => 0.011295658720273
1130 => 0.012485335411607
1201 => 0.012337380309035
1202 => 0.01210163321697
1203 => 0.012417190067916
1204 => 0.012500628307866
1205 => 0.012503003677257
1206 => 0.012733225810006
1207 => 0.012856095403523
1208 => 0.012877751701928
1209 => 0.013240011202086
1210 => 0.013361435808221
1211 => 0.013861566576237
1212 => 0.012845670776955
1213 => 0.012824749071498
1214 => 0.012421630599935
1215 => 0.012165966492218
1216 => 0.01243913614012
1217 => 0.012681127156786
1218 => 0.01242914993537
1219 => 0.012462052840957
1220 => 0.012123794008502
1221 => 0.012244705624547
1222 => 0.012348850996839
1223 => 0.012291348043642
1224 => 0.01220526333953
1225 => 0.012661286653048
1226 => 0.01263555603053
1227 => 0.013060215424009
1228 => 0.01339126778891
1229 => 0.013984572809501
1230 => 0.013365428090824
1231 => 0.013342863996398
]
'min_raw' => 0.011295658720273
'max_raw' => 0.032659071247711
'avg_raw' => 0.021977364983992
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.011295'
'max' => '$0.032659'
'avg' => '$0.021977'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0019862074377489
'max_diff' => -0.011032250948125
'year' => 2030
]
5 => [
'items' => [
101 => 0.013563431638806
102 => 0.013361402040464
103 => 0.013489077772792
104 => 0.013964002275164
105 => 0.013974036681523
106 => 0.013805947446409
107 => 0.013795719201177
108 => 0.013828002577475
109 => 0.014017087320807
110 => 0.0139510153015
111 => 0.014027475514982
112 => 0.014123090182741
113 => 0.014518592988372
114 => 0.014613947375841
115 => 0.014382285649872
116 => 0.014403202109921
117 => 0.014316554265152
118 => 0.0142328535328
119 => 0.014421000555618
120 => 0.014764842937856
121 => 0.014762703912242
122 => 0.01484246866158
123 => 0.014892161439611
124 => 0.014678843658965
125 => 0.014539981627677
126 => 0.014593230166494
127 => 0.014678375739664
128 => 0.014565618604678
129 => 0.01386962933336
130 => 0.014080748018311
131 => 0.014045607545959
201 => 0.013995563240102
202 => 0.014207844710353
203 => 0.014187369644683
204 => 0.013574061935531
205 => 0.013613323905199
206 => 0.013576449585946
207 => 0.013695598055227
208 => 0.013354967632111
209 => 0.013459743256081
210 => 0.013525457545224
211 => 0.01356416376637
212 => 0.013703997178255
213 => 0.013687589341322
214 => 0.013702977244074
215 => 0.013910313279247
216 => 0.014958947796018
217 => 0.015016022659084
218 => 0.014734965159196
219 => 0.014847242086787
220 => 0.014631694938077
221 => 0.014776393183047
222 => 0.014875392047318
223 => 0.014428035216062
224 => 0.014401545647837
225 => 0.01418510885937
226 => 0.014301409729886
227 => 0.014116366682566
228 => 0.014161769773847
301 => 0.014034818772455
302 => 0.014263305299269
303 => 0.014518788739465
304 => 0.014583333945805
305 => 0.014413543296383
306 => 0.014290603676452
307 => 0.014074762202681
308 => 0.014433711383902
309 => 0.014538679063269
310 => 0.014433160033369
311 => 0.014408708968504
312 => 0.014362374244768
313 => 0.014418539099183
314 => 0.014538107386745
315 => 0.01448172119041
316 => 0.014518965266486
317 => 0.01437702925441
318 => 0.014678914276027
319 => 0.015158380342942
320 => 0.015159921904748
321 => 0.015103535404471
322 => 0.015080463263422
323 => 0.015138319234525
324 => 0.015169703725472
325 => 0.015356799327049
326 => 0.015557560361759
327 => 0.016494424511847
328 => 0.016231356807424
329 => 0.01706259841568
330 => 0.017720002604596
331 => 0.017917129376051
401 => 0.017735782021844
402 => 0.017115402519293
403 => 0.017084963741221
404 => 0.018012072635503
405 => 0.017750121908591
406 => 0.017718963703145
407 => 0.01738749303982
408 => 0.017583433255285
409 => 0.017540578255893
410 => 0.017472929542815
411 => 0.017846769824609
412 => 0.018546565459176
413 => 0.018437495746887
414 => 0.018356080266262
415 => 0.017999341329851
416 => 0.018214177850096
417 => 0.018137678680159
418 => 0.018466367661781
419 => 0.018271659590421
420 => 0.017748137374199
421 => 0.017831510012684
422 => 0.017818908406099
423 => 0.01807824857665
424 => 0.01800040109467
425 => 0.017803707435835
426 => 0.018544173633775
427 => 0.01849609187757
428 => 0.018564260814849
429 => 0.018594270889233
430 => 0.019044979615441
501 => 0.019229620559498
502 => 0.019271537286394
503 => 0.019446931902605
504 => 0.019267173308562
505 => 0.019986335850439
506 => 0.02046453697649
507 => 0.021019992192404
508 => 0.02183166155514
509 => 0.02213685674389
510 => 0.022081725964738
511 => 0.022697124412111
512 => 0.0238029817425
513 => 0.022305251348881
514 => 0.023882365090135
515 => 0.023383069088308
516 => 0.022199247249927
517 => 0.022123023079878
518 => 0.022924720973283
519 => 0.024702809740294
520 => 0.024257418671074
521 => 0.024703538240526
522 => 0.024183116065724
523 => 0.024157272718282
524 => 0.0246782624971
525 => 0.025895583512983
526 => 0.025317279928933
527 => 0.024488139935341
528 => 0.025100364003762
529 => 0.024569998857033
530 => 0.023374937741595
531 => 0.024257078088917
601 => 0.023667215960574
602 => 0.02383936908842
603 => 0.025079171546828
604 => 0.024929995234922
605 => 0.025123043195883
606 => 0.024782318597732
607 => 0.024464028095721
608 => 0.023869915237154
609 => 0.023694027709142
610 => 0.023742636694114
611 => 0.023694003620943
612 => 0.023361602936754
613 => 0.023289821040652
614 => 0.023170181402311
615 => 0.023207262728925
616 => 0.022982305207033
617 => 0.023406846529439
618 => 0.023485645139923
619 => 0.023794590910562
620 => 0.023826666685358
621 => 0.02468707625902
622 => 0.024213177124442
623 => 0.0245311095784
624 => 0.024502670707221
625 => 0.022224904258826
626 => 0.022538760378512
627 => 0.023027022007266
628 => 0.022807060805335
629 => 0.022496087128799
630 => 0.022244959211643
701 => 0.021864474738003
702 => 0.022399999328094
703 => 0.023104157217372
704 => 0.023844525291468
705 => 0.024734029021655
706 => 0.024535502144042
707 => 0.023827896637958
708 => 0.023859639304054
709 => 0.024055859975586
710 => 0.023801736377425
711 => 0.023726790367245
712 => 0.024045563544662
713 => 0.02404775876034
714 => 0.023755358848792
715 => 0.023430409855726
716 => 0.02342904830758
717 => 0.023371226772899
718 => 0.024193402388292
719 => 0.024645515845428
720 => 0.024697349924672
721 => 0.024642026998903
722 => 0.024663318597343
723 => 0.024400243738276
724 => 0.025001554853677
725 => 0.025553377396675
726 => 0.025405477167182
727 => 0.025183753697917
728 => 0.025007140274997
729 => 0.025363872657598
730 => 0.02534798792615
731 => 0.025548557708161
801 => 0.025539458704302
802 => 0.025472014630423
803 => 0.025405479575823
804 => 0.02566928354653
805 => 0.025593312239528
806 => 0.025517222928103
807 => 0.025364614165349
808 => 0.025385356230771
809 => 0.025163671045188
810 => 0.025061109334713
811 => 0.023518827289129
812 => 0.023106679131029
813 => 0.023236349331617
814 => 0.023279040128535
815 => 0.023099672721948
816 => 0.023356839507288
817 => 0.0233167603362
818 => 0.023472684945373
819 => 0.023375270019021
820 => 0.023379267961578
821 => 0.023665744488927
822 => 0.023748909843575
823 => 0.023706611272974
824 => 0.023736235741913
825 => 0.024418919124893
826 => 0.024321863378819
827 => 0.024270304448109
828 => 0.024284586624276
829 => 0.024459026865524
830 => 0.02450786060899
831 => 0.02430094860644
901 => 0.024398529502987
902 => 0.024814016575621
903 => 0.024959413536511
904 => 0.025423450841173
905 => 0.025226319546547
906 => 0.025588162569475
907 => 0.026700344660578
908 => 0.027588832672098
909 => 0.026771742378384
910 => 0.028403337463275
911 => 0.029673768275277
912 => 0.029625007024699
913 => 0.029403478027032
914 => 0.027957126323719
915 => 0.026626171922441
916 => 0.027739571794419
917 => 0.027742410079666
918 => 0.027646768043237
919 => 0.027052743569124
920 => 0.027626097279161
921 => 0.027671608014549
922 => 0.027646134105013
923 => 0.027190696933474
924 => 0.026495328551393
925 => 0.026631201868775
926 => 0.026853765134387
927 => 0.026432406441022
928 => 0.026297756807468
929 => 0.026548096094386
930 => 0.027354741437094
1001 => 0.027202249807633
1002 => 0.027198267634921
1003 => 0.027850691492269
1004 => 0.027383696812289
1005 => 0.026632915666434
1006 => 0.026443333525518
1007 => 0.025770444643102
1008 => 0.026235211390935
1009 => 0.026251937518781
1010 => 0.025997389520794
1011 => 0.026653570833576
1012 => 0.02664752400726
1013 => 0.027270470504047
1014 => 0.028461310237884
1015 => 0.028109120330924
1016 => 0.027699561787283
1017 => 0.027744092156803
1018 => 0.028232480400125
1019 => 0.027937189719394
1020 => 0.028043378307024
1021 => 0.02823231967098
1022 => 0.028346312687004
1023 => 0.02772769031605
1024 => 0.027583459849252
1025 => 0.027288414932198
1026 => 0.027211443220613
1027 => 0.027451751149239
1028 => 0.027388438500251
1029 => 0.026250531752503
1030 => 0.02613161416611
1031 => 0.026135261198709
1101 => 0.025836237273501
1102 => 0.025380154013593
1103 => 0.026578713589314
1104 => 0.026482452481553
1105 => 0.026376187668603
1106 => 0.026389204501851
1107 => 0.026909458590719
1108 => 0.026607684945714
1109 => 0.027409999640686
1110 => 0.027245067859187
1111 => 0.027075906199838
1112 => 0.027052522905725
1113 => 0.02698741009907
1114 => 0.026764114057642
1115 => 0.026494470669605
1116 => 0.026316428748713
1117 => 0.024275514439527
1118 => 0.02465429626386
1119 => 0.025090050225704
1120 => 0.025240470747159
1121 => 0.024983166036428
1122 => 0.026774274015912
1123 => 0.02710152670331
1124 => 0.026110256967017
1125 => 0.025924830872634
1126 => 0.02678643051979
1127 => 0.026266780606281
1128 => 0.026500778930516
1129 => 0.025995002543762
1130 => 0.027022701113993
1201 => 0.027014871772754
1202 => 0.026615073817309
1203 => 0.026952980311553
1204 => 0.026894260742707
1205 => 0.026442889835669
1206 => 0.027037010376842
1207 => 0.027037305053218
1208 => 0.026652508213459
1209 => 0.026203149747481
1210 => 0.026122815067137
1211 => 0.026062293676944
1212 => 0.026485894378557
1213 => 0.026865693443058
1214 => 0.027572405341921
1215 => 0.027750089504356
1216 => 0.028443602619444
1217 => 0.02803064932595
1218 => 0.028213706172315
1219 => 0.028412440274017
1220 => 0.028507720710577
1221 => 0.028352466352232
1222 => 0.02942977768135
1223 => 0.029520735765494
1224 => 0.029551233224323
1225 => 0.029187969905568
1226 => 0.02951063275546
1227 => 0.029359669493466
1228 => 0.029752433962373
1229 => 0.029814024446166
1230 => 0.029761859497539
1231 => 0.029781409289234
]
'min_raw' => 0.013354967632111
'max_raw' => 0.029814024446166
'avg_raw' => 0.021584496039139
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.013354'
