Previsão de Preço Mechaverse - Projeção MC
Previsão de Preço Mechaverse até $0.014133 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.004734 | $0.014133 |
| 2027 | $0.004557 | $0.011973 |
| 2028 | $0.008225 | $0.020147 |
| 2029 | $0.018069 | $0.05944 |
| 2030 | $0.015367 | $0.044431 |
| 2031 | $0.018169 | $0.040561 |
| 2032 | $0.027733 | $0.075238 |
| 2033 | $0.064447 | $0.2004089 |
| 2034 | $0.051812 | $0.116066 |
| 2035 | $0.061258 | $0.136754 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em Mechaverse hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.97, com um retorno de 39.55% nos próximos 90 dias.
Previsão de preço de longo prazo de Mechaverse para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'Mechaverse'
'name_with_ticker' => 'Mechaverse <small>MC</small>'
'name_lang' => 'Mechaverse'
'name_lang_with_ticker' => 'Mechaverse <small>MC</small>'
'name_with_lang' => 'Mechaverse'
'name_with_lang_with_ticker' => 'Mechaverse <small>MC</small>'
'image' => '/uploads/coins/mechaverse.jpeg?1717116415'
'price_for_sd' => 0.0137
'ticker' => 'MC'
'marketcap' => '$0'
'low24h' => '$0'
'high24h' => '$0'
'volume24h' => '$10.75M'
'current_supply' => '0'
'max_supply' => '0'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.0137'
'change_24h_pct' => '0%'
'ath_price' => '$1.26'
'ath_days' => 971
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '11 de mai. de 2023'
'ath_pct' => '-98.91%'
'fdv' => '$0'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.675692'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.013821'
'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' => '$0.012111'
'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' => '$0.004734'
'current_year_max_price_prediction' => '$0.014133'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.015367'
'grand_prediction_max_price' => '$0.044431'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.013963500180791
107 => 0.014015634821715
108 => 0.014133096829779
109 => 0.013129396831557
110 => 0.013580028663675
111 => 0.013844732646551
112 => 0.012648790421901
113 => 0.013821092714018
114 => 0.013111924647619
115 => 0.012871222354536
116 => 0.013195296282056
117 => 0.013069004357329
118 => 0.01296042597656
119 => 0.012899837374477
120 => 0.013137801500114
121 => 0.013126700189224
122 => 0.012737344692836
123 => 0.012229446319958
124 => 0.012399913685092
125 => 0.012337981293199
126 => 0.012113530315541
127 => 0.012264783174168
128 => 0.011598742132094
129 => 0.010452853137007
130 => 0.011209862506691
131 => 0.011180718469425
201 => 0.01116602272426
202 => 0.011734894343375
203 => 0.011680210463298
204 => 0.011580958685493
205 => 0.012111707478807
206 => 0.011917977029669
207 => 0.012515008625279
208 => 0.012908252247731
209 => 0.012808512944978
210 => 0.013178360472605
211 => 0.012403840908889
212 => 0.012661105239624
213 => 0.012714127061636
214 => 0.012105158121084
215 => 0.011689157422366
216 => 0.011661414918516
217 => 0.010940127035366
218 => 0.011325433200513
219 => 0.011664486680789
220 => 0.01150210637535
221 => 0.011450701621621
222 => 0.011713317360089
223 => 0.01173372485212
224 => 0.011268431871132
225 => 0.011365181015792
226 => 0.01176864103223
227 => 0.011355014858549
228 => 0.010551406768539
301 => 0.010352100851466
302 => 0.010325509768191
303 => 0.009784976313936
304 => 0.010365419425863
305 => 0.010112040452598
306 => 0.010912461593194
307 => 0.010455265330431
308 => 0.010435556513329
309 => 0.010405763745626
310 => 0.009940504272393
311 => 0.010042366528249
312 => 0.010380972180774
313 => 0.010501790492261
314 => 0.010489188152537
315 => 0.010379312828351
316 => 0.010429613189111
317 => 0.010267578201296
318 => 0.010210360274632
319 => 0.01002976475905
320 => 0.009764339241928
321 => 0.0098012482880331
322 => 0.0092753708862508
323 => 0.0089888449673337
324 => 0.0089095383693283
325 => 0.0088034862720247
326 => 0.0089215172359126
327 => 0.0092738811416446
328 => 0.0088488555131591
329 => 0.008120178885202
330 => 0.0081639735921468
331 => 0.0082623672958865
401 => 0.008079011279907
402 => 0.0079054801986864
403 => 0.0080563513947861
404 => 0.0077476015015464
405 => 0.0082996782454145
406 => 0.00828474611667
407 => 0.0084905261865872
408 => 0.0086192046873385
409 => 0.008322642403266
410 => 0.0082480577908115
411 => 0.0082905445757472
412 => 0.0075883326612422
413 => 0.0084331404919318
414 => 0.008440446425133
415 => 0.0083778885895035
416 => 0.0088277226788302
417 => 0.0097770129140804
418 => 0.009419851742468
419 => 0.0092815481415661
420 => 0.0090186328951524
421 => 0.0093689518506361
422 => 0.009342052820682
423 => 0.0092204052060752
424 => 0.0091468323491974
425 => 0.0092823925938617
426 => 0.0091300349347047
427 => 0.0091026673126116
428 => 0.008936849298994
429 => 0.0088776598123714
430 => 0.0088338382728774
501 => 0.0087855950637101
502 => 0.0088920075616746
503 => 0.0086508628415571
504 => 0.0083600659488038
505 => 0.0083358893336374
506 => 0.0084026430937417
507 => 0.0083731095241285
508 => 0.0083357479382685
509 => 0.0082644144960392
510 => 0.0082432513875276
511 => 0.0083120212233096
512 => 0.0082343840882422
513 => 0.0083489419101478
514 => 0.0083177885213629
515 => 0.0081437682240574
516 => 0.0079268745030488
517 => 0.0079249436939818
518 => 0.0078782142975675
519 => 0.0078186973854221
520 => 0.0078021411420257
521 => 0.0080436454434646
522 => 0.0085435521198274
523 => 0.0084454084775045
524 => 0.0085163273172478
525 => 0.0088651778178296
526 => 0.008976066901664
527 => 0.0088973604565102
528 => 0.0087896222199817
529 => 0.0087943621556081
530 => 0.0091625363244084
531 => 0.0091854988957049
601 => 0.0092435179053647
602 => 0.0093180887289478
603 => 0.0089100601902198
604 => 0.0087751440481274
605 => 0.0087112132951415
606 => 0.0085143313202598
607 => 0.0087266516507848
608 => 0.0086029416866509
609 => 0.0086196343873467
610 => 0.00860876324412
611 => 0.0086146996234253
612 => 0.0082995239287132
613 => 0.0084143573867194
614 => 0.0082234244904686
615 => 0.0079677867756121
616 => 0.0079669297883537
617 => 0.0080294967569032
618 => 0.0079922794757642
619 => 0.0078921287291632
620 => 0.0079063546700197
621 => 0.0077817204588784
622 => 0.0079214875198275
623 => 0.0079254955390249
624 => 0.0078716776073963
625 => 0.0080870080489259
626 => 0.0081752291065135
627 => 0.0081398049910237
628 => 0.0081727436561373
629 => 0.008449486788935
630 => 0.0084946079947304
701 => 0.0085146478538052
702 => 0.0084877970974175
703 => 0.0081778020125803
704 => 0.0081915516127937
705 => 0.0080906661694308
706 => 0.0080054286008351
707 => 0.0080088376565668
708 => 0.0080526608469332
709 => 0.0082440392894596
710 => 0.0086467839393809
711 => 0.0086620678044429
712 => 0.0086805922947598
713 => 0.0086052438829779
714 => 0.0085825180809973
715 => 0.0086124992798369
716 => 0.0087637489950397
717 => 0.0091528043264383
718 => 0.0090152861881901
719 => 0.008903481801197
720 => 0.0090015643908362
721 => 0.008986465344958
722 => 0.0088590142026032
723 => 0.0088554370735265
724 => 0.0086108175827526
725 => 0.0085203873267298
726 => 0.0084448170362097
727 => 0.0083622962517743
728 => 0.0083133751646392
729 => 0.0083885401887151
730 => 0.0084057313190477
731 => 0.0082413816802459
801 => 0.0082189814317699
802 => 0.0083531928945489
803 => 0.0082941314336875
804 => 0.0083548776108372
805 => 0.008368971245007
806 => 0.0083667018453017
807 => 0.0083050348969969
808 => 0.0083443395709115
809 => 0.0082513722998162
810 => 0.0081502843557326
811 => 0.0080857965454087
812 => 0.0080295223778344
813 => 0.0080607465566784
814 => 0.0079494380604092
815 => 0.0079138282322552
816 => 0.0083310240317724
817 => 0.0086392110544864
818 => 0.0086347298931207
819 => 0.008607451975768
820 => 0.0085669225237054
821 => 0.0087607840131789
822 => 0.0086932465466292
823 => 0.0087423856964883
824 => 0.0087548936724911
825 => 0.0087927515486901
826 => 0.0088062824854368
827 => 0.0087653825967484
828 => 0.0086281175748092
829 => 0.0082860661909036
830 => 0.0081268403483454
831 => 0.0080742931681851
901 => 0.0080762031583826
902 => 0.0080235171021631
903 => 0.0080390355069432
904 => 0.0080181204342824
905 => 0.0079785123465625
906 => 0.0080583008688744
907 => 0.0080674957527893
908 => 0.0080488721582799
909 => 0.0080532586889708
910 => 0.007899063280674
911 => 0.007910786422672
912 => 0.0078455104783223
913 => 0.00783327202567
914 => 0.0076682601225808
915 => 0.0073759176174005
916 => 0.007537903743644
917 => 0.007342247281838
918 => 0.0072681492150728
919 => 0.0076189179385253
920 => 0.0075837104875006
921 => 0.0075234506356574
922 => 0.0074343137555278
923 => 0.0074012520196199
924 => 0.0072003793783172
925 => 0.0071885107510552
926 => 0.0072880686561024
927 => 0.0072421261085014
928 => 0.0071776053718663
929 => 0.0069439178041362
930 => 0.0066811756067128
1001 => 0.0066891061421144
1002 => 0.0067726795466224
1003 => 0.0070156804916386
1004 => 0.0069207358184618
1005 => 0.0068518523687074
1006 => 0.0068389525691973
1007 => 0.0070004205676257
1008 => 0.0072289316139935
1009 => 0.0073361438843028
1010 => 0.0072298997805114
1011 => 0.0071078522746646
1012 => 0.0071152807408318
1013 => 0.0071646989982307
1014 => 0.0071698921583468
1015 => 0.0070904517787269
1016 => 0.0071128137802652
1017 => 0.0070788438551042
1018 => 0.0068703704870947
1019 => 0.0068665998649436
1020 => 0.0068154371383469
1021 => 0.0068138879513189
1022 => 0.0067268473902377
1023 => 0.0067146698140594
1024 => 0.0065418454970481
1025 => 0.0066555989858652
1026 => 0.0065792991178929
1027 => 0.0064642972195394
1028 => 0.0064444708489164
1029 => 0.0064438748442744
1030 => 0.0065619560799296
1031 => 0.0066542191378763
1101 => 0.0065806263867631
1102 => 0.0065638707438702
1103 => 0.0067427771736302
1104 => 0.0067200096996749
1105 => 0.0067002932140641
1106 => 0.0072084709561224
1107 => 0.0068062086196795
1108 => 0.006630799280659
1109 => 0.0064136969142911
1110 => 0.0064843865395056
1111 => 0.006499281882185
1112 => 0.005977189826713
1113 => 0.0057653771448305
1114 => 0.0056926910144009
1115 => 0.0056508591187077
1116 => 0.005669922438867
1117 => 0.005479266182023
1118 => 0.0056073903397856
1119 => 0.0054422981371309
1120 => 0.0054146198920994
1121 => 0.0057098252014453
1122 => 0.0057509012956764
1123 => 0.0055756579163444
1124 => 0.0056881925352016
1125 => 0.0056473859180558
1126 => 0.0054451281691021
1127 => 0.0054374034107994
1128 => 0.0053359175820781
1129 => 0.005177111911658
1130 => 0.005104533458951
1201 => 0.0050667339706262
1202 => 0.0050823307762063
1203 => 0.0050744445540349
1204 => 0.0050229816199199
1205 => 0.005077394349178
1206 => 0.0049383923108156
1207 => 0.0048830405791242
1208 => 0.0048580394860696
1209 => 0.0047346671763642
1210 => 0.0049310073850206
1211 => 0.0049696888795548
1212 => 0.0050084465885824
1213 => 0.0053458059846563
1214 => 0.0053289524625962
1215 => 0.0054813000940214
1216 => 0.0054753801452135
1217 => 0.005431928132863
1218 => 0.0052486112402656
1219 => 0.0053216780863455
1220 => 0.0050967896912205
1221 => 0.0052652913677726
1222 => 0.0051883942393925
1223 => 0.0052392923713157
1224 => 0.0051477729408182
1225 => 0.0051984235724002
1226 => 0.0049788616968976
1227 => 0.0047738379068723
1228 => 0.004856345464996
1229 => 0.0049460406165603
1230 => 0.0051405225590512
1231 => 0.0050246907185448
]
'min_raw' => 0.0047346671763642
'max_raw' => 0.014133096829779
'avg_raw' => 0.0094338820030715
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.004734'
'max' => '$0.014133'
'avg' => '$0.009433'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0089691528236358
'max_diff' => 0.00042927682977886
'year' => 2026
]
1 => [
'items' => [
101 => 0.0050663482284777
102 => 0.0049268025435854
103 => 0.0046388799363983
104 => 0.0046405095470866
105 => 0.0045962189267058
106 => 0.0045579453641604
107 => 0.0050379953988151
108 => 0.0049782935885378
109 => 0.0048831665674406
110 => 0.0050104978653767
111 => 0.0050441662815705
112 => 0.0050451247740473
113 => 0.005138022402125
114 => 0.0051876018828829
115 => 0.0051963404812562
116 => 0.0053425169062226
117 => 0.0053915133157577
118 => 0.0055933225924012
119 => 0.0051833954103331
120 => 0.0051749532297785
121 => 0.0050122896778626
122 => 0.0049091258816285
123 => 0.0050193533912512
124 => 0.0051169999172214
125 => 0.0050153238276131
126 => 0.0050286005784166
127 => 0.0048921087353592
128 => 0.0049408981467141
129 => 0.0049829221604163
130 => 0.0049597189701073
131 => 0.0049249826711675
201 => 0.0051089940156381
202 => 0.0050986113744368
203 => 0.0052699669688104
204 => 0.0054035509083806
205 => 0.0056429572090761
206 => 0.0053931242537677
207 => 0.0053840193478802
208 => 0.0054730212634033
209 => 0.0053914996900281
210 => 0.0054430185103722
211 => 0.0056346567306408
212 => 0.0056387057442555
213 => 0.0055708795493495
214 => 0.0055667523192254
215 => 0.0055797790818944
216 => 0.0056560772377301
217 => 0.0056294163176756
218 => 0.0056602690093346
219 => 0.0056988507726873
220 => 0.0058584413042428
221 => 0.0058969180411097
222 => 0.0058034395184241
223 => 0.0058118795823879
224 => 0.0057769160488607
225 => 0.0057431417135651
226 => 0.005819061486964
227 => 0.0059578063650571
228 => 0.0059569432403714
301 => 0.005989129355274
302 => 0.0060091810382141
303 => 0.005923104536306
304 => 0.0058670718986846
305 => 0.005888558377398
306 => 0.0059229157247754
307 => 0.0058774167527003
308 => 0.0055965760198783
309 => 0.005681765158041
310 => 0.0056675855199147
311 => 0.0056473919909199
312 => 0.0057330503280907
313 => 0.0057247883725056
314 => 0.005477310726539
315 => 0.0054931534424946
316 => 0.005478274174569
317 => 0.0055263521332483
318 => 0.005388903322481
319 => 0.0054311816509412
320 => 0.0054576982222167