'max' => '$0.029814'
'avg' => '$0.021584'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0020593089118378
'max_diff' => -0.0028450468015452
'year' => 2031
]
6 => [
'items' => [
101 => 0.028862114120574
102 => 0.02881444381641
103 => 0.028164455836612
104 => 0.028429330742848
105 => 0.027934159801424
106 => 0.028091183607776
107 => 0.028160398205438
108 => 0.028124244427513
109 => 0.028444306372632
110 => 0.028172188334945
111 => 0.027454024093143
112 => 0.026735664187973
113 => 0.026726645764527
114 => 0.026537514281601
115 => 0.026400806860605
116 => 0.026427141559845
117 => 0.026519948474856
118 => 0.02639541275399
119 => 0.026421988764158
120 => 0.026863327607977
121 => 0.02695183496562
122 => 0.026651052382292
123 => 0.025443366907508
124 => 0.025146997862747
125 => 0.025360022054868
126 => 0.025258210211549
127 => 0.020385346963201
128 => 0.021530153903198
129 => 0.020849948493422
130 => 0.021163418440993
131 => 0.020469104855948
201 => 0.020800467690824
202 => 0.020739277074656
203 => 0.022580092756871
204 => 0.022551350951953
205 => 0.022565108132985
206 => 0.02190844203818
207 => 0.022954528957632
208 => 0.023469868990223
209 => 0.023374493265521
210 => 0.023398497280639
211 => 0.022986028771803
212 => 0.022569101729762
213 => 0.022106665475526
214 => 0.022965814877047
215 => 0.022870292129768
216 => 0.023089386944028
217 => 0.023646606744182
218 => 0.023728659476427
219 => 0.02383893918066
220 => 0.023799411756936
221 => 0.024741115353925
222 => 0.02462706883477
223 => 0.024901888132512
224 => 0.024336563986466
225 => 0.023696846054153
226 => 0.023818435519131
227 => 0.023806725475893
228 => 0.02365764318531
229 => 0.023523058359292
301 => 0.023299012543011
302 => 0.024007926658266
303 => 0.023979146039816
304 => 0.024445070798715
305 => 0.024362714071828
306 => 0.023812715693566
307 => 0.023832358993244
308 => 0.023964469623822
309 => 0.024421706024665
310 => 0.024557444919463
311 => 0.024494565255133
312 => 0.024643396756563
313 => 0.024761027106945
314 => 0.024658169317503
315 => 0.026114418708124
316 => 0.025509682431785
317 => 0.025804426685145
318 => 0.025874721452837
319 => 0.025694662883533
320 => 0.025733711139801
321 => 0.025792858608034
322 => 0.026151990452885
323 => 0.02709445632941
324 => 0.02751186805054
325 => 0.028767671808294
326 => 0.027477207817752
327 => 0.027400637025024
328 => 0.027626845203436
329 => 0.028364134949565
330 => 0.028961639038698
331 => 0.029159865615902
401 => 0.029186064530443
402 => 0.02955795076713
403 => 0.029771109022732
404 => 0.029512793996418
405 => 0.029293899058327
406 => 0.028509844560326
407 => 0.028600601003379
408 => 0.029225822897181
409 => 0.030108985647562
410 => 0.030866831164812
411 => 0.030601460078254
412 => 0.032626054145901
413 => 0.032826784377983
414 => 0.032799049950295
415 => 0.033256343291641
416 => 0.032348709135238
417 => 0.031960677948792
418 => 0.029341226628505
419 => 0.030077185603475
420 => 0.031146945194948
421 => 0.031005358501624
422 => 0.03022847049154
423 => 0.030866241825591
424 => 0.0306553746776
425 => 0.030489055009094
426 => 0.031250997653175
427 => 0.030413210417129
428 => 0.031138587626395
429 => 0.030208283852445
430 => 0.030602672271024
501 => 0.030378798330217
502 => 0.030523672206877
503 => 0.029676742484182
504 => 0.030133725204491
505 => 0.029657730500597
506 => 0.029657504817131
507 => 0.029646997207661
508 => 0.030207002865909
509 => 0.030225264630319
510 => 0.029811419602752
511 => 0.029751778068806
512 => 0.0299723040792
513 => 0.029714125876882
514 => 0.029834925832792
515 => 0.029717784784485
516 => 0.029691413867144
517 => 0.029481285911122
518 => 0.02939075701008
519 => 0.029426255724821
520 => 0.029305080310567
521 => 0.029232067740373
522 => 0.029632473169749
523 => 0.029418552701143
524 => 0.029599686789884
525 => 0.029393261634819
526 => 0.028677702112204
527 => 0.028266176263844
528 => 0.026914550658028
529 => 0.027297870003151
530 => 0.027552011125541
531 => 0.027468017486107
601 => 0.027648468324834
602 => 0.027659546540771
603 => 0.027600880133622
604 => 0.027532951949776
605 => 0.027499888266544
606 => 0.027746317872788
607 => 0.027889378553652
608 => 0.027577517587142
609 => 0.027504452926087
610 => 0.027819761581545
611 => 0.028012099679226
612 => 0.029432216127061
613 => 0.02932700931369
614 => 0.029591057769457
615 => 0.029561329965492
616 => 0.029838094813354
617 => 0.030290488370057
618 => 0.029370645778052
619 => 0.02953029864626
620 => 0.029491155449899
621 => 0.029918510603877
622 => 0.02991984476002
623 => 0.029663623997237
624 => 0.029802525429449
625 => 0.02972499446055
626 => 0.02986510340029
627 => 0.029325604212556
628 => 0.029982655987877
629 => 0.030355162005003
630 => 0.030360334251413
701 => 0.03053689914714
702 => 0.030716299307148
703 => 0.031060642291822
704 => 0.030706695768198
705 => 0.030069980428197
706 => 0.030115949219167
707 => 0.029742643248289
708 => 0.029748918589103
709 => 0.029715420328032
710 => 0.029815951131137
711 => 0.0293476650705
712 => 0.029457570872934
713 => 0.029303702105918
714 => 0.029529964165611
715 => 0.02928654359184
716 => 0.029491136573864
717 => 0.029579432122541
718 => 0.029905244598026
719 => 0.029238420824301
720 => 0.027878722009673
721 => 0.028164547185263
722 => 0.027741789299483
723 => 0.027780917151365
724 => 0.027859961639317
725 => 0.027603752592116
726 => 0.027652629204247
727 => 0.027650882987722
728 => 0.027635835037094
729 => 0.027569185168655
730 => 0.027472529673142
731 => 0.027857575418271
801 => 0.027923002193477
802 => 0.028068437810098
803 => 0.02850115555524
804 => 0.028457916848313
805 => 0.028528440973267
806 => 0.028374487204468
807 => 0.027788058625149
808 => 0.027819904518399
809 => 0.027422785719276
810 => 0.028058282589559
811 => 0.027907788542527
812 => 0.027810764051384
813 => 0.02778429002005
814 => 0.028218080388785
815 => 0.028347877265942
816 => 0.028266996562442
817 => 0.028101107879898
818 => 0.028419663190969
819 => 0.028504895153443
820 => 0.028523975446607
821 => 0.029088394380904
822 => 0.028555520195122
823 => 0.028683788307953
824 => 0.029684499508518
825 => 0.028776992538312
826 => 0.029257719220251
827 => 0.029234190150751
828 => 0.029480113654326
829 => 0.029214017245488
830 => 0.029217315829389
831 => 0.029435679240264
901 => 0.029129027211739
902 => 0.02905309585702
903 => 0.028948197234305
904 => 0.029177239539363
905 => 0.029314540042553
906 => 0.030421081262157
907 => 0.031135957354431
908 => 0.031104922697914
909 => 0.031388521364038
910 => 0.031260757567483
911 => 0.03084817456602
912 => 0.03155240344038
913 => 0.031329555958345
914 => 0.031347927234004
915 => 0.031347243454207
916 => 0.031495417548095
917 => 0.031390422622619
918 => 0.031183466846997
919 => 0.031320853749077
920 => 0.031728843731536
921 => 0.032995257155751
922 => 0.033703958885688
923 => 0.032952592421736
924 => 0.033470874947372
925 => 0.033160090114937
926 => 0.033103611265836
927 => 0.033429130992713
928 => 0.03375522049878
929 => 0.033734450006967
930 => 0.033497725770444
1001 => 0.033364006255887
1002 => 0.034376575219435
1003 => 0.035122618783116
1004 => 0.035071743613612
1005 => 0.035296290066309
1006 => 0.035955565396388
1007 => 0.036015841270263
1008 => 0.03600824789558
1009 => 0.035858847853044
1010 => 0.036507990033226
1011 => 0.037049515860504
1012 => 0.035824266059779
1013 => 0.036290825144198
1014 => 0.036500278548788
1015 => 0.036807818288751
1016 => 0.037326689379715
1017 => 0.037890321008261
1018 => 0.037970024700444
1019 => 0.037913471116668
1020 => 0.03754174090641
1021 => 0.038158473359889
1022 => 0.038519740766981
1023 => 0.038734867240447
1024 => 0.039280392183525
1025 => 0.036501572061708
1026 => 0.034534585063165
1027 => 0.034227411639706
1028 => 0.034852060875309
1029 => 0.035016775897253
1030 => 0.034950379478442
1031 => 0.032736356780948
1101 => 0.034215755268407
1102 => 0.035807463649554
1103 => 0.03586860765091
1104 => 0.036665450147566
1105 => 0.036924934728154
1106 => 0.037566497382495
1107 => 0.037526367463787
1108 => 0.037682577760628
1109 => 0.037646667718569
1110 => 0.038835027438781
1111 => 0.0401459646833
1112 => 0.040100571095047
1113 => 0.039912108355842
1114 => 0.040192007661234
1115 => 0.04154503538615
1116 => 0.041420470275068
1117 => 0.041541474670054
1118 => 0.043136770611031
1119 => 0.045210882262503
1120 => 0.044247249162989
1121 => 0.04633805571098
1122 => 0.047654107604047
1123 => 0.049930083270802
1124 => 0.049645119907908
1125 => 0.050531140533094
1126 => 0.049134976014679
1127 => 0.045929100068993
1128 => 0.045421757928988
1129 => 0.046437469741227
1130 => 0.048934498119907
1201 => 0.046358829431413
1202 => 0.046879883852537
1203 => 0.0467298201442
1204 => 0.046721823886913
1205 => 0.047027008504451
1206 => 0.046584322299353
1207 => 0.044780739062055
1208 => 0.045607310631126
1209 => 0.045288131653081
1210 => 0.045642284525591
1211 => 0.047553501514773
1212 => 0.046708506926133
1213 => 0.045818373768787
1214 => 0.04693479828446
1215 => 0.048356390337997
1216 => 0.048267429662133
1217 => 0.048094808768279
1218 => 0.049067863708796
1219 => 0.050675065392183
1220 => 0.051109485548943
1221 => 0.051430165627334
1222 => 0.05147438199221
1223 => 0.051929838030748
1224 => 0.049480736121826
1225 => 0.053367523748683
1226 => 0.0540386646015
1227 => 0.053912517937109
1228 => 0.054658462749091
1229 => 0.054438986862612
1230 => 0.054121000737817
1231 => 0.055303481931819
]
'min_raw' => 0.020385346963201
'max_raw' => 0.055303481931819
'avg_raw' => 0.03784441444751
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.020385'
'max' => '$0.0553034'
'avg' => '$0.037844'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0070303793310894
'max_diff' => 0.025489457485653
'year' => 2032
]
7 => [
'items' => [
101 => 0.053947862664207
102 => 0.052023731781552
103 => 0.050968115524334
104 => 0.052358236165973
105 => 0.053207134333298
106 => 0.053768202021835
107 => 0.053937980765381
108 => 0.049670852931317
109 => 0.047371107694516
110 => 0.048845218024673
111 => 0.050643734365124
112 => 0.049470745272746
113 => 0.049516724224405
114 => 0.047844350034784
115 => 0.05079170237225
116 => 0.050362297927816
117 => 0.052590048945142
118 => 0.052058378286038
119 => 0.053875022759871
120 => 0.053396639387524
121 => 0.05538238202008
122 => 0.056174548518042
123 => 0.05750471935899
124 => 0.058483198444361
125 => 0.059057780078614
126 => 0.059023284352495
127 => 0.061300063042836
128 => 0.05995752619373
129 => 0.058270983499613
130 => 0.058240479263251
131 => 0.059113963623029
201 => 0.060944547212392
202 => 0.061419190903206
203 => 0.061684451974288
204 => 0.061278195410122
205 => 0.059820967880901
206 => 0.059191744422094
207 => 0.059727861039356
208 => 0.059072236485471
209 => 0.060204028401236
210 => 0.06175822043929
211 => 0.061437285929373
212 => 0.062510121878834
213 => 0.063620394220892
214 => 0.065208133535487
215 => 0.065623227386139
216 => 0.066309361736661
217 => 0.06701561936674
218 => 0.067242450283345
219 => 0.067675540884644
220 => 0.067673258283395
221 => 0.068978405960767
222 => 0.070418024265968
223 => 0.070961446848941
224 => 0.072211017113991
225 => 0.070071171825257
226 => 0.071694269057533
227 => 0.073158343389804
228 => 0.07141281361417
301 => 0.073818619753605
302 => 0.073912031754325
303 => 0.075322442061366
304 => 0.07389272101326
305 => 0.073043757218725
306 => 0.075494683883288
307 => 0.076680610092803
308 => 0.076323399467109
309 => 0.073605008967917
310 => 0.072022789100134
311 => 0.067881814518726
312 => 0.072786977787193
313 => 0.075176139729689
314 => 0.073598821615665
315 => 0.074394329125264
316 => 0.078734360153456
317 => 0.080386762972793
318 => 0.080043074737538
319 => 0.080101152391706
320 => 0.080992758959787
321 => 0.084946633499366
322 => 0.082577380225156
323 => 0.084388585579063
324 => 0.085349242367988
325 => 0.086241553931526
326 => 0.084050318749442
327 => 0.081199553973188
328 => 0.080296597101584
329 => 0.073441988414768
330 => 0.073085176264562
331 => 0.072884886792137
401 => 0.071622090000006
402 => 0.070629877630543
403 => 0.069840833515862
404 => 0.067770146130423
405 => 0.068468942337343
406 => 0.065168698830998
407 => 0.067280077672909
408 => 0.062012809349616
409 => 0.066399546926978
410 => 0.064012045104102
411 => 0.065615188366507
412 => 0.06560959515069
413 => 0.062657700127568
414 => 0.060955108682708
415 => 0.062040066217223
416 => 0.063203226818259
417 => 0.063391945712435
418 => 0.064900013793277
419 => 0.065320883178825
420 => 0.064045629292102
421 => 0.061903656921238
422 => 0.062401188249801
423 => 0.060945026226215
424 => 0.058393158290344
425 => 0.060225954393226
426 => 0.060851751565106
427 => 0.061128139247087
428 => 0.058618670216171
429 => 0.057830140563433
430 => 0.057410333992721
501 => 0.061579715981909
502 => 0.061808124139124
503 => 0.060639555713151
504 => 0.065921595806754
505 => 0.064726107455849
506 => 0.066061760845567
507 => 0.062356042496611
508 => 0.062497605927952
509 => 0.060743259474785
510 => 0.061725576263086
511 => 0.061031306418663
512 => 0.061646214774035
513 => 0.062014788306883
514 => 0.06376884688906
515 => 0.066419575458403
516 => 0.063506849029582
517 => 0.062237732413533
518 => 0.063025085224347
519 => 0.065121909515684
520 => 0.068298705651519
521 => 0.066417978400124
522 => 0.067252613217473
523 => 0.067434943794746
524 => 0.066048165147874
525 => 0.06834983815831
526 => 0.06958332342336
527 => 0.070848624071491
528 => 0.071947249171343
529 => 0.07034323516807
530 => 0.072059760077948
531 => 0.070676544008022
601 => 0.06943565619905
602 => 0.06943753811364
603 => 0.068659111064593
604 => 0.067150810568946
605 => 0.066872656816067
606 => 0.068319647765489
607 => 0.069479997476372
608 => 0.069575569436261
609 => 0.070217998657127
610 => 0.070598181652488
611 => 0.074324491840748
612 => 0.075823244624121
613 => 0.077655891157691
614 => 0.078369810264815
615 => 0.080518450823095
616 => 0.07878324906823
617 => 0.078407827253634
618 => 0.073195928074218
619 => 0.074049376272871
620 => 0.075415829184418
621 => 0.073218460379433
622 => 0.074612185121617
623 => 0.07488733590885
624 => 0.073143794628273
625 => 0.074075095360201
626 => 0.071601836727624
627 => 0.066473485737957
628 => 0.068355547478978
629 => 0.069741378415501
630 => 0.06776362679736
701 => 0.07130867002332
702 => 0.069237728955261
703 => 0.068581340059388
704 => 0.066020532957052
705 => 0.06722913533485
706 => 0.068863787356341
707 => 0.067853762455754
708 => 0.069949715780473
709 => 0.07291814465861
710 => 0.075033623850166
711 => 0.075196024074484
712 => 0.073835912680412
713 => 0.076015499869527
714 => 0.07603137578269
715 => 0.073572792529493
716 => 0.072066923976358
717 => 0.071724787472712
718 => 0.072579511538634
719 => 0.07361730434543
720 => 0.07525361435259
721 => 0.07624240221979
722 => 0.078820636564885
723 => 0.079518232854896
724 => 0.080284679679638
725 => 0.081308889000941
726 => 0.082538714893044
727 => 0.079847925855148
728 => 0.079954835919882
729 => 0.077449210424304
730 => 0.074771590239235
731 => 0.076803570189634
801 => 0.079460113671816
802 => 0.078850699661784
803 => 0.078782128136457
804 => 0.078897446421902
805 => 0.078437968159939
806 => 0.076359765010137
807 => 0.075316104398546
808 => 0.076662692853716
809 => 0.077378344687882
810 => 0.078488258271275
811 => 0.078351437994689
812 => 0.081210456189492
813 => 0.08232138420777
814 => 0.082037161281404
815 => 0.082089465140062
816 => 0.084100747252316
817 => 0.086337706612857
818 => 0.088432914246789
819 => 0.090564249443287
820 => 0.08799484167648
821 => 0.086690254871536
822 => 0.088036255448311
823 => 0.087322048595944
824 => 0.091426093017159
825 => 0.091710248148465
826 => 0.095813995800555
827 => 0.099708940987569
828 => 0.097262595700797
829 => 0.099569389120411
830 => 0.10206437427935
831 => 0.1068776054477
901 => 0.10525667852171
902 => 0.10401507389957
903 => 0.10284176353104
904 => 0.10528323615018
905 => 0.10842415167123
906 => 0.10910067479115
907 => 0.11019690069714
908 => 0.10904435319712
909 => 0.11043246971196
910 => 0.11533313097863
911 => 0.11400892904505
912 => 0.11212834942326
913 => 0.11599695082879
914 => 0.11739698263865
915 => 0.12722313908256
916 => 0.13962906749127
917 => 0.13449293166835
918 => 0.13130476642099
919 => 0.13205406087841
920 => 0.13658428596609
921 => 0.1380392504821
922 => 0.13408415537125
923 => 0.13548116182779
924 => 0.14317880475401
925 => 0.14730834321397
926 => 0.14169987531433
927 => 0.1262263348143
928 => 0.11195902380419
929 => 0.11574335714946
930 => 0.11531433118964
1001 => 0.12358448821335
1002 => 0.11397734726687
1003 => 0.11413910688152
1004 => 0.12258028199423
1005 => 0.12032832119254
1006 => 0.11668043310314
1007 => 0.11198565742424
1008 => 0.10330693036759
1009 => 0.095619939789306
1010 => 0.11069589852152
1011 => 0.11004579576714
1012 => 0.10910435063896
1013 => 0.11119943489672
1014 => 0.12137256935237
1015 => 0.12113804567594
1016 => 0.11964612570156
1017 => 0.12077773385295
1018 => 0.11648205672296
1019 => 0.11758915053011
1020 => 0.11195676378923
1021 => 0.11450283782536
1022 => 0.11667260637365
1023 => 0.1171082195337
1024 => 0.11808967822623
1025 => 0.10970322115647
1026 => 0.11346849416735
1027 => 0.11568023930287
1028 => 0.10568749431661
1029 => 0.11548271486362
1030 => 0.10955723159707
1031 => 0.10754603357863
1101 => 0.11025384675527
1102 => 0.1091986093269
1103 => 0.10829137815161
1104 => 0.10778512756758
1105 => 0.10977344671407
1106 => 0.10968068924933
1107 => 0.10642741320956
1108 => 0.10218364723618
1109 => 0.10360799439372
1110 => 0.10309051571806
1111 => 0.10121510624139
1112 => 0.10247890579086
1113 => 0.096913772169314
1114 => 0.087339249023917
1115 => 0.093664472289342
1116 => 0.093420958074142
1117 => 0.093298167164347
1118 => 0.098051397631983
1119 => 0.097594484198205
1120 => 0.096765181841788
1121 => 0.10119987545327
1122 => 0.099581152630032
1123 => 0.10456967495219
1124 => 0.10785543839095
1125 => 0.10702206249957
1126 => 0.1101123388952
1127 => 0.10364080847545
1128 => 0.10579039128816
1129 => 0.10623341732666
1130 => 0.10114515202248
1201 => 0.097669240886715
1202 => 0.097437437242247
1203 => 0.091410686342885
1204 => 0.094630128027091
1205 => 0.097463103479643
1206 => 0.096106328085646
1207 => 0.095676813528419
1208 => 0.097871110250952
1209 => 0.098041625899173
1210 => 0.094153851049289
1211 => 0.094962242550398
1212 => 0.098333369493925
1213 => 0.094877298800842
1214 => 0.088162717990122
1215 => 0.086497409112721
1216 => 0.086275226210744
1217 => 0.081758776457919
1218 => 0.086608693014893
1219 => 0.084491574468091
1220 => 0.091179526590465
1221 => 0.087359404206372
1222 => 0.087194726365575
1223 => 0.086945791656224
1224 => 0.083058296781779
1225 => 0.083909411096095
1226 => 0.086738644705251
1227 => 0.087748147130595
1228 => 0.087642847757022
1229 => 0.086724779917083
1230 => 0.087145066672939
1231 => 0.085791176594713
]
'min_raw' => 0.047371107694516
'max_raw' => 0.14730834321397
'avg_raw' => 0.097339725454242
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.047371'
'max' => '$0.1473083'
'avg' => '$0.097339'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.026985760731315
'max_diff' => 0.092004861282149
'year' => 2033
]
8 => [
'items' => [
101 => 0.085313089829306
102 => 0.083804116489557
103 => 0.081586342544652
104 => 0.081894737614089
105 => 0.077500747117111
106 => 0.075106667887631
107 => 0.074444018310368
108 => 0.07355789560162
109 => 0.074544108228204
110 => 0.077488299494109
111 => 0.073936980182406
112 => 0.067848492318577
113 => 0.068214420813472
114 => 0.069036553496355
115 => 0.067504514680754
116 => 0.06605456851606
117 => 0.067315179068411
118 => 0.064735406497389
119 => 0.069348306686554
120 => 0.06922354066394
121 => 0.070942944594626
122 => 0.072018123158205
123 => 0.06954018466235
124 => 0.0689169898317
125 => 0.069271989929864
126 => 0.063404629079707
127 => 0.070463456036792
128 => 0.070524501065441
129 => 0.070001796468636
130 => 0.073760403906452
131 => 0.081692237939301
201 => 0.078707962918858
202 => 0.077552361430753
203 => 0.075355562157125
204 => 0.0782826667562
205 => 0.078057910792936
206 => 0.077041479090889
207 => 0.07642673802603
208 => 0.077559417287022
209 => 0.076286386530787
210 => 0.076057715226421
211 => 0.074672215918799
212 => 0.07417765570218
213 => 0.073811503006805
214 => 0.073408404866617
215 => 0.074297538918073
216 => 0.072282644182149
217 => 0.069852878653191
218 => 0.069650869939885
219 => 0.070208633758109
220 => 0.069961864789178
221 => 0.069649688505001
222 => 0.069053658962355
223 => 0.068876829729208
224 => 0.069451438951587
225 => 0.06880273864132
226 => 0.069759931285654
227 => 0.06949962785028
228 => 0.068045594020246
301 => 0.066233329515751
302 => 0.066217196560308
303 => 0.065826747145524
304 => 0.065329451111334
305 => 0.065191114731214
306 => 0.067209013963821
307 => 0.071386004984674
308 => 0.070565961700357
309 => 0.071158527014692
310 => 0.074073361877775
311 => 0.074999900228606
312 => 0.07434226525345
313 => 0.073442053938296
314 => 0.073481658667513