321 => 0.0054733166864078
322 => 0.0055297412887474
323 => 0.0055231205129132
324 => 0.0055293297320256
325 => 0.0056129925217525
326 => 0.0060361302025888
327 => 0.0060591606529561
328 => 0.0059457502923563
329 => 0.0059910554944955
330 => 0.0059040794135468
331 => 0.0059624670393767
401 => 0.0060024143700847
402 => 0.0058219000640454
403 => 0.0058112111783699
404 => 0.005723876116196
405 => 0.0057708050316975
406 => 0.0056961377528262
407 => 0.0057144584913107
408 => 0.0056632321093348
409 => 0.0057554293978205
410 => 0.0058585202923576
411 => 0.0058845651235005
412 => 0.0058160523857684
413 => 0.0057664446484409
414 => 0.0056793498034984
415 => 0.005824190471673
416 => 0.0058665462969866
417 => 0.005823967994554
418 => 0.0058141016715261
419 => 0.0057954050072163
420 => 0.0058180682572443
421 => 0.0058663156180656
422 => 0.0058435630536911
423 => 0.005858591523309
424 => 0.0058013184944161
425 => 0.0059231330312098
426 => 0.006116603831903
427 => 0.0061172258721629
428 => 0.0060944731851436
429 => 0.0060851632758288
430 => 0.0061085089134591
501 => 0.0061211729641853
502 => 0.0061966684754238
503 => 0.0062776781668565
504 => 0.0066557150494756
505 => 0.0065495638055752
506 => 0.0068849806173497
507 => 0.0071502517670413
508 => 0.0072297949859323
509 => 0.0071566189673502
510 => 0.0069062877606718
511 => 0.0068940053174041
512 => 0.007268105827291
513 => 0.0071624052983591
514 => 0.0071498325567789
515 => 0.0070160798283483
516 => 0.0070951442564485
517 => 0.0070778517062178
518 => 0.0070505545696981
519 => 0.0072014039908375
520 => 0.0074837806407898
521 => 0.0074397695917833
522 => 0.0074069173853137
523 => 0.0072629685796977
524 => 0.0073496579128082
525 => 0.0073187895017124
526 => 0.007451419785358
527 => 0.0073728525434468
528 => 0.0071616045128931
529 => 0.0071952464580414
530 => 0.0071901615457104
531 => 0.0072948086811609
601 => 0.0072633962086003
602 => 0.0071840277562908
603 => 0.0074828155080985
604 => 0.0074634138934409
605 => 0.0074909209471988
606 => 0.0075030304029469
607 => 0.0076848972422415
608 => 0.0077594022672108
609 => 0.0077763162122728
610 => 0.0078470902235682
611 => 0.0077745552903982
612 => 0.0080647467396092
613 => 0.008257707120194
614 => 0.0084818405318937
615 => 0.0088093596877685
616 => 0.008932509920099
617 => 0.0089102639329035
618 => 0.0091585852189634
619 => 0.0096048130501409
620 => 0.0090004593357265
621 => 0.0096368452644903
622 => 0.0094353728268725
623 => 0.0089576853016152
624 => 0.0089269278565546
625 => 0.0092504233947251
626 => 0.0099679053630955
627 => 0.0097881842676319
628 => 0.0099681993224244
629 => 0.0097582021989463
630 => 0.0097477740717709
701 => 0.0099580002308594
702 => 0.010449205110401
703 => 0.01021585208467
704 => 0.0098812833017761
705 => 0.010128323684598
706 => 0.0099143144424896
707 => 0.0094320917226031
708 => 0.0097880468382972
709 => 0.0095500297894506
710 => 0.0096194958179863
711 => 0.010119772252298
712 => 0.010059577668154
713 => 0.010137475033904
714 => 0.0099999882222843
715 => 0.0098715538605508
716 => 0.0096318215867143
717 => 0.0095608486790896
718 => 0.0095804630374193
719 => 0.0095608389591877
720 => 0.0094267109552295
721 => 0.0093977460255452
722 => 0.0093494698737553
723 => 0.0093644326718465
724 => 0.0092736593827952
725 => 0.0094449673339536
726 => 0.0094767635992491
727 => 0.0096014272402047
728 => 0.0096143702329644
729 => 0.0099615566985498
730 => 0.0097703322275369
731 => 0.0098986221122189
801 => 0.0098871466574217
802 => 0.0089680382387628
803 => 0.0090946832694917
804 => 0.009291703193906
805 => 0.0092029459850116
806 => 0.0090774640576231
807 => 0.0089761306733417
808 => 0.0088226002342847
809 => 0.0090386913789665
810 => 0.0093228282554916
811 => 0.0096215764130504
812 => 0.0099805027496025
813 => 0.0099003945696472
814 => 0.0096148665348525
815 => 0.009627675113915
816 => 0.0097068527096895
817 => 0.0096043105291184
818 => 0.0095740688382068
819 => 0.009702697965751
820 => 0.0097035837638591
821 => 0.0095855965924755
822 => 0.0094544754429071
823 => 0.0094539260405028
824 => 0.0094305942984172
825 => 0.0097623528640316
826 => 0.0099447865305452
827 => 0.0099657022564045
828 => 0.0099433787355471
829 => 0.0099519701727362
830 => 0.0098458160418435
831 => 0.010088452906035
901 => 0.010311120486915
902 => 0.01025144081864
903 => 0.010161972511931
904 => 0.01009070669626
905 => 0.010234652857328
906 => 0.010228243161368
907 => 0.010309175679847
908 => 0.01030550411332
909 => 0.010278289551382
910 => 0.010251441790558
911 => 0.010357890127491
912 => 0.010327234715962
913 => 0.010296531688112
914 => 0.010234952065361
915 => 0.010243321758822
916 => 0.010153868900077
917 => 0.010112483914538
918 => 0.0094901530284883
919 => 0.0093238458804876
920 => 0.0093761694947428
921 => 0.0093933957871376
922 => 0.0093210187031993
923 => 0.0094247888494195
924 => 0.0094086163820509
925 => 0.0094715339920053
926 => 0.0094322258008708
927 => 0.0094338390227462
928 => 0.0095494360314826
929 => 0.0095829943349036
930 => 0.009565926310935
1001 => 0.009577880169865
1002 => 0.0098533518034987
1003 => 0.0098141885462829
1004 => 0.0097933838464397
1005 => 0.0097991468904782
1006 => 0.00986953579905
1007 => 0.0098892408503582
1008 => 0.009805749163316
1009 => 0.0098451243255848
1010 => 0.010012778769073
1011 => 0.010071448335874
1012 => 0.010258693430114
1013 => 0.010179148386065
1014 => 0.010325156757046
1015 => 0.010773936711521
1016 => 0.011132453192366
1017 => 0.010802746620261
1018 => 0.011461116480534
1019 => 0.011973751854305
1020 => 0.011954076054821
1021 => 0.011864686219934
1022 => 0.011281064476013
1023 => 0.010744007045947
1024 => 0.01119327839086
1025 => 0.011194423675912
1026 => 0.011155830868945
1027 => 0.010916134259386
1028 => 0.011147489946505
1029 => 0.011165854120788
1030 => 0.011155575066617
1031 => 0.010971800238067
1101 => 0.010691210042136
1102 => 0.010746036694783
1103 => 0.010835843870252
1104 => 0.01066582015135
1105 => 0.01061148727106
1106 => 0.010712502432772
1107 => 0.011037994331152
1108 => 0.01097646197321
1109 => 0.010974855114672
1110 => 0.011238116635731
1111 => 0.011049678202045
1112 => 0.010746728234452
1113 => 0.010670229372216
1114 => 0.010398709947085
1115 => 0.010586249381142
1116 => 0.010592998591503
1117 => 0.010490285160077
1118 => 0.010755062863326
1119 => 0.010752622890177
1120 => 0.011003989912452
1121 => 0.0114845092499
1122 => 0.011342396036896
1123 => 0.011177133832046
1124 => 0.011195102415938
1125 => 0.011392173430979
1126 => 0.011273019796591
1127 => 0.011315868274285
1128 => 0.011392108574676
1129 => 0.011438106240841
1130 => 0.01118848405964
1201 => 0.011130285188393
1202 => 0.01101123072285
1203 => 0.010980171635046
1204 => 0.011077139013078
1205 => 0.011051591534875
1206 => 0.010592431346507
1207 => 0.010544446552079
1208 => 0.010545918177217
1209 => 0.010425258130076
1210 => 0.010241222596457
1211 => 0.010724856990618
1212 => 0.010686014380308
1213 => 0.010643135144705
1214 => 0.010648387606401
1215 => 0.010858316905016
1216 => 0.010736547310135
1217 => 0.011060291735769
1218 => 0.010993739614507
1219 => 0.010925480682458
1220 => 0.010916045218832
1221 => 0.010889771353571
1222 => 0.01079966849352
1223 => 0.010690863875665
1224 => 0.010619021642462
1225 => 0.0097954861458113
1226 => 0.0099483295437041
1227 => 0.010124161940866
1228 => 0.010184858579762
1229 => 0.010081032778851
1230 => 0.010803768168965
1231 => 0.010935818889191
]
'min_raw' => 0.0045579453641604
'max_raw' => 0.011973751854305
'avg_raw' => 0.0082658486092326
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.004557'
'max' => '$0.011973'
'avg' => '$0.008265'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00017672181220379
'max_diff' => -0.0021593449754741
'year' => 2027
]
2 => [
'items' => [
101 => 0.010535828644172
102 => 0.010461006800824
103 => 0.010808673476559
104 => 0.010598987970568
105 => 0.010693409341076
106 => 0.010489321983765
107 => 0.010904011737585
108 => 0.010900852496456
109 => 0.010739528816028
110 => 0.010875878486029
111 => 0.010852184375466
112 => 0.010670050337584
113 => 0.010909785711452
114 => 0.010909904617207
115 => 0.010754634082274
116 => 0.010573312090562
117 => 0.010540896001078
118 => 0.010516474832141
119 => 0.010687403230563
120 => 0.010840657098108
121 => 0.011125824550754
122 => 0.011197522423761
123 => 0.011477363995305
124 => 0.011310731964689
125 => 0.011384597785615
126 => 0.011464789583188
127 => 0.0115032364799
128 => 0.011440589324882
129 => 0.011875298472875
130 => 0.01191200124411
131 => 0.011924307365827
201 => 0.011777725886987
202 => 0.011907924548019
203 => 0.011847008906249
204 => 0.012005494483283
205 => 0.012030347045407
206 => 0.012009297809443
207 => 0.012017186404933
208 => 0.011646238835069
209 => 0.011627003246668
210 => 0.011364724633915
211 => 0.011471605107277
212 => 0.011271797185241
213 => 0.011335158335568
214 => 0.011363087326905
215 => 0.011348498806787
216 => 0.011477647968879
217 => 0.01136784479767
218 => 0.011078056175537
219 => 0.010788188600688
220 => 0.010784549549407
221 => 0.010708232533537
222 => 0.010653069309222
223 => 0.010663695703245
224 => 0.010701144501807
225 => 0.010650892716971
226 => 0.010661616483096
227 => 0.01083970245285
228 => 0.010875416324033
229 => 0.010754046635442
301 => 0.01026672982219
302 => 0.010147141053876
303 => 0.010233099088991
304 => 0.010192016684613
305 => 0.0082257529187702
306 => 0.0086876974245522
307 => 0.0084132256853697
308 => 0.0085397148906225
309 => 0.0082595503190295
310 => 0.008393259537277
311 => 0.0083685683269455
312 => 0.0091113614223113
313 => 0.0090997637298056
314 => 0.0091053149314718
315 => 0.0088403416123642
316 => 0.0092624513045123
317 => 0.0094703977174381
318 => 0.0094319123707201
319 => 0.0094415983033548
320 => 0.009275161889661
321 => 0.0091069263997684
322 => 0.0089203273502212
323 => 0.0092670053199403
324 => 0.0092284606476978
325 => 0.0093168682578867
326 => 0.0095417137023026
327 => 0.0095748230480976
328 => 0.009619322344608
329 => 0.0096033725144846
330 => 0.0099833621769384
331 => 0.0099373429215627
401 => 0.010048236086375
402 => 0.0098201204328718
403 => 0.0095619859179966
404 => 0.0096110488502213
405 => 0.0096063236953089
406 => 0.0095461670499934
407 => 0.009491860320388
408 => 0.0094014549164211
409 => 0.0096875109920546
410 => 0.0096758976377836
411 => 0.0098639043443833
412 => 0.0098306723327921
413 => 0.0096087408261333
414 => 0.0096166671533107
415 => 0.0096699755128417
416 => 0.0098544763538425
417 => 0.0099092487652267
418 => 0.0098838760019703
419 => 0.0099439314505975
420 => 0.0099913968285346
421 => 0.0099498923712766
422 => 0.010537507960895
423 => 0.01029348899967
424 => 0.010412422143498
425 => 0.010440786997506
426 => 0.010368131020413
427 => 0.010383887500229
428 => 0.010407754273766
429 => 0.010552668649094
430 => 0.010932965901265
501 => 0.011101396965481
502 => 0.011608130132416
503 => 0.011087411110272
504 => 0.011056513798447
505 => 0.011147791743688
506 => 0.011445297755832
507 => 0.011686398435356
508 => 0.011766385440186
509 => 0.011776957043316
510 => 0.011927017981813
511 => 0.012013030113288
512 => 0.011908796636885
513 => 0.011820469679333
514 => 0.011504093480927
515 => 0.011540714887356
516 => 0.011793000061952
517 => 0.012149367730593
518 => 0.012455168264022
519 => 0.01234808757544
520 => 0.013165037642139
521 => 0.01324603490431
522 => 0.013234843701633
523 => 0.013419367518869
524 => 0.013053125319278
525 => 0.012896549683345
526 => 0.011839566970109
527 => 0.012136535998764
528 => 0.012568197922293
529 => 0.012511065848065
530 => 0.012197581420842
531 => 0.012454930457973
601 => 0.012369842818249
602 => 0.012302730666509
603 => 0.01261018444396
604 => 0.012272126386148
605 => 0.012564825534565
606 => 0.012189435849135
607 => 0.012348576711005
608 => 0.01225824066103
609 => 0.012316699156534
610 => 0.011974951986322
611 => 0.012159350463925
612 => 0.011967280403408
613 => 0.011967189337191
614 => 0.01196294937996
615 => 0.012188918954389
616 => 0.012196287814098
617 => 0.012029295957174
618 => 0.012005229821688
619 => 0.012094214938152
620 => 0.011990036672012
621 => 0.012038781027049
622 => 0.011991513088869
623 => 0.01198087208037
624 => 0.01189608271423
625 => 0.011859553123965
626 => 0.011873877317559
627 => 0.011824981460193
628 => 0.011795519937489
629 => 0.011957088741558
630 => 0.011870769047211
701 => 0.011943859010401
702 => 0.011860563772657
703 => 0.011571826188631
704 => 0.011405770150712
705 => 0.010860371620474
706 => 0.011015045967085
707 => 0.01111759521891
708 => 0.011083702691794
709 => 0.011156516954707
710 => 0.011160987159077
711 => 0.01113731449995
712 => 0.011109904593337
713 => 0.011096562966661
714 => 0.011196000521316
715 => 0.011253727368708
716 => 0.011127887408263
717 => 0.011098404866219
718 => 0.011225636014044
719 => 0.011303246940718
720 => 0.011876282417468
721 => 0.01183383009847
722 => 0.011940377088308
723 => 0.011928381532349
724 => 0.012040059751966
725 => 0.012222606442302
726 => 0.011851437979991
727 => 0.011915859991009
728 => 0.011900065201629
729 => 0.012072508570463
730 => 0.012073046919838
731 => 0.011969658506036
801 => 0.012025707042443
802 => 0.011994422287032
803 => 0.012050958068449
804 => 0.011833263121868
805 => 0.012098392068086
806 => 0.012248703096059
807 => 0.012250790164829
808 => 0.012322036399146
809 => 0.012394426699516
810 => 0.01253337357721
811 => 0.012390551546511
812 => 0.012133628616727
813 => 0.012152177622402
814 => 0.012001543802674
815 => 0.012004075984398
816 => 0.011990558999905
817 => 0.012031124487878
818 => 0.011842164965283
819 => 0.011886513387549
820 => 0.011824425336673
821 => 0.011915725023712