315 => 0.076557953243889
316 => 0.076749817963158
317 => 0.077234598210846
318 => 0.077857677828006
319 => 0.074448378406525
320 => 0.073321080971355
321 => 0.072786904906491
322 => 0.071141849378864
323 => 0.072915900729008
324 => 0.071882236979732
325 => 0.072021713534491
326 => 0.071930879245229
327 => 0.071980480909354
328 => 0.069347017286939
329 => 0.070306513020174
330 => 0.068711165266414
331 => 0.066575173710318
401 => 0.066568013117646
402 => 0.067090794024944
403 => 0.066779823484864
404 => 0.065943009757294
405 => 0.066061875197646
406 => 0.06502048886407
407 => 0.066188318353451
408 => 0.066221807524511
409 => 0.065772129558997
410 => 0.067571332016803
411 => 0.068308466731776
412 => 0.068012479061839
413 => 0.068287699447811
414 => 0.070600038201093
415 => 0.070977050312291
416 => 0.071144494188064
417 => 0.070920141576591
418 => 0.0683299647554
419 => 0.068444850111703
420 => 0.067601897594789
421 => 0.066889691546145
422 => 0.066918176053062
423 => 0.067284342542371
424 => 0.068883413076562
425 => 0.072248562745411
426 => 0.072376267715452
427 => 0.072531049864557
428 => 0.071901473076869
429 => 0.071711586693464
430 => 0.071962095847009
501 => 0.073225869131465
502 => 0.076476637130185
503 => 0.075327598607943
504 => 0.07439341240351
505 => 0.07521294555959
506 => 0.075086784853925
507 => 0.074021861534463
508 => 0.073991972683723
509 => 0.071948044357095
510 => 0.071192450592737
511 => 0.070561019888026
512 => 0.069871514042398
513 => 0.069462751864664
514 => 0.07009079634875
515 => 0.070234437553065
516 => 0.068861207312271
517 => 0.068674041104711
518 => 0.069795450562577
519 => 0.069301960070529
520 => 0.069809527279575
521 => 0.069927287225905
522 => 0.069908325162304
523 => 0.069393064411584
524 => 0.069721476248796
525 => 0.068944684349509
526 => 0.068100039829404
527 => 0.06756120924879
528 => 0.0670910081017
529 => 0.067351903026357
530 => 0.066421860257486
531 => 0.066124320857662
601 => 0.069610217707849
602 => 0.072185287190789
603 => 0.072147844660668
604 => 0.071919922887991
605 => 0.071581277366036
606 => 0.073201095102241
607 => 0.072636782992225
608 => 0.073047367202117
609 => 0.073151878115699
610 => 0.073468201174439
611 => 0.073581259479053
612 => 0.073239518758468
613 => 0.072092595160071
614 => 0.069234570599088
615 => 0.067904152450861
616 => 0.067465092302079
617 => 0.067481051304593
618 => 0.067040830771125
619 => 0.067170495447532
620 => 0.06699573868825
621 => 0.066664791664372
622 => 0.067331467980216
623 => 0.067408296215098
624 => 0.067252685996791
625 => 0.067289337836374
626 => 0.066000951690787
627 => 0.066098904891208
628 => 0.065553489023971
629 => 0.06545123012395
630 => 0.064072466306367
701 => 0.061629786348506
702 => 0.062983268161842
703 => 0.061348452459676
704 => 0.060729322981765
705 => 0.063660185635805
706 => 0.063366008314815
707 => 0.062862504617089
708 => 0.062117717708786
709 => 0.061841468999675
710 => 0.060163069292832
711 => 0.060063900484237
712 => 0.060895760699553
713 => 0.060511885832747
714 => 0.059972780134971
715 => 0.058020193945893
716 => 0.0558248405903
717 => 0.055891104508606
718 => 0.056589405565019
719 => 0.058619810065267
720 => 0.057826495900666
721 => 0.057250937372016
722 => 0.057143152560826
723 => 0.058492305135658
724 => 0.060401638685249
725 => 0.061297455267787
726 => 0.060409728240846
727 => 0.059389955230914
728 => 0.059452024088855
729 => 0.059864940393401
730 => 0.059908332058687
731 => 0.059244564663581
801 => 0.059431411297263
802 => 0.059147574175085
803 => 0.057405666280199
804 => 0.05737416069003
805 => 0.056946668400566
806 => 0.056933724103937
807 => 0.056206453076609
808 => 0.056104702832499
809 => 0.054660662065544
810 => 0.055611134071312
811 => 0.054973607351862
812 => 0.054012704208302
813 => 0.053847044144166
814 => 0.053842064202598
815 => 0.054828696877023
816 => 0.055599604694065
817 => 0.054984697402096
818 => 0.054844694931192
819 => 0.056339555044118
820 => 0.056149320468796
821 => 0.055984578553448
822 => 0.060230678807637
823 => 0.056869559129112
824 => 0.055403919103271
825 => 0.053589911253801
826 => 0.05418056135661
827 => 0.054305020011727
828 => 0.049942658133242
829 => 0.048172848462439
830 => 0.047565516477289
831 => 0.047215988333422
901 => 0.047375272697681
902 => 0.045782236415988
903 => 0.046852783143673
904 => 0.045473348379732
905 => 0.045242081652488
906 => 0.047708681889592
907 => 0.048051894902915
908 => 0.046587641560152
909 => 0.047527929247289
910 => 0.047186967860957
911 => 0.045496994829542
912 => 0.045432450290342
913 => 0.044584481228603
914 => 0.043257573846146
915 => 0.042651141566685
916 => 0.042335306370255
917 => 0.042465626127807
918 => 0.042399732470539
919 => 0.041969731784673
920 => 0.042424379606512
921 => 0.041262942295163
922 => 0.040800448599448
923 => 0.040591550926866
924 => 0.039560708463207
925 => 0.041201237240613
926 => 0.041524442076599
927 => 0.041848283725954
928 => 0.044667104187513
929 => 0.044526283883157
930 => 0.045799230852261
1001 => 0.045749766473841
1002 => 0.045386701377879
1003 => 0.043854989459324
1004 => 0.04446550252992
1005 => 0.042586438193421
1006 => 0.043994360958281
1007 => 0.043351843804659
1008 => 0.043777125262327
1009 => 0.043012430855357
1010 => 0.043435644313633
1011 => 0.04160108593332
1012 => 0.039888001130716
1013 => 0.040577396463347
1014 => 0.041326848031835
1015 => 0.042951849989027
1016 => 0.041984012229299
1017 => 0.042332083285694
1018 => 0.04116610351316
1019 => 0.038760354196765
1020 => 0.038773970476632
1021 => 0.038403898356402
1022 => 0.03808410201311
1023 => 0.042095180038516
1024 => 0.041596339080297
1025 => 0.040801501300065
1026 => 0.041865423254503
1027 => 0.042146741105968
1028 => 0.042154749829713
1029 => 0.042930959823871
1030 => 0.043345223236897
1031 => 0.043418238958963
1101 => 0.044639622155897
1102 => 0.045049013693076
1103 => 0.046735239495455
1104 => 0.043310075880599
1105 => 0.043239536889942
1106 => 0.041880394818234
1107 => 0.04101840542917
1108 => 0.041939415969167
1109 => 0.042755305577128
1110 => 0.041905746782636
1111 => 0.042016681226032
1112 => 0.040876217955931
1113 => 0.041283879911207
1114 => 0.041635013305087
1115 => 0.041441138083654
1116 => 0.041150897493501
1117 => 0.042688411933558
1118 => 0.042601659343282
1119 => 0.044033428137167
1120 => 0.045149594298769
1121 => 0.047149963598928
1122 => 0.045062473952603
1123 => 0.044986397532871
1124 => 0.045730056738792
1125 => 0.045048899842726
1126 => 0.045479367488303
1127 => 0.047080608606222
1128 => 0.047114440307841
1129 => 0.046547715716038
1130 => 0.046513230473123
1201 => 0.046622076130266
1202 => 0.047259588543887
1203 => 0.04703682211779
1204 => 0.047294613065826
1205 => 0.047616984593779
1206 => 0.048950449916088
1207 => 0.049271943890871
1208 => 0.048490880207663
1209 => 0.048561401513057
1210 => 0.04826926225486
1211 => 0.047987059391935
1212 => 0.048621410215371
1213 => 0.049780698813397
1214 => 0.049773486939196
1215 => 0.050042419360588
1216 => 0.050209962031159
1217 => 0.049490746240339
1218 => 0.049022563206812
1219 => 0.049202094373127
1220 => 0.049489168617744
1221 => 0.049109000064688
1222 => 0.04676242364402
1223 => 0.047474225030169
1224 => 0.047355746474204
1225 => 0.047187018603026
1226 => 0.047902740400995
1227 => 0.047833707287566
1228 => 0.045765897526382
1229 => 0.0458982719983
1230 => 0.045773947656457
1231 => 0.04617566503932
]
'min_raw' => 0.03808410201311
'max_raw' => 0.085313089829306
'avg_raw' => 0.061698595921208
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.038084'
'max' => '$0.085313'
'avg' => '$0.061698'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0092870056814063
'max_diff' => -0.061995253384662
'year' => 2034
]
9 => [
'items' => [
101 => 0.045027205785727
102 => 0.045380464117141
103 => 0.045602024431013
104 => 0.04573252515799
105 => 0.046203983269017
106 => 0.046148663101237
107 => 0.046200544489715
108 => 0.046899592408041
109 => 0.050435136894659
110 => 0.050627568780326
111 => 0.049679963796644
112 => 0.050058513296943
113 => 0.049331781036045
114 => 0.049819641271469
115 => 0.05015342285424
116 => 0.048645128064205
117 => 0.048555816635492
118 => 0.047826084892039
119 => 0.048218201396852
120 => 0.04759431584352
121 => 0.047747395535717
122 => 0.047319371371086
123 => 0.048089729648662
124 => 0.048951109904565
125 => 0.049168728574144
126 => 0.048596267545211
127 => 0.048181768033243
128 => 0.047454043434856
129 => 0.048664265660375
130 => 0.04901817151997
131 => 0.048662406743556
201 => 0.048579968271247
202 => 0.048423747515185
203 => 0.048613111243149
204 => 0.049016244072654
205 => 0.048826134074954
206 => 0.048951705077742
207 => 0.04847315790337
208 => 0.049490984330692
209 => 0.051107537650548
210 => 0.051112735133805
211 => 0.050922624111341
212 => 0.050844834776948
213 => 0.051039900222897
214 => 0.051145715225321
215 => 0.051776521108635
216 => 0.052453400953847
217 => 0.055612103845635
218 => 0.054725152713375
219 => 0.057527741831045
220 => 0.059744225952471
221 => 0.060408852625383
222 => 0.059797427359405
223 => 0.05770577455304
224 => 0.057603148087603
225 => 0.06072896045335
226 => 0.05984577528875
227 => 0.059740723223693
228 => 0.058623146739749
301 => 0.0592837728563
302 => 0.05913928423381
303 => 0.058911201874584
304 => 0.060171630485349
305 => 0.062531040325463
306 => 0.062163304175476
307 => 0.0618888061983
308 => 0.060686035967473
309 => 0.061410372294888
310 => 0.061152450002444
311 => 0.062260647852314
312 => 0.061604175995639
313 => 0.059839084292492
314 => 0.060120180964036
315 => 0.06007769376762
316 => 0.060952077259185
317 => 0.06068960903855
318 => 0.060026442635077
319 => 0.06252297611913
320 => 0.062360865121125
321 => 0.062590701452563
322 => 0.062691882513587
323 => 0.064211478451476
324 => 0.064834008285583
325 => 0.064975333456844
326 => 0.06556668865106
327 => 0.064960620000899
328 => 0.067385326721165
329 => 0.068997615204582
330 => 0.070870371245678
331 => 0.073606971171088
401 => 0.074635958058007
402 => 0.07445008078699
403 => 0.076524939618053
404 => 0.080253414815952
405 => 0.075203712225671
406 => 0.080521061314873
407 => 0.078837649984979
408 => 0.074846312005077
409 => 0.074589316893955
410 => 0.077292297314331
411 => 0.083287247734502
412 => 0.081785580648414
413 => 0.083289703923897
414 => 0.081535064226834
415 => 0.081447931576611
416 => 0.08320448499024
417 => 0.087308767785927
418 => 0.085358976876436
419 => 0.082563473499336
420 => 0.084627629690137
421 => 0.082839466569028
422 => 0.078810234581825
423 => 0.081784432351894