822 => 0.011817501652836
823 => 0.011900057584903
824 => 0.01193568598841
825 => 0.012067155564378
826 => 0.011798083489571
827 => 0.011249427314464
828 => 0.011364761494285
829 => 0.011194173183025
830 => 0.011209961780708
831 => 0.011241857260763
901 => 0.011138473574352
902 => 0.011158195923725
903 => 0.011157491302621
904 => 0.011151419258617
905 => 0.011124525168914
906 => 0.011085523418012
907 => 0.011240894389503
908 => 0.011267294945161
909 => 0.011325980110053
910 => 0.011500587354243
911 => 0.011483139973026
912 => 0.011511597375676
913 => 0.011449475025473
914 => 0.011212843458363
915 => 0.011225693690926
916 => 0.011065451084955
917 => 0.011321882346343
918 => 0.01126115603892
919 => 0.011222005393475
920 => 0.011211322777138
921 => 0.011386362838913
922 => 0.011438737568813
923 => 0.011406101151877
924 => 0.011339162908584
925 => 0.011467704124222
926 => 0.011502096330808
927 => 0.011509795477526
928 => 0.011737545866302
929 => 0.011522524194268
930 => 0.011574282047858
1001 => 0.011978082046639
1002 => 0.011611891168336
1003 => 0.011805870643604
1004 => 0.01179637635771
1005 => 0.01189560969335
1006 => 0.011788236327784
1007 => 0.011789567349336
1008 => 0.011877679828736
1009 => 0.011753941742588
1010 => 0.011723302452325
1011 => 0.01168097449227
1012 => 0.011773396044513
1013 => 0.011828798585216
1014 => 0.012275302374596
1015 => 0.012563764185582
1016 => 0.012551241297603
1017 => 0.012665677051865
1018 => 0.012614122696458
1019 => 0.012447640083499
1020 => 0.012731805603429
1021 => 0.012641883742933
1022 => 0.012649296791857
1023 => 0.012649020877806
1024 => 0.01270881105393
1025 => 0.012666444234457
1026 => 0.01258293488441
1027 => 0.012638372288189
1028 => 0.012803001558179
1029 => 0.013314015863671
1030 => 0.013599986239063
1031 => 0.013296800087997
1101 => 0.013505933835178
1102 => 0.013380528108843
1103 => 0.013357738157871
1104 => 0.013489089605963
1105 => 0.013620670967377
1106 => 0.013612289803497
1107 => 0.013516768491888
1108 => 0.013462810926724
1109 => 0.013871395687258
1110 => 0.01417243397876
1111 => 0.014151905185466
1112 => 0.014242512602745
1113 => 0.014508538782258
1114 => 0.014532860882164
1115 => 0.014529796856613
1116 => 0.014469511994247
1117 => 0.014731449315842
1118 => 0.014949962037866
1119 => 0.014455557790406
1120 => 0.014643820455612
1121 => 0.014728337631467
1122 => 0.014852433920738
1123 => 0.015061805161692
1124 => 0.015289237862347
1125 => 0.015321399339892
1126 => 0.015298579232505
1127 => 0.015148581252704
1128 => 0.015397440827597
1129 => 0.015543216930094
1130 => 0.015630023263105
1201 => 0.015850149680422
1202 => 0.014728859580772
1203 => 0.013935154716506
1204 => 0.013811206240713
1205 => 0.01406326034027
1206 => 0.01412972499623
1207 => 0.014102933176752
1208 => 0.013209546191531
1209 => 0.013806502743127
1210 => 0.014448777799111
1211 => 0.014473450199759
1212 => 0.014794986522123
1213 => 0.014899691928904
1214 => 0.015158570813136
1215 => 0.015142377868443
1216 => 0.01520541075709
1217 => 0.015190920587568
1218 => 0.015670439207227
1219 => 0.016199419453916
1220 => 0.016181102550027
1221 => 0.016105055380956
1222 => 0.016217998394996
1223 => 0.016763962698547
1224 => 0.016713699054376
1225 => 0.016762525903241
1226 => 0.017406248586328
1227 => 0.018243179642824
1228 => 0.017854341140577
1229 => 0.018698008805188
1230 => 0.019229052879159
1231 => 0.02014743869411
]
'min_raw' => 0.0082257529187702
'max_raw' => 0.02014743869411
'avg_raw' => 0.01418659580644
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.008225'
'max' => '$0.020147'
'avg' => '$0.014186'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0036678075546098
'max_diff' => 0.0081736868398048
'year' => 2028
]
3 => [
'items' => [
101 => 0.020032452266932
102 => 0.020389973125266
103 => 0.019826602563893
104 => 0.018532989879005
105 => 0.018328270719871
106 => 0.018738123660772
107 => 0.019745707123112
108 => 0.018706391271858
109 => 0.018916643514959
110 => 0.018856090854802
111 => 0.018852864260874
112 => 0.018976010227583
113 => 0.01879738058001
114 => 0.018069611260938
115 => 0.018403143651097
116 => 0.018274350777716
117 => 0.018417256072877
118 => 0.019188457012236
119 => 0.018847490693811
120 => 0.018488310375206
121 => 0.018938802203231
122 => 0.019512433106094
123 => 0.019476536315107
124 => 0.019406881536897
125 => 0.019799521874661
126 => 0.020448048679824
127 => 0.020623342869267
128 => 0.020752741456183
129 => 0.020770583335111
130 => 0.020954365776742
131 => 0.019966121268956
201 => 0.02153449068273
202 => 0.021805304755159
203 => 0.021754402933635
204 => 0.022055401377541
205 => 0.02196683999975
206 => 0.021838528458186
207 => 0.022315675015982
208 => 0.021768664991211
209 => 0.020992253127696
210 => 0.020566298223686
211 => 0.021127230002088
212 => 0.021469771465337
213 => 0.021696169582816
214 => 0.021764677516371
215 => 0.020042835876924
216 => 0.019114858730978
217 => 0.01970968144225
218 => 0.020435406202472
219 => 0.01996208983127
220 => 0.019980642936915
221 => 0.019305818176935
222 => 0.020495113219905
223 => 0.02032184293569
224 => 0.021220769476707
225 => 0.021006233443357
226 => 0.021739273141429
227 => 0.021546239222091
228 => 0.022347512228882
301 => 0.022667161724891
302 => 0.023203902978162
303 => 0.023598732028998
304 => 0.023830583199525
305 => 0.023816663724899
306 => 0.024735373570322
307 => 0.024193642471753
308 => 0.023513100535734
309 => 0.023500791679194
310 => 0.023853253991212
311 => 0.024591918303889
312 => 0.024783443213038
313 => 0.024890479508943
314 => 0.024726549695804
315 => 0.024138539414525
316 => 0.023884639556348
317 => 0.024100969591702
318 => 0.023836416547916
319 => 0.024293109321964
320 => 0.024920246045044
321 => 0.024790744791695
322 => 0.025223648065727
323 => 0.025671657411597
324 => 0.02631233089755
325 => 0.026479826670848
326 => 0.026756690814817
327 => 0.027041674964094
328 => 0.027133204192304
329 => 0.027307961888808
330 => 0.027307040829485
331 => 0.027833684910449
401 => 0.028414589640562
402 => 0.028633867728204
403 => 0.029138085599673
404 => 0.028274630164684
405 => 0.028929571030784
406 => 0.02952034408624
407 => 0.028816000094812
408 => 0.029786774195894
409 => 0.029824467154417
410 => 0.030393586076982
411 => 0.02981667501897
412 => 0.029474107074287
413 => 0.030463087894732
414 => 0.030941624561141
415 => 0.030797485422758
416 => 0.029700579462636
417 => 0.029062133145336
418 => 0.027391195985862
419 => 0.029370493230372
420 => 0.03033455118128
421 => 0.029698082785443
422 => 0.030019080423148
423 => 0.031770339450632
424 => 0.032437105502673
425 => 0.032298422824895
426 => 0.032321857914528
427 => 0.03268163277355
428 => 0.034277072630085
429 => 0.033321048086043
430 => 0.034051893028407
501 => 0.034439530550579
502 => 0.034799589884447
503 => 0.033915397958389
504 => 0.032765077253947
505 => 0.032400722399673
506 => 0.029634798546898
507 => 0.029490820198562
508 => 0.029410000788651
509 => 0.028900445841294
510 => 0.028500075231518
511 => 0.028181685657817
512 => 0.027346136337249
513 => 0.027628109705133
514 => 0.026296418480844
515 => 0.027148387333905
516 => 0.025022975985131
517 => 0.026793081713329
518 => 0.025829693642303
519 => 0.026476582821758
520 => 0.026474325886352
521 => 0.025283197810573
522 => 0.024596179994673
523 => 0.025033974486098
524 => 0.025503324933076
525 => 0.025579475464013
526 => 0.02618800056982
527 => 0.026357826846647
528 => 0.02584324529943
529 => 0.024978931559106
530 => 0.025179691928086
531 => 0.024592111592203
601 => 0.023562399654521
602 => 0.02430195674521
603 => 0.024554474052001
604 => 0.024666000080274
605 => 0.023653396652778
606 => 0.023335214671169
607 => 0.023165817253966
608 => 0.024848217172346
609 => 0.024940382837678
610 => 0.024468850262928
611 => 0.026600222213351
612 => 0.026117827098391
613 => 0.026656780631474
614 => 0.025161475028871
615 => 0.025218597716587
616 => 0.02451069608098
617 => 0.024907073694915
618 => 0.024626926773232
619 => 0.024875050300789
620 => 0.025023774520155
621 => 0.02573155999607
622 => 0.026801163486533
623 => 0.025625840448534
624 => 0.025113735369942
625 => 0.025431442480512
626 => 0.026277538382914
627 => 0.027559416985906
628 => 0.026800519052723
629 => 0.027137305068547
630 => 0.027210877830438
701 => 0.026651294590438
702 => 0.027580049618146
703 => 0.028077776982687
704 => 0.02858834226854
705 => 0.029031651800532
706 => 0.028384411265799
707 => 0.029077051416249
708 => 0.028518905722432
709 => 0.028018191335037
710 => 0.028018950712076
711 => 0.027704845262593
712 => 0.027096226374386
713 => 0.026983987713512
714 => 0.027567867401561
715 => 0.028036083617764
716 => 0.028074648147935
717 => 0.028333876703042
718 => 0.028487285491689
719 => 0.029990900169558
720 => 0.03059566643155
721 => 0.031335163169074
722 => 0.031623238824092
723 => 0.032490243264858
724 => 0.031790066764282
725 => 0.031638579174065
726 => 0.029535509995757
727 => 0.029879887455889
728 => 0.030431268997042
729 => 0.029544602074284
730 => 0.030106988154182
731 => 0.030218015079319
801 => 0.029514473471536
802 => 0.029890265442492
803 => 0.028892273382189
804 => 0.02682291698625
805 => 0.027582353403371
806 => 0.028141554229906
807 => 0.027343505701476
808 => 0.028773976799944
809 => 0.027938325115136
810 => 0.027673463649407
811 => 0.026640144641667
812 => 0.027127831437224
813 => 0.027787434811218
814 => 0.027379876613213
815 => 0.028225621069245
816 => 0.029423420770793
817 => 0.030277044168323
818 => 0.030342574773301
819 => 0.029793752117016
820 => 0.030673243926252
821 => 0.03067965006392
822 => 0.029687579710271
823 => 0.029079942142532
824 => 0.028941885608662
825 => 0.029286777897848
826 => 0.02970554080755
827 => 0.030365813200348
828 => 0.030764801978873
829 => 0.03180515310597
830 => 0.032086642291759
831 => 0.032395913564751
901 => 0.032809195361198
902 => 0.033305446121109
903 => 0.032219677709994
904 => 0.032262817313093
905 => 0.03125176480215
906 => 0.03017131019461
907 => 0.030991240561165
908 => 0.032063190444669
909 => 0.031817283956994
910 => 0.031789614453717
911 => 0.031836146883349
912 => 0.031650741422196
913 => 0.030812159392853
914 => 0.030391028747517
915 => 0.030934394721886
916 => 0.031223169554825
917 => 0.031671034136903
918 => 0.031615825373887
919 => 0.032769476440174
920 => 0.033217750359935
921 => 0.033103062708538
922 => 0.033124167996507
923 => 0.033935746515883
924 => 0.03483838874328
925 => 0.035683832303371
926 => 0.036543853805341
927 => 0.035507064317505
928 => 0.034980646555868
929 => 0.035523775313651
930 => 0.035235583549681
1001 => 0.036891618908682
1002 => 0.03700627920389
1003 => 0.038662194812686
1004 => 0.040233855908195
1005 => 0.039246723733339
1006 => 0.040177544912819
1007 => 0.041184303909391
1008 => 0.043126505354538
1009 => 0.042472440235283
1010 => 0.041971436604441
1011 => 0.041497990594127
1012 => 0.042483156584153
1013 => 0.04375055689191
1014 => 0.044023542779192
1015 => 0.044465884205223
1016 => 0.044000816282687
1017 => 0.04456093936983
1018 => 0.046538419998001
1019 => 0.046004087276565
1020 => 0.045245248913854
1021 => 0.046806279950537
1022 => 0.047371211014358
1023 => 0.051336193076949
1024 => 0.05634214671621
1025 => 0.054269649038692
1026 => 0.052983182851175
1027 => 0.053285532920627
1028 => 0.05511353772746
1029 => 0.055700634853443
1030 => 0.054104702480507
1031 => 0.054668412774878
1101 => 0.057774511919634
1102 => 0.059440834455204
1103 => 0.057177744634926
1104 => 0.050933969576223
1105 => 0.045176923821923
1106 => 0.046703951599112
1107 => 0.046530834038368
1108 => 0.049867950075648
1109 => 0.045991343617875
1110 => 0.046056615728512
1111 => 0.049462739791376
1112 => 0.048554044287154
1113 => 0.04708207394724
1114 => 0.045187670834384
1115 => 0.04168569146919
1116 => 0.038583890685519
1117 => 0.044667236324357
1118 => 0.044404911398564
1119 => 0.04402502603164
1120 => 0.044870419807839
1121 => 0.048975412015854
1122 => 0.048880778658896
1123 => 0.048278769524293
1124 => 0.048735388147025
1125 => 0.047002026494957
1126 => 0.047448753260606
1127 => 0.045176011876462
1128 => 0.046203385900159
1129 => 0.047078915759986
1130 => 0.047254691341788
1201 => 0.04765072270291
1202 => 0.044266678082808
1203 => 0.045786014766904
1204 => 0.046678482726214
1205 => 0.042646280017786
1206 => 0.046598779043189
1207 => 0.044207769394792
1208 => 0.043396224808366
1209 => 0.044488862681119
1210 => 0.044063060639482
1211 => 0.043696981048017
1212 => 0.043492702345934
1213 => 0.044295015009643
1214 => 0.04425758616491
1215 => 0.042944846924905
1216 => 0.041232432100416
1217 => 0.041807174723615
1218 => 0.041598365340366
1219 => 0.040841613198525
1220 => 0.041351572771524
1221 => 0.039105968896671
1222 => 0.035242524146319
1223 => 0.037794834088914
1224 => 0.037696572932503
1225 => 0.037647025201652
1226 => 0.039565015582848
1227 => 0.039380645063262
1228 => 0.039046010764854
1229 => 0.040835467377211
1230 => 0.040182291642113
1231 => 0.042195225350128
]
'min_raw' => 0.018069611260938
'max_raw' => 0.059440834455204
'avg_raw' => 0.038755222858071
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.018069'
'max' => '$0.05944'
'avg' => '$0.038755'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.0098438583421683
'max_diff' => 0.039293395761094
'year' => 2029
]
4 => [
'items' => [
101 => 0.043521073678616
102 => 0.043184795655811
103 => 0.044431762417135
104 => 0.041820415632837
105 => 0.042687800285532
106 => 0.04286656706031
107 => 0.040813385760385
108 => 0.039410810360415
109 => 0.039317274571767
110 => 0.036885402115016
111 => 0.038184488752024
112 => 0.039327631232733
113 => 0.038780154695914
114 => 0.038606839979753
115 => 0.039492267277243