424 => 0.079795671003325
425 => 0.080376097293205
426 => 0.084556177841974
427 => 0.084053219491225
428 => 0.084704094169783
429 => 0.083555317398483
430 => 0.08248217874862
501 => 0.080479085766327
502 => 0.079886068685561
503 => 0.080049957272165
504 => 0.079885987470516
505 => 0.078765275356299
506 => 0.078523257681937
507 => 0.078119884288297
508 => 0.078244906569913
509 => 0.077486446578821
510 => 0.078917817287842
511 => 0.079183492304632
512 => 0.080225124540246
513 => 0.080333270254429
514 => 0.083234201203908
515 => 0.081636417185099
516 => 0.082708348650951
517 => 0.082612465011235
518 => 0.074932816401897
519 => 0.07599100422215
520 => 0.077637212392834
521 => 0.076895597843323
522 => 0.075847128381394
523 => 0.075000433075511
524 => 0.073717603108057
525 => 0.075523161652681
526 => 0.077897279139116
527 => 0.080393481791776
528 => 0.08339250572127
529 => 0.082723158492694
530 => 0.080337417125492
531 => 0.080444439740439
601 => 0.081106011434198
602 => 0.080249215980654
603 => 0.079996530274769
604 => 0.081071296298462
605 => 0.081078697621387
606 => 0.080092850904894
607 => 0.078997262687557
608 => 0.078992672132924
609 => 0.078797722791775
610 => 0.081569745281542
611 => 0.083094077367829
612 => 0.083268839584938
613 => 0.083082314478185
614 => 0.083154100588857
615 => 0.082267125334213
616 => 0.084294487741989
617 => 0.086154995972727
618 => 0.085656340022928
619 => 0.08490878386606
620 => 0.084313319379932
621 => 0.08551606751413
622 => 0.085462511033015
623 => 0.086138746056403
624 => 0.08610806812962
625 => 0.08588067572574
626 => 0.085656348143827
627 => 0.086545781649271
628 => 0.086289639083568
629 => 0.086033098657713
630 => 0.085518567559284
701 => 0.085588500881017
702 => 0.08484107380026
703 => 0.084495279832765
704 => 0.079295368237383
705 => 0.077905781947084
706 => 0.078342974081649
707 => 0.078486909084037
708 => 0.077882159349695
709 => 0.07874921512128
710 => 0.078614085397718
711 => 0.079139796103854
712 => 0.078811354878366
713 => 0.078824834220825
714 => 0.079790709833934
715 => 0.080071107633548
716 => 0.079928495049577
717 => 0.080028376014917
718 => 0.082330090704066
719 => 0.082002860479961
720 => 0.081829025945346
721 => 0.081877179299441
722 => 0.082465316751837
723 => 0.082629963127394
724 => 0.081932344864665
725 => 0.082261345670251
726 => 0.083662189344019
727 => 0.084152405348952
728 => 0.085716939519668
729 => 0.085052297596571
730 => 0.086272276611445
731 => 0.090022076181673
801 => 0.093017675544766
802 => 0.090262798572086
803 => 0.095763835315127
804 => 0.10004718149644
805 => 0.099882779535712
806 => 0.099135879053419
807 => 0.094259403304647
808 => 0.08977199761647
809 => 0.09352590301994
810 => 0.093535472496811
811 => 0.093213008693479
812 => 0.09121021370554
813 => 0.093143315769209
814 => 0.093296758391027
815 => 0.093210871326495
816 => 0.091675333105044
817 => 0.089330850055788
818 => 0.089788956431713
819 => 0.090539344020595
820 => 0.089118703767591
821 => 0.088664723127128
822 => 0.0895087595111
823 => 0.092228420602221
824 => 0.091714284426869
825 => 0.091700858253543
826 => 0.093900550839371
827 => 0.092326045671289
828 => 0.089794734620173
829 => 0.089155545195875
830 => 0.086886853349208
831 => 0.088453846888504
901 => 0.088510240196319
902 => 0.087652013849132
903 => 0.089864374958292
904 => 0.089843987661192
905 => 0.091944295267845
906 => 0.095959294572251
907 => 0.094771861711822
908 => 0.09339100648747
909 => 0.093541143737319
910 => 0.095187778797858
911 => 0.094192185651234
912 => 0.094550207888282
913 => 0.095187236888322
914 => 0.095571572300587
915 => 0.09348584378608
916 => 0.092999560697421
917 => 0.092004796160196
918 => 0.091745280660594
919 => 0.092555495619721
920 => 0.092342032603308
921 => 0.088505500557163
922 => 0.088104561612078
923 => 0.088116857837114
924 => 0.08710867779609
925 => 0.085570961242595
926 => 0.089611988532897
927 => 0.089287437487345
928 => 0.088929158251312
929 => 0.088973045413413
930 => 0.09072711839701
1001 => 0.089709667483715
1002 => 0.092414727493637
1003 => 0.091858648477144
1004 => 0.091288308132156
1005 => 0.091209469723487
1006 => 0.090989937349818
1007 => 0.09023707915611
1008 => 0.089327957647444
1009 => 0.088727676880666
1010 => 0.08184659179516
1011 => 0.083123681161599
1012 => 0.084592856067329
1013 => 0.085100009357438
1014 => 0.084232488560767
1015 => 0.090271334164764
1016 => 0.091374689448378
1017 => 0.088032554324226
1018 => 0.087407377300975
1019 => 0.090312320666328
1020 => 0.088560284702137
1021 => 0.089349226389533
1022 => 0.087643965989412
1023 => 0.09110892347057
1024 => 0.091082526299955
1025 => 0.089734579580171
1026 => 0.090873854917392
1027 => 0.09067587779136
1028 => 0.08915404926457
1029 => 0.091157168149306
1030 => 0.091158161671281
1031 => 0.089860792260378
1101 => 0.088345748819126
1102 => 0.088074894835559
1103 => 0.087870842743054
1104 => 0.089299042083398
1105 => 0.090579561146087
1106 => 0.092962289654154
1107 => 0.093561364213315
1108 => 0.095899592100373
1109 => 0.09450729123988
1110 => 0.095124480178022
1111 => 0.09579452607708
1112 => 0.096115770721211
1113 => 0.095592319812538
1114 => 0.099224550174133
1115 => 0.099531221705314
1116 => 0.099634046017021
1117 => 0.098409278375605
1118 => 0.099497158701618
1119 => 0.098988175523886
1120 => 0.10031240835275
1121 => 0.10052006496896
1122 => 0.10034418720263
1123 => 0.10041010069025
1124 => 0.097310632845972
1125 => 0.097149909087251
1126 => 0.09495842923265
1127 => 0.095851473472001
1128 => 0.094181970071258
1129 => 0.094711386797425
1130 => 0.094944748645851
1201 => 0.094822853659401
1202 => 0.095901964853381
1203 => 0.094984499890646
1204 => 0.092563159008783
1205 => 0.090141158434215
1206 => 0.09011075218992
1207 => 0.089473082190498
1208 => 0.089012163576001
1209 => 0.08910095285312
1210 => 0.089413857846652
1211 => 0.088993976968947
1212 => 0.089083579842706
1213 => 0.090571584567935
1214 => 0.090869993303615
1215 => 0.089855883823954
1216 => 0.085784087927814
1217 => 0.084784859001574
1218 => 0.085503084938184
1219 => 0.085159819200159
1220 => 0.068730620545905
1221 => 0.072590417071974
1222 => 0.070297057042489
1223 => 0.071353942856497
1224 => 0.069013016129094
1225 => 0.070130229061893
1226 => 0.069923920627288
1227 => 0.076130359221524
1228 => 0.076033454219553
1229 => 0.076079837515898
1230 => 0.0738658419303
1231 => 0.077392797014689
]
'min_raw' => 0.045027205785727
'max_raw' => 0.10052006496896
'avg_raw' => 0.072773635377346
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.045027'
'max' => '$0.10052'
'avg' => '$0.072773'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0069431037726179
'max_diff' => 0.015206975139658
'year' => 2035
]
10 => [
'items' => [
101 => 0.079130301914461
102 => 0.078808735999709
103 => 0.078889667212586
104 => 0.077499000837414
105 => 0.076093302206256
106 => 0.074534166088832
107 => 0.077430848279956
108 => 0.077108786668317
109 => 0.077847480131307
110 => 0.07972618559137
111 => 0.080002832106872
112 => 0.08037464782918
113 => 0.080241378360378
114 => 0.083416397785272
115 => 0.083031881983465
116 => 0.083958454433074
117 => 0.082052424605006
118 => 0.079895570932536
119 => 0.080305518302813
120 => 0.080266037074467
121 => 0.079763395723174
122 => 0.079309633585841
123 => 0.078554247473869
124 => 0.080944400908256
125 => 0.080847365043753
126 => 0.082418262898209
127 => 0.082140591443546
128 => 0.080286233511577
129 => 0.080352462267891
130 => 0.080797882482554
131 => 0.082339486931223
201 => 0.082797140092023
202 => 0.082585136913615
203 => 0.083086932711771
204 => 0.083483531650771
205 => 0.083136739432365
206 => 0.088046585924931
207 => 0.086007675347914
208 => 0.087001426176504
209 => 0.087238429893602
210 => 0.086631349855905
211 => 0.086763003778175
212 => 0.086962423596868
213 => 0.088173261685567
214 => 0.091350851189137
215 => 0.092758183949685
216 => 0.096992213996368
217 => 0.092641324554939
218 => 0.092383160781255
219 => 0.093145837448121
220 => 0.095631661303121
221 => 0.097646188056037
222 => 0.098314522800816
223 => 0.098402854270343
224 => 0.099656694681601
225 => 0.1003753726226
226 => 0.099504445476398
227 => 0.098766425909869
228 => 0.096122931428921
229 => 0.096428923113087
301 => 0.098536902379639
302 => 0.101514547253
303 => 0.1040696763255
304 => 0.10317495917955
305 => 0.11000101943126
306 => 0.11067779542327
307 => 0.11058428686396
308 => 0.11212608329151
309 => 0.1090659313642
310 => 0.10775765712763
311 => 0.09892599411703
312 => 0.10140733118416
313 => 0.10501410033504
314 => 0.10453673091323
315 => 0.10191739874664
316 => 0.10406768932717
317 => 0.10335673601544
318 => 0.102795977641
319 => 0.10536492046266
320 => 0.10254026230389
321 => 0.10498592220915
322 => 0.10184933808355
323 => 0.1031790461721
324 => 0.1024242395503
325 => 0.10291269194023
326 => 0.10005720924941
327 => 0.10159795839645
328 => 0.099993109019383
329 => 0.09999234811182
330 => 0.099956920972873
331 => 0.101845019148
401 => 0.10190658996171
402 => 0.10051128255753
403 => 0.10031019696179
404 => 0.10105371580247
405 => 0.10018324996793
406 => 0.10059053545326
407 => 0.10019558623037
408 => 0.10010667484139
409 => 0.099398213767
410 => 0.099092989256609
411 => 0.0992126756518
412 => 0.098804124282448
413 => 0.098557957304464
414 => 0.099907952165019
415 => 0.099186704369661
416 => 0.099797410596231
417 => 0.099101433773785
418 => 0.09668887488452
419 => 0.095301386754956
420 => 0.090744286657462
421 => 0.092036674592047
422 => 0.092893529129748
423 => 0.092610338710149
424 => 0.093218741311592
425 => 0.093256092290079
426 => 0.09305829440242
427 => 0.092829269787989
428 => 0.09271779327154
429 => 0.093548647894156
430 => 0.094030986967866
501 => 0.092979525945841
502 => 0.092733183339884
503 => 0.093796268485905
504 => 0.094444749810854
505 => 0.099232771564096
506 => 0.098878059447509
507 => 0.099768317251404
508 => 0.099668087884805
509 => 0.10060121989248
510 => 0.10212649635401
511 => 0.099025182833707
512 => 0.099563463625479
513 => 0.099431489606055
514 => 0.10087234734468
515 => 0.10087684554526
516 => 0.10001297935478
517 => 0.10048129523127
518 => 0.10021989415658
519 => 0.10069228122901
520 => 0.098873322050934
521 => 0.10108861798532
522 => 0.1023445480296
523 => 0.10236198661948
524 => 0.1029572874928
525 => 0.10356214765758
526 => 0.10472312407167
527 => 0.10352976865551
528 => 0.10138303843266
529 => 0.10153802542085
530 => 0.10027939827665
531 => 0.10030055602633
601 => 0.10018761430036
602 => 0.10052656092186
603 => 0.098947701773732
604 => 0.099318256860019
605 => 0.09879947756925
606 => 0.099562335900616
607 => 0.098741626441066
608 => 0.099431425964187
609 => 0.09972912057115
610 => 0.10082762007975
611 => 0.098579377170483
612 => 0.093995057685827
613 => 0.094958737221003
614 => 0.093533379493084
615 => 0.093665301777522
616 => 0.093931805787364
617 => 0.093067979096781
618 => 0.093232770007037
619 => 0.093226882516106
620 => 0.093176147299951
621 => 0.09295143261516
622 => 0.092625551863769
623 => 0.093923760476506
624 => 0.094144351417065
625 => 0.094634697752492
626 => 0.096093635841626
627 => 0.095947853522393
628 => 0.096185630533513
629 => 0.095666564653298
630 => 0.093689379754988
701 => 0.09379675040749
702 => 0.092457836650296
703 => 0.094600458717432
704 => 0.094093057530705
705 => 0.093765932684782
706 => 0.093676673639781
707 => 0.095139228154248
708 => 0.095576847387709
709 => 0.09530415244895
710 => 0.094744847173774
711 => 0.095818878645874
712 => 0.096106244158058
713 => 0.096170574698604
714 => 0.098073552542058
715 => 0.096276930020606
716 => 0.096709394918412
717 => 0.10008336259854
718 => 0.097023639488378
719 => 0.098644443059799
720 => 0.098565113159233
721 => 0.099394261421369
722 => 0.098497098800713
723 => 0.098508220206636
724 => 0.099244447692045
725 => 0.098210548968115
726 => 0.097954541104319
727 => 0.097600868074048
728 => 0.098373100196775
729 => 0.098836018429295
730 => 0.10256679940743
731 => 0.10497705406359
801 => 0.10487241855237
802 => 0.10582859125543
803 => 0.10539782669516
804 => 0.10400677430011
805 => 0.1063811311177
806 => 0.10562978527331
807 => 0.10569172531183
808 => 0.10568941990051
809 => 0.10618899920324
810 => 0.10583500148148
811 => 0.10513723563478
812 => 0.10560044516719
813 => 0.106976011878
814 => 0.1112458131559
815 => 0.11363525051836
816 => 0.11110196602642
817 => 0.11284939174693
818 => 0.11180155898607
819 => 0.1116111366031
820 => 0.11270864908932
821 => 0.11380808262587
822 => 0.11373805346258
823 => 0.11293992117158
824 => 0.11248907649225
825 => 0.11590302344816
826 => 0.11841836141021
827 => 0.11824683222424
828 => 0.11900390626684
829 => 0.12122669907133
830 => 0.12142992338843
831 => 0.12140432179553
901 => 0.12090060912135
902 => 0.12308923730349
903 => 0.12491502943828
904 => 0.12078401419093
905 => 0.12235705071816
906 => 0.12306323749531
907 => 0.12410012920033
908 => 0.12584953930994
909 => 0.12774986269709
910 => 0.12801858926002
911 => 0.12782791490387
912 => 0.12657460054661
913 => 0.1286539570724
914 => 0.1298719953583
915 => 0.13059730928324
916 => 0.13243658471616
917 => 0.12306759866443
918 => 0.11643576466819
919 => 0.11540010802484
920 => 0.11750615653429
921 => 0.11806150473081
922 => 0.11783764456914
923 => 0.11037291246641
924 => 0.11536080775518
925 => 0.12072736369175
926 => 0.12093351496126
927 => 0.1236201250725
928 => 0.12449499545259
929 => 0.12665806873417
930 => 0.12652276791147
1001 => 0.12704944183352
1002 => 0.12692836861956
1003 => 0.13093500638488
1004 => 0.13535492283149
1005 => 0.13520187517942
1006 => 0.13456645989614
1007 => 0.13551015994621
1008 => 0.14007198738615
1009 => 0.13965200741728
1010 => 0.14005998218323
1011 => 0.14543863382824
1012 => 0.15243164607103
1013 => 0.1491826897973
1014 => 0.15623199004931
1015 => 0.16066915089059
1016 => 0.1683427617546
1017 => 0.1673819878811
1018 => 0.1703692682789
1019 => 0.16566200212797
1020 => 0.15485316754998
1021 => 0.15314262810345
1022 => 0.15656717139315
1023 => 0.16498607690882
1024 => 0.15630203009812
1025 => 0.1580588014578
1026 => 0.15755285118803
1027 => 0.1575258912483
1028 => 0.15855484249364
1029 => 0.15706229504579
1030 => 0.15098138823908
1031 => 0.15376823199359
1101 => 0.15269209778474
1102 => 0.15388614892057
1103 => 0.16032995043651
1104 => 0.15748099218527
1105 => 0.15447984609817
1106 => 0.15824394929903
1107 => 0.16303694615992
1108 => 0.16273700903021
1109 => 0.16215500563457
1110 => 0.16543572830305
1111 => 0.17085452098983
1112 => 0.17231919887859
1113 => 0.17340039415205
1114 => 0.17354947271332
1115 => 0.17508507454618
1116 => 0.16682775646941
1117 => 0.17993233232021
1118 => 0.18219513056304
1119 => 0.18176981827676
1120 => 0.18428482329056
1121 => 0.18354484501599
1122 => 0.18247273259515
1123 => 0.18645955049893
1124 => 0.18188898549187
1125 => 0.17540164388247
1126 => 0.17184255997048
1127 => 0.17652944876889
1128 => 0.1793915682082
1129 => 0.1812832470926
1130 => 0.18185566798004
1201 => 0.16746874856614
1202 => 0.15971499693718
1203 => 0.1646850628344
1204 => 0.17074888624464
1205 => 0.1667940716242
1206 => 0.16694909286987
1207 => 0.16131056652812
1208 => 0.17124777071146
1209 => 0.16980000364699
1210 => 0.17731102173851
1211 => 0.17551845699128
1212 => 0.18164340066888
1213 => 0.18003049772935
1214 => 0.18672556765513
1215 => 0.18939641231031
1216 => 0.19388117617013
1217 => 0.19718018672169
1218 => 0.19911742881758
1219 => 0.19900112406855
1220 => 0.20667744238265
1221 => 0.20215098566296
1222 => 0.1964646892191
1223 => 0.19636184205646
1224 => 0.19930685556018
1225 => 0.20547879593899
1226 => 0.20707909028113
1227 => 0.20797343650222
1228 => 0.20660371413221
1229 => 0.20169056977706
1230 => 0.19956909895472
1231 => 0.20137665356028
]
'min_raw' => 0.074534166088832
'max_raw' => 0.20797343650222
'avg_raw' => 0.14125380129553
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.074534'
'max' => '$0.207973'
'avg' => '$0.141253'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.029506960303105
'max_diff' => 0.10745337153326
'year' => 2036
]
11 => [
'items' => [
101 => 0.19916616960261
102 => 0.2029820850658
103 => 0.20822215203232
104 => 0.20714009892521
105 => 0.21075724023183
106 => 0.21450060094982
107 => 0.21985377490139
108 => 0.22125329279979
109 => 0.22356664266695
110 => 0.22594783957609
111 => 0.22671261584826
112 => 0.22817281104795
113 => 0.22816511509848
114 => 0.23256551161524
115 => 0.23741928524216
116 => 0.23925147242121
117 => 0.24346448581204
118 => 0.23624984802184
119 => 0.24172223366149
120 => 0.24665846249115
121 => 0.2407732869836
122 => 0.24888463035073
123 => 0.24919957543297
124 => 0.25395487225486
125 => 0.24913446792124
126 => 0.24627212721521
127 => 0.25453559758301
128 => 0.25853403059712
129 => 0.25732967003294
130 => 0.24816442667295
131 => 0.24282986192166
201 => 0.22886827700683
202 => 0.24540637743403
203 => 0.25346160372911
204 => 0.24814356558285
205 => 0.25082567469202
206 => 0.26545839231486
207 => 0.27102958378733
208 => 0.26987081490663
209 => 0.27006662777251
210 => 0.27307274156678
211 => 0.28640350562767
212 => 0.27841540279769
213 => 0.28452200810271
214 => 0.28776092953748
215 => 0.29076942027316
216 => 0.2833815178696
217 => 0.27376996539242
218 => 0.27072558325737
219 => 0.24761479149628
220 => 0.24641177442003
221 => 0.24573648447999
222 => 0.24147887692966
223 => 0.23813356365196
224 => 0.23547324633001
225 => 0.22849177923923
226 => 0.23084781943925
227 => 0.21972081804196
228 => 0.22683947921923
301 => 0.20908051631832
302 => 0.22387070833263
303 => 0.21582107924675
304 => 0.22122618868384
305 => 0.2212073307662
306 => 0.21125481060102
307 => 0.20551440467354
308 => 0.20917241475047
309 => 0.21309409192614
310 => 0.21373037085379
311 => 0.2188149276783
312 => 0.22023391819583
313 => 0.21593431068136
314 => 0.20871250128526
315 => 0.21038996289604
316 => 0.20548041096753
317 => 0.19687661005602
318 => 0.20305601007862
319 => 0.20516592893538
320 => 0.20609778930195
321 => 0.19763693925868
322 => 0.19497835648109
323 => 0.19356294931798
324 => 0.20762031179148
325 => 0.20839040584048
326 => 0.20445049580547
327 => 0.22225926276131
328 => 0.21822859031991
329 => 0.22273183897568
330 => 0.21023775083718
331 => 0.21071504182959
401 => 0.20480014027818
402 => 0.20811208991311
403 => 0.20577131066026
404 => 0.20784451711193
405 => 0.20908718851091
406 => 0.21500111948518
407 => 0.22393823592468
408 => 0.21411777540984
409 => 0.20983886013194
410 => 0.21249347510482
411 => 0.21956306459866
412 => 0.23027385456745
413 => 0.22393285133119
414 => 0.22674688089022
415 => 0.22736162116141
416 => 0.22268600013169
417 => 0.23044625138405
418 => 0.23460503307436
419 => 0.23887108255
420 => 0.24257517377771
421 => 0.23716712857699
422 => 0.24295451215459
423 => 0.23829090260177
424 => 0.2341071627178
425 => 0.23411350772423
426 => 0.23148898658033
427 => 0.22640364615308
428 => 0.22546583135517
429 => 0.23034446236683
430 => 0.2342566624301
501 => 0.23457888996549
502 => 0.23674488493661
503 => 0.238026698449
504 => 0.25059021341139
505 => 0.25564336306011
506 => 0.26182225879934
507 => 0.26422928691325
508 => 0.27147357856878
509 => 0.26562322470434
510 => 0.26435746384531
511 => 0.24678518187873
512 => 0.24966264206634
513 => 0.25426973346031
514 => 0.24686115111892
515 => 0.25156019139394
516 => 0.25248788148352
517 => 0.24660941032589
518 => 0.24974935576492
519 => 0.24141059160778
520 => 0.22411999819609
521 => 0.2304655007573
522 => 0.23513792651541
523 => 0.22846979885264
524 => 0.24042215959598
525 => 0.23343983719653
526 => 0.23122677620648
527 => 0.22259283627112
528 => 0.22666772356978
529 => 0.232179066988
530 => 0.22877369751799
531 => 0.23584035048706
601 => 0.24584861569879
602 => 0.25298110149116
603 => 0.25352864518587
604 => 0.24894293466081
605 => 0.25629156504283
606 => 0.25634509179248
607 => 0.24805580670152
608 => 0.24297866573825
609 => 0.24182512862899
610 => 0.24470689049218
611 => 0.24820588139667
612 => 0.25372281482933
613 => 0.25705658215856
614 => 0.26574927925962
615 => 0.26810127385601
616 => 0.27068540283723
617 => 0.27413859607202
618 => 0.27828503993095
619 => 0.26921285682479
620 => 0.26957331157226
621 => 0.26112542027673
622 => 0.2520976368773
623 => 0.25894859914838
624 => 0.2679053209725
625 => 0.26585063908975
626 => 0.2656194454046
627 => 0.26600824905525
628 => 0.26445908601529
629 => 0.25745227900022
630 => 0.25393350438219
701 => 0.2584736213746
702 => 0.2608864914987
703 => 0.2646286426368
704 => 0.2641673435218
705 => 0.27380672297586
706 => 0.277552294352
707 => 0.27659401691195
708 => 0.27677036302315
709 => 0.28355154108785
710 => 0.29109360575143
711 => 0.29815774457196
712 => 0.30534368999202
713 => 0.29668075231591
714 => 0.2922822468197
715 => 0.29682038173905
716 => 0.29441238347197
717 => 0.30824945577332
718 => 0.3092075046376
719 => 0.32304357636113
720 => 0.33617565599554
721 => 0.32792763206281
722 => 0.33570514713222
723 => 0.34411716378989
724 => 0.36034530872304
725 => 0.35488024042258
726 => 0.35069408375296
727 => 0.34673818592753