116 => 0.03956107256143
117 => 0.03799230479031
118 => 0.03831850128634
119 => 0.039678794900441
120 => 0.038284225377419
121 => 0.035574804595825
122 => 0.034902830781317
123 => 0.034813177087527
124 => 0.032990730807665
125 => 0.03494773528477
126 => 0.034093450386055
127 => 0.036792126145193
128 => 0.035250657024862
129 => 0.035184207371979
130 => 0.035083758975603
131 => 0.033515104178218
201 => 0.033858539885633
202 => 0.035000172483813
203 => 0.035407519856255
204 => 0.035365030188011
205 => 0.034994577861266
206 => 0.035164169039427
207 => 0.034617856765088
208 => 0.034424942530512
209 => 0.033816052140949
210 => 0.032921151478556
211 => 0.033045592904407
212 => 0.03127256052871
213 => 0.03030651838848
214 => 0.030039130656295
215 => 0.029681568605915
216 => 0.030079518241322
217 => 0.031267537750759
218 => 0.029834534169979
219 => 0.027377750044244
220 => 0.027525406956357
221 => 0.027857148198145
222 => 0.027238950588762
223 => 0.026653878432873
224 => 0.027162551204014
225 => 0.026121579382727
226 => 0.027982944669445
227 => 0.027932599954856
228 => 0.028626401827687
301 => 0.029060250377016
302 => 0.028060369930948
303 => 0.027808902702726
304 => 0.02795214986447
305 => 0.025584593367846
306 => 0.028432921951615
307 => 0.028457554415487
308 => 0.028246636305014
309 => 0.029763283343592
310 => 0.032963881649065
311 => 0.031759687822778
312 => 0.031293387576288
313 => 0.030406950466848
314 => 0.031588075283749
315 => 0.031497383326229
316 => 0.031087239900417
317 => 0.03083918387676
318 => 0.03129623470616
319 => 0.03078255022104
320 => 0.030690278372407
321 => 0.030131211362451
322 => 0.029931649875825
323 => 0.029783902495899
324 => 0.029621247147958
325 => 0.029980024314329
326 => 0.029166988054266
327 => 0.028186546027558
328 => 0.028105032881566
329 => 0.028330097844357
330 => 0.028230523352438
331 => 0.028104556157208
401 => 0.02786405047639
402 => 0.027792697578482
403 => 0.028024559881178
404 => 0.027762800859847
405 => 0.028149040554573
406 => 0.028044004729225
407 => 0.02745728314715
408 => 0.026726010823733
409 => 0.026719500966159
410 => 0.026561949543606
411 => 0.02636128411897
412 => 0.026305463588439
413 => 0.027119712202032
414 => 0.028805182463759
415 => 0.028474284321497
416 => 0.028713392141087
417 => 0.029889565959762
418 => 0.030263436247939
419 => 0.029998071972994
420 => 0.029634824986495
421 => 0.029650806010391
422 => 0.030892130925601
423 => 0.030969550837922
424 => 0.031165165979748
425 => 0.031416586717827
426 => 0.030040890011863
427 => 0.029586010819254
428 => 0.02937046382206
429 => 0.028706662497886
430 => 0.029422515315983
501 => 0.029005418534752
502 => 0.029061699140595
503 => 0.029025046322207
504 => 0.029045061239499
505 => 0.027982424379913
506 => 0.028369593400997
507 => 0.027725849810778
508 => 0.026863949407084
509 => 0.02686106001471
510 => 0.02707200891746
511 => 0.026946528255673
512 => 0.026608863021206
513 => 0.026656826774027
514 => 0.026236613829481
515 => 0.026707848233696
516 => 0.026721361550251
517 => 0.026539910636317
518 => 0.027265912253825
519 => 0.027563355708879
520 => 0.027443920830273
521 => 0.027554975839407
522 => 0.028488034633223
523 => 0.028640163928825
524 => 0.028707729712834
525 => 0.028617200513013
526 => 0.027572030441318
527 => 0.027618388178404
528 => 0.027278245862509
529 => 0.026990861448892
530 => 0.027002355318304
531 => 0.027150108264262
601 => 0.027795354044856
602 => 0.029153235750799
603 => 0.029204766368941
604 => 0.029267222981383
605 => 0.029013180550402
606 => 0.02893655892236
607 => 0.029037642627468
608 => 0.029547591602192
609 => 0.030859318814978
610 => 0.030395666810665
611 => 0.030018710513984
612 => 0.030349402812861
613 => 0.030298495325501
614 => 0.029868784900697
615 => 0.029856724360268
616 => 0.029031972668336
617 => 0.028727080746516
618 => 0.028472290235878
619 => 0.028194065649737
620 => 0.0280291247889
621 => 0.028282548915426
622 => 0.028340510011589
623 => 0.027786393729843
624 => 0.027710869728171
625 => 0.028163373045276
626 => 0.027964243206442
627 => 0.028169053183865
628 => 0.028216570855454
629 => 0.028208919415904
630 => 0.028001004994245
701 => 0.028133523446513
702 => 0.027820077801247
703 => 0.027479252740035
704 => 0.027261827585133
705 => 0.027072095300219
706 => 0.027177369799194
707 => 0.026802085432711
708 => 0.026682024410891
709 => 0.028088629176644
710 => 0.029127703240655
711 => 0.029112594692246
712 => 0.029020625289408
713 => 0.028883977412103
714 => 0.02953759495884
715 => 0.029309887675052
716 => 0.029475563749588
717 => 0.02951773526396
718 => 0.029645375736718
719 => 0.029690996234659
720 => 0.029553099404407
721 => 0.029090300799402
722 => 0.027937050677299
723 => 0.027400209632321
724 => 0.027223043145683
725 => 0.027229482810985
726 => 0.027051848094018
727 => 0.027104169479195
728 => 0.027033652851475
729 => 0.026900111418379
730 => 0.02716912399201
731 => 0.027200125185096
801 => 0.027137334435949
802 => 0.027152123930432
803 => 0.026632243345779
804 => 0.026671768737509
805 => 0.026451686333713
806 => 0.026410423536135
807 => 0.025854074384106
808 => 0.024868421217189
809 => 0.025414568751329
810 => 0.024754899330052
811 => 0.024505072524592
812 => 0.025687713765602
813 => 0.025569009386366
814 => 0.025365839088668
815 => 0.025065307873973
816 => 0.024953837923063
817 => 0.024276581788431
818 => 0.024236565882976
819 => 0.024572232310754
820 => 0.024417333803911
821 => 0.024199797635652
822 => 0.023411903685504
823 => 0.022526050022817
824 => 0.022552788376616
825 => 0.022834561944824
826 => 0.02365385659673
827 => 0.023333744002289
828 => 0.023101498642153
829 => 0.023058006067469
830 => 0.023602406697506
831 => 0.024372847644467
901 => 0.024734321299137
902 => 0.024376111885477
903 => 0.02396462019843
904 => 0.023989665790752
905 => 0.024156282895845
906 => 0.024173791997751
907 => 0.023905953211512
908 => 0.023981348260964
909 => 0.023866816286579
910 => 0.023163933771189
911 => 0.023151220855351
912 => 0.022978722150562
913 => 0.022973498958337
914 => 0.022680035629673
915 => 0.022638978081377
916 => 0.022056288830365
917 => 0.022439816659927
918 => 0.022182566327972
919 => 0.021794829398496
920 => 0.021727983405708
921 => 0.021725973934446
922 => 0.022124093064626
923 => 0.022435164406094
924 => 0.022187041307634
925 => 0.022130548487779
926 => 0.022733744006563
927 => 0.022656981878549
928 => 0.022590506370751
929 => 0.024303863107937
930 => 0.022947607555561
1001 => 0.022356202722364
1002 => 0.021624226936551
1003 => 0.021862561943354
1004 => 0.021912782631157
1005 => 0.02015251281483
1006 => 0.019438371569574
1007 => 0.019193305206047
1008 => 0.019052266049108
1009 => 0.019116539363983
1010 => 0.018473728482839
1011 => 0.018905708026079
1012 => 0.018349088138459
1013 => 0.018255769002902
1014 => 0.019251074313938
1015 => 0.01938956523348