728 => 0.35496978132115
729 => 0.36555959729209
730 => 0.36784054222424
731 => 0.37153654440234
801 => 0.36765065003771
802 => 0.37233078178268
803 => 0.38885370339653
804 => 0.38438906412461
805 => 0.37804855863189
806 => 0.39109181836777
807 => 0.39581212336179
808 => 0.42894169585277
809 => 0.470769149637
810 => 0.45345230911646
811 => 0.44270318739441
812 => 0.44522948597167
813 => 0.460503456145
814 => 0.4654089705931
815 => 0.45207409129094
816 => 0.45678419609506
817 => 0.48273733665306
818 => 0.49666036388598
819 => 0.47775102279164
820 => 0.42558090066769
821 => 0.37747766548525
822 => 0.39023680957254
823 => 0.38879031859538
824 => 0.41667373040473
825 => 0.38428258395452
826 => 0.38482796778902
827 => 0.41328797902554
828 => 0.40569533595575
829 => 0.39339622657494
830 => 0.37756746259474
831 => 0.34830652839387
901 => 0.32238930297065
902 => 0.37321895040614
903 => 0.37102708358101
904 => 0.36785293560175
905 => 0.3749166584509
906 => 0.4092160915337
907 => 0.40842537858471
908 => 0.40339526622853
909 => 0.40721056211732
910 => 0.39272738675895
911 => 0.39646003082458
912 => 0.37747004568703
913 => 0.38605431206103
914 => 0.39336983821002
915 => 0.39483853839265
916 => 0.39814759489779
917 => 0.36987206936336
918 => 0.3825669502025
919 => 0.39002400334603
920 => 0.35633276595367
921 => 0.38935803590837
922 => 0.36937985537117
923 => 0.36259896083464
924 => 0.37172854201315
925 => 0.36817073534908
926 => 0.36511194210073
927 => 0.3634050829114
928 => 0.3701088397338
929 => 0.36979610146531
930 => 0.35882745416075
1001 => 0.34451930089121
1002 => 0.34932158677758
1003 => 0.34757687129339
1004 => 0.34125379730591
1005 => 0.34551478572261
1006 => 0.32675154917234
1007 => 0.29447037591577
1008 => 0.31579630776814
1009 => 0.31497528258997
1010 => 0.31456128446461
1011 => 0.3305871328462
1012 => 0.32904661730354
1013 => 0.32625056650884
1014 => 0.34120244564037
1015 => 0.33574480862621
1016 => 0.35256395992285
1017 => 0.36364214076133
1018 => 0.36083235575908
1019 => 0.37125143838316
1020 => 0.34943222174515
1021 => 0.35667969027727
1022 => 0.35817338349718
1023 => 0.34101794177281
1024 => 0.3292986646982
1025 => 0.32851712252686
1026 => 0.30819751109535
1027 => 0.31905208350789
1028 => 0.3286036580382
1029 => 0.32402919507031
1030 => 0.32258105675287
1031 => 0.32997928135379
1101 => 0.33055418676679
1102 => 0.31744628242464
1103 => 0.32017183081072
1104 => 0.33153782066539
1105 => 0.3198854370285
1106 => 0.2972467590281
1107 => 0.29163205387979
1108 => 0.29088294871346
1109 => 0.27565542304336
1110 => 0.29200725532556
1111 => 0.28486924233252
1112 => 0.30741813985101
1113 => 0.29453833052061
1114 => 0.29398310768293
1115 => 0.29314380693028
1116 => 0.28003684654486
1117 => 0.28290643787848
1118 => 0.29244539652254
1119 => 0.29584900443079
1120 => 0.29549398024103
1121 => 0.29239865042122
1122 => 0.29381567656207
1123 => 0.28925094163775
1124 => 0.28763903872923
1125 => 0.28255142976111
1126 => 0.27507405006583
1127 => 0.27611382557389
1128 => 0.26129917983471
1129 => 0.25322737456324
1130 => 0.25099320524879
1201 => 0.24800558066913
1202 => 0.25133066539482
1203 => 0.26125721180469
1204 => 0.24928369080009
1205 => 0.22875592888254
1206 => 0.22998968235139
1207 => 0.2327615600912
1208 => 0.22759618426087
1209 => 0.2227075895346
1210 => 0.22695782602487
1211 => 0.2182599426877
1212 => 0.23381265773787
1213 => 0.23339200038174
1214 => 0.239189090779
1215 => 0.24281413037268
1216 => 0.23445958772976
1217 => 0.23235844284815
1218 => 0.23355535046443
1219 => 0.21377313371207
1220 => 0.23757246162944
1221 => 0.23777827920556
1222 => 0.23601594416336
1223 => 0.24868835155755
1224 => 0.27543108378227
1225 => 0.26536939219542
1226 => 0.26147320109675
1227 => 0.25406653897009
1228 => 0.26393547648979
1229 => 0.26317769606768
1230 => 0.25975072561923
1231 => 0.25767808319921
]
'min_raw' => 0.19356294931798
'max_raw' => 0.49666036388598
'avg_raw' => 0.34511165660198
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.193562'
'max' => '$0.49666'
'avg' => '$0.345111'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.11902878322914
'max_diff' => 0.28868692738376
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0060757197996633
]
1 => [
'year' => 2028
'avg' => 0.010427698970283
]
2 => [
'year' => 2029
'avg' => 0.02848659417693
]
3 => [
'year' => 2030
'avg' => 0.021977364983992
]
4 => [
'year' => 2031
'avg' => 0.021584496039139
]
5 => [
'year' => 2032
'avg' => 0.03784441444751
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0060757197996633
'min' => '$0.006075'
'max_raw' => 0.03784441444751
'max' => '$0.037844'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.03784441444751
]
1 => [
'year' => 2033
'avg' => 0.097339725454242
]
2 => [
'year' => 2034
'avg' => 0.061698595921208
]
3 => [
'year' => 2035
'avg' => 0.072773635377346
]
4 => [
'year' => 2036
'avg' => 0.14125380129553
]
5 => [
'year' => 2037
'avg' => 0.34511165660198
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.03784441444751
'min' => '$0.037844'
'max_raw' => 0.34511165660198
'max' => '$0.345111'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.34511165660198
]
]
]
]
'prediction_2025_max_price' => '$0.010388'
'last_price' => 0.01007284
'sma_50day_nextmonth' => '$0.009404'
'sma_200day_nextmonth' => '$0.029175'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '$0.010118'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.010119'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.009724'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.009638'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.0129076'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.0218053'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.031493'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.010095'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.010065'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.009944'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.01029'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.013784'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.019945'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.02425'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.0334023'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.0237055'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.034439'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.05768'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.009968'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.011053'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.015835'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.022982'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.0276044'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.0844039'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.316194'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '48.06'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 98.15
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => -0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.0095075'
'vwma_10_action' => 'BUY'
'hma_9' => '0.0102046'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 97.03
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 48.06
'cci_20_action' => 'NEUTRAL'
'adx_14' => 6.35
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.000825'
'ao_5_34_action' => 'SELL'
'macd_12_26' => 0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -2.97
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 50.31
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.007259'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 27
'buy_signals' => 7
'sell_pct' => 79.41
'buy_pct' => 20.59
'overall_action' => 'bearish'
'overall_action_label' => 'Baixista'
'overall_action_dir' => -1
'last_updated' => 1767715563
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de EDEN para 2026
A previsão de preço para EDEN em 2026 sugere que o preço médio poderia variar entre $0.00348 na extremidade inferior e $0.010388 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, EDEN poderia potencialmente ganhar 3.13% até 2026 se EDEN atingir a meta de preço prevista.
Previsão de preço de EDEN 2027-2032
A previsão de preço de EDEN para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.006075 na extremidade inferior e $0.037844 na extremidade superior. Considerando a volatilidade de preços no mercado, se EDEN atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de EDEN | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.00335 | $0.006075 | $0.0088011 |
| 2028 | $0.006046 | $0.010427 | $0.0148091 |
| 2029 | $0.013281 | $0.028486 | $0.043691 |
| 2030 | $0.011295 | $0.021977 | $0.032659 |
| 2031 | $0.013354 | $0.021584 | $0.029814 |
| 2032 | $0.020385 | $0.037844 | $0.0553034 |
Previsão de preço de EDEN 2032-2037
A previsão de preço de EDEN para 2032-2037 é atualmente estimada entre $0.037844 na extremidade inferior e $0.345111 na extremidade superior. Comparado ao preço atual, EDEN poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de EDEN | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.020385 | $0.037844 | $0.0553034 |
| 2033 | $0.047371 | $0.097339 | $0.1473083 |
| 2034 | $0.038084 | $0.061698 | $0.085313 |
| 2035 | $0.045027 | $0.072773 | $0.10052 |
| 2036 | $0.074534 | $0.141253 | $0.207973 |
| 2037 | $0.193562 | $0.345111 | $0.49666 |
EDEN Histograma de preços potenciais
Previsão de preço de EDEN baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 20.59%
Baixista 79.41%
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para EDEN é Baixista, com 7 indicadores técnicos mostrando sinais de alta e 27 indicando sinais de baixa. A previsão de preço de EDEN 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 EDEN
De acordo com nossos indicadores técnicos, o SMA de 200 dias de EDEN está projetado para aumentar no próximo mês, alcançando $0.029175 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para EDEN é esperado para alcançar $0.009404 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 48.06, sugerindo que o mercado de EDEN está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de EDEN para Sábado, 19 de Outubro de 2024
Médias móveis (MA) são indicadores amplamente utilizados nos mercados financeiros, projetados para suavizar movimentos de preços ao longo de um período definido. Como indicadores atrasados, eles se baseiam em dados históricos de preços. A tabela abaixo destaca dois tipos: a média móvel simples (SMA) e a média móvel exponencial (EMA).
Média Móvel Simples Diária (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 3 | $0.010118 | SELL |
| SMA 5 | $0.010119 | SELL |
| SMA 10 | $0.009724 | BUY |
| SMA 21 | $0.009638 | BUY |
| SMA 50 | $0.0129076 | SELL |
| SMA 100 | $0.0218053 | SELL |
| SMA 200 | $0.031493 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.010095 | SELL |
| EMA 5 | $0.010065 | BUY |
| EMA 10 | $0.009944 | BUY |
| EMA 21 | $0.01029 | SELL |
| EMA 50 | $0.013784 | SELL |
| EMA 100 | $0.019945 | SELL |
| EMA 200 | $0.02425 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.0334023 | SELL |
| SMA 50 | $0.0237055 | SELL |
| SMA 100 | $0.034439 | SELL |
| SMA 200 | $0.05768 | SELL |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.022982 | SELL |
| EMA 50 | $0.0276044 | SELL |
| EMA 100 | $0.0844039 | SELL |
| EMA 200 | $0.316194 | SELL |
Osciladores de EDEN
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 48.06 | NEUTRAL |
| Stoch RSI (14) | 98.15 | SELL |
| Estocástico Rápido (14) | 97.03 | SELL |
| Índice de Canal de Commodities (20) | 48.06 | NEUTRAL |
| Índice Direcional Médio (14) | 6.35 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.000825 | SELL |
| Momentum (10) | -0 | SELL |
| MACD (12, 26) | 0 | NEUTRAL |
| Williams Percent Range (14) | -2.97 | SELL |
| Oscilador Ultimate (7, 14, 28) | 50.31 | NEUTRAL |
| VWMA (10) | 0.0095075 | BUY |
| Média Móvel de Hull (9) | 0.0102046 | SELL |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.007259 | SELL |
Previsão do preço de EDEN com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do EDEN
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de EDEN por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.014154 | $0.019888 | $0.027947 | $0.03927 | $0.055181 | $0.077538 |
| Amazon.com stock | $0.021017 | $0.043854 | $0.0915048 | $0.19093 | $0.398387 | $0.831259 |
| Apple stock | $0.014287 | $0.020265 | $0.028745 | $0.040773 | $0.057833 | $0.082032 |
| Netflix stock | $0.015893 | $0.025077 | $0.039567 | $0.062432 | $0.0985079 | $0.15543 |
| Google stock | $0.013044 | $0.016892 | $0.021875 | $0.028328 | $0.036685 | $0.0475074 |
| Tesla stock | $0.022834 | $0.051763 | $0.117344 | $0.266011 | $0.603027 | $1.36 |
| Kodak stock | $0.007553 | $0.005664 | $0.004247 | $0.003185 | $0.002388 | $0.001791 |
| Nokia stock | $0.006672 | $0.00442 | $0.002928 | $0.001939 | $0.001285 | $0.000851 |
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 EDEN
Você pode fazer perguntas como: 'Devo investir em EDEN agora?', 'Devo comprar EDEN hoje?', 'EDEN será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para EDEN regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como EDEN, 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 EDEN para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de EDEN é de $0.01007 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão de curto prazo para EDEN
com base no histórico de preços de 4 horas
Previsão de longo prazo para EDEN
com base no histórico de preços de 1 mês
Previsão do preço de EDEN com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se EDEN tiver 1% da média anterior do crescimento anual do Bitcoin | $0.010334 | $0.0106032 | $0.010878 | $0.011161 |
| Se EDEN tiver 2% da média anterior do crescimento anual do Bitcoin | $0.010596 | $0.011147 | $0.011726 | $0.012336 |
| Se EDEN tiver 5% da média anterior do crescimento anual do Bitcoin | $0.011381 | $0.012861 | $0.014532 | $0.016421 |
| Se EDEN tiver 10% da média anterior do crescimento anual do Bitcoin | $0.012691 | $0.015989 | $0.020146 | $0.025382 |
| Se EDEN tiver 20% da média anterior do crescimento anual do Bitcoin | $0.0153093 | $0.023268 | $0.035364 | $0.053749 |
| Se EDEN tiver 50% da média anterior do crescimento anual do Bitcoin | $0.023164 | $0.053269 | $0.122502 | $0.281713 |
| Se EDEN tiver 100% da média anterior do crescimento anual do Bitcoin | $0.036255 | $0.130494 | $0.469692 | $1.69 |
Perguntas Frequentes sobre EDEN
EDEN é um bom investimento?
A decisão de adquirir EDEN depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de EDEN experimentou uma queda de -2.3922% nas últimas 24 horas, e EDEN registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em EDEN dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
EDEN pode subir?
Parece que o valor médio de EDEN pode potencialmente subir para $0.010388 até o final deste ano. Observando as perspectivas de EDEN em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.032659. 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 EDEN na próxima semana?
Com base na nossa nova previsão experimental de EDEN, o preço de EDEN aumentará 0.86% na próxima semana e atingirá $0.010159 até 13 de janeiro de 2026.
Qual será o preço de EDEN no próximo mês?
Com base na nossa nova previsão experimental de EDEN, o preço de EDEN diminuirá -11.62% no próximo mês e atingirá $0.008902 até 5 de fevereiro de 2026.
Até onde o preço de EDEN pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de EDEN em 2026, espera-se que EDEN fluctue dentro do intervalo de $0.00348 e $0.010388. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de EDEN não considera flutuações repentinas e extremas de preço.
Onde estará EDEN em 5 anos?
O futuro de EDEN parece seguir uma tendência de alta, com um preço máximo de $0.032659 projetada após um período de cinco anos. Com base na previsão de EDEN para 2030, o valor de EDEN pode potencialmente atingir seu pico mais alto de aproximadamente $0.032659, enquanto seu pico mais baixo está previsto para cerca de $0.011295.
Quanto será EDEN em 2026?
Com base na nossa nova simulação experimental de previsão de preços de EDEN, espera-se que o valor de EDEN em 2026 aumente 3.13% para $0.010388 se o melhor cenário ocorrer. O preço ficará entre $0.010388 e $0.00348 durante 2026.
Quanto será EDEN em 2027?
De acordo com nossa última simulação experimental para previsão de preços de EDEN, o valor de EDEN pode diminuir -12.62% para $0.0088011 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.0088011 e $0.00335 ao longo do ano.
Quanto será EDEN em 2028?
Nosso novo modelo experimental de previsão de preços de EDEN sugere que o valor de EDEN em 2028 pode aumentar 47.02%, alcançando $0.0148091 no melhor cenário. O preço é esperado para variar entre $0.0148091 e $0.006046 durante o ano.
Quanto será EDEN em 2029?
Com base no nosso modelo de previsão experimental, o valor de EDEN pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.043691 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.043691 e $0.013281.
Quanto será EDEN em 2030?
Usando nossa nova simulação experimental para previsões de preços de EDEN, espera-se que o valor de EDEN em 2030 aumente 224.23%, alcançando $0.032659 no melhor cenário. O preço está previsto para variar entre $0.032659 e $0.011295 ao longo de 2030.
Quanto será EDEN em 2031?
Nossa simulação experimental indica que o preço de EDEN poderia aumentar 195.98% em 2031, potencialmente atingindo $0.029814 sob condições ideais. O preço provavelmente oscilará entre $0.029814 e $0.013354 durante o ano.
Quanto será EDEN em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de EDEN, EDEN poderia ver um 449.04% aumento em valor, atingindo $0.0553034 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.0553034 e $0.020385 ao longo do ano.
Quanto será EDEN em 2033?
De acordo com nossa previsão experimental de preços de EDEN, espera-se que o valor de EDEN seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.1473083. Ao longo do ano, o preço de EDEN poderia variar entre $0.1473083 e $0.047371.
Quanto será EDEN em 2034?
Os resultados da nossa nova simulação de previsão de preços de EDEN sugerem que EDEN pode aumentar 746.96% em 2034, atingindo potencialmente $0.085313 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.085313 e $0.038084.
Quanto será EDEN em 2035?
Com base em nossa previsão experimental para o preço de EDEN, EDEN poderia aumentar 897.93%, com o valor potencialmente atingindo $0.10052 em 2035. A faixa de preço esperada para o ano está entre $0.10052 e $0.045027.
Quanto será EDEN em 2036?
Nossa recente simulação de previsão de preços de EDEN sugere que o valor de EDEN pode aumentar 1964.7% em 2036, possivelmente atingindo $0.207973 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.207973 e $0.074534.
Quanto será EDEN em 2037?
De acordo com a simulação experimental, o valor de EDEN poderia aumentar 4830.69% em 2037, com um pico de $0.49666 sob condições favoráveis. O preço é esperado para cair entre $0.49666 e $0.193562 ao longo do ano.
Previsões relacionadas
Previsão de Preço do Hera Finance- Previsão de Preço do THORWallet DEX
- Previsão de Preço do Globiance Exchange
- Previsão de Preço do Thales
- Previsão de Preço do Hector Network
- Previsão de Preço do Factom
- Previsão de Preço do zkSwap Finance
- Previsão de Preço do Ethereum Meta
- Previsão de Preço do RigoBlock
- Previsão de Preço do OpenANX
- Previsão de Preço do Coinye West
- Previsão de Preço do Hemule
- Previsão de Preço do RETARDIO
- Previsão de Preço do Somnium Space CUBEs
- Previsão de Preço do LUBE
- Previsão de Preço do Bazed Games
- Previsão de Preço do KAP Games
- Previsão de Preço do HubSuite
- Previsão de Preço do Landshare Token
- Previsão de Preço do Prosper
- Previsão de Preço do Sphynx Labs
- Previsão de Preço do Domi
- Previsão de Preço do DigitalBits
- Previsão de Preço do Obyte
- Previsão de Preço do Adshares
Previsão de Preço do Hera Finance
Previsão de Preço do THORWallet DEX
Previsão de Preço do Globiance Exchange
Previsão de Preço do Thales
Previsão de Preço do Hector Network
Previsão de Preço do Factom
Previsão de Preço do zkSwap Finance
Previsão de Preço do Ethereum Meta
Previsão de Preço do RigoBlock
Previsão de Preço do OpenANX
Previsão de Preço do Coinye West
Previsão de Preço do Hemule
Previsão de Preço do RETARDIO
Previsão de Preço do Somnium Space CUBEs
Previsão de Preço do LUBE
Previsão de Preço do Bazed Games
Previsão de Preço do KAP Games
Previsão de Preço do HubSuite
Previsão de Preço do Landshare Token
Previsão de Preço do Prosper
Previsão de Preço do Sphynx Labs
Previsão de Preço do Domi
Previsão de Preço do DigitalBits
Previsão de Preço do Obyte
Previsão de Preço do AdsharesComo ler e prever os movimentos de preço de EDEN?
Traders de EDEN 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 EDEN
Médias móveis são ferramentas populares para a previsão de preço de EDEN. Uma média móvel simples (SMA) calcula o preço médio de fechamento de EDEN 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 EDEN 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 EDEN.
Como ler gráficos de EDEN 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 EDEN 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 EDEN 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 EDEN?
A ação de preço de EDEN 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 EDEN. A capitalização de mercado de EDEN pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de EDEN, grandes detentores de EDEN, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de EDEN.
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