1016 => 0.01879871994496
1017 => 0.019178138269353
1018 => 0.019040555910619
1019 => 0.018358629788836
1020 => 0.018332585226893
1021 => 0.017990418669845
1022 => 0.017454994264566
1023 => 0.017210290943999
1024 => 0.017082847330035
1025 => 0.017135433048983
1026 => 0.017108844100334
1027 => 0.016935333224938
1028 => 0.017118789540607
1029 => 0.016650134463456
1030 => 0.016463512235524
1031 => 0.016379219304769
1101 => 0.015963260949018
1102 => 0.016625235670539
1103 => 0.016755653030016
1104 => 0.01688632735198
1105 => 0.018023758109524
1106 => 0.017966935283223
1107 => 0.018480585959145
1108 => 0.018460626438421
1109 => 0.018314124945059
1110 => 0.01769605924289
1111 => 0.017942409215813
1112 => 0.017184182290443
1113 => 0.017752297457349
1114 => 0.01749303342023
1115 => 0.017664640025603
1116 => 0.017356075875998
1117 => 0.017526848016691
1118 => 0.016786579824113
1119 => 0.016095327801739
1120 => 0.016373507794447
1121 => 0.016675921260261
1122 => 0.017331630707665
1123 => 0.016941095570277
1124 => 0.01708154677345
1125 => 0.016611058754067
1126 => 0.015640307581821
1127 => 0.015645801928033
1128 => 0.015496473009147
1129 => 0.01536743102085
1130 => 0.016985953228711
1201 => 0.016784664407114
1202 => 0.016463937013929
1203 => 0.016893243374907
1204 => 0.017006758790758
1205 => 0.017009990415064
1206 => 0.017323201254033
1207 => 0.017490361934937
1208 => 0.017519824729462
1209 => 0.018012668751949
1210 => 0.018177863567516
1211 => 0.018858277633593
1212 => 0.017476179519049
1213 => 0.017447716117895
1214 => 0.016899284595804
1215 => 0.016551460654134
1216 => 0.016923100398666
1217 => 0.017252322478438
1218 => 0.016909514443525
1219 => 0.016954277935812
1220 => 0.016494086157388
1221 => 0.016658583064139
1222 => 0.016800269960359
1223 => 0.016722038784237
1224 => 0.016604922927151
1225 => 0.017225330022295
1226 => 0.017190324222592
1227 => 0.017768061572688
1228 => 0.018218449151482
1229 => 0.019025624209091
1230 => 0.018183294957489
1231 => 0.018152597131605
]
'min_raw' => 0.01536743102085
'max_raw' => 0.044431762417135
'avg_raw' => 0.029899596718993
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.015367'
'max' => '$0.044431'
'avg' => '$0.029899'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0027021802400885
'max_diff' => -0.015009072038069
'year' => 2030
]
5 => [
'items' => [
101 => 0.018452673303706
102 => 0.018177817627418
103 => 0.018351516927137
104 => 0.018997638566526
105 => 0.019011290098621
106 => 0.018782609347022
107 => 0.018768694102504
108 => 0.018812614742342
109 => 0.019069859301709
110 => 0.018979970148339
111 => 0.019083992152334
112 => 0.01921407326117
113 => 0.019752143880565
114 => 0.019881870885272
115 => 0.019566701519575
116 => 0.019595157784496
117 => 0.019477275790132
118 => 0.019363403260635
119 => 0.019619372077198
120 => 0.020087160120547
121 => 0.020084250035408
122 => 0.020192767768965
123 => 0.020260373417961
124 => 0.019970160482109
125 => 0.019781242532294
126 => 0.019853685695414
127 => 0.019969523890851
128 => 0.019816120929863
129 => 0.01886924679148
130 => 0.019156467918511
131 => 0.019108660278577
201 => 0.019040576385704
202 => 0.019329379449949
203 => 0.019301523689863
204 => 0.018467135528149
205 => 0.018520550351097
206 => 0.018470383860448
207 => 0.018632482054831
208 => 0.01816906379296
209 => 0.018311608129142
210 => 0.018401010600525
211 => 0.018453669342992
212 => 0.01864390882922
213 => 0.018621586421247
214 => 0.018642521236998
215 => 0.018924596173712
216 => 0.020351234407181
217 => 0.020428883178529
218 => 0.020046512229708
219 => 0.020199261881829
220 => 0.019906015952434
221 => 0.020102873909414
222 => 0.020237559123929
223 => 0.019628942538011
224 => 0.019592904213682
225 => 0.019298447954024
226 => 0.019456672069109
227 => 0.019204926125292
228 => 0.019266695774205
301 => 0.019093982450862
302 => 0.019404832046
303 => 0.019752410194509
304 => 0.019840222161099
305 => 0.019609226682429
306 => 0.019441970732527
307 => 0.019148324382036
308 => 0.019636664807239
309 => 0.019779470429473
310 => 0.0196359147101
311 => 0.019602649713166
312 => 0.019539612604086
313 => 0.019616023333853
314 => 0.019778692679385
315 => 0.019701980820064
316 => 0.019752650354635
317 => 0.019559550339047
318 => 0.019970256554666
319 => 0.020622556866903
320 => 0.020624654119069
321 => 0.020547941846242
322 => 0.02051655283699
323 => 0.0205952642842
324 => 0.0206379620154
325 => 0.020892500402468
326 => 0.02116563023305
327 => 0.022440207976493
328 => 0.022082311646439
329 => 0.023213192845391
330 => 0.024107573047216
331 => 0.024375758563237
401 => 0.024129040507602
402 => 0.023285031366719
403 => 0.023243620251709
404 => 0.024504926239656
405 => 0.024148549526587
406 => 0.024106159650548
407 => 0.023655202988327
408 => 0.023921774227769
409 => 0.023863471187339
410 => 0.023771436985738
411 => 0.024280036341079
412 => 0.025232088931302
413 => 0.025083702606823
414 => 0.024972939099043
415 => 0.024487605650724
416 => 0.024779884789762
417 => 0.024675809786589
418 => 0.025122982047851
419 => 0.024858087106357
420 => 0.024145849622479
421 => 0.024259275789352
422 => 0.024242131652411
423 => 0.024594956775812
424 => 0.024489047431425
425 => 0.024221451153135
426 => 0.02522883491905
427 => 0.025163421020654
428 => 0.02525616297288
429 => 0.02529699084839
430 => 0.025910167594609
501 => 0.026161366488067
502 => 0.026218393034738
503 => 0.026457012555104
504 => 0.026212455963694
505 => 0.027190856695229
506 => 0.027841436090434
507 => 0.028597117536475
508 => 0.029701371237164
509 => 0.030116580843541
510 => 0.030041576944546
511 => 0.030878809497736
512 => 0.032383297785183
513 => 0.030345677042406
514 => 0.03249129663228
515 => 0.031812018242495
516 => 0.030201461400012
517 => 0.030097760526574
518 => 0.031188448319253
519 => 0.033607488868605
520 => 0.033001546647523
521 => 0.033608479973006
522 => 0.032900460009669
523 => 0.032865300850828
524 => 0.033574093023717
525 => 0.035230224569921
526 => 0.034443458551482
527 => 0.033315436541107
528 => 0.034148350439602
529 => 0.033426803338184
530 => 0.031800955770371
531 => 0.033001083294926
601 => 0.03219859219692
602 => 0.032432801762092
603 => 0.034119518688558
604 => 0.033916568445466
605 => 0.034179204852714
606 => 0.033715658468314
607 => 0.033282633050728
608 => 0.032474358951916
609 => 0.032235068838689
610 => 0.032301200017229
611 => 0.032235036067361
612 => 0.031782814137498
613 => 0.0316851568548
614 => 0.031522390438507
615 => 0.031572838556941
616 => 0.031266790075316
617 => 0.031844366792986
618 => 0.031951570121374
619 => 0.032371882290593
620 => 0.032415520494334
621 => 0.03358608390284
622 => 0.032941357247953
623 => 0.033373895551072
624 => 0.033335205254033
625 => 0.030236367050424
626 => 0.0306633596136
627 => 0.031327626044255
628 => 0.031028374917637
629 => 0.030605303838578
630 => 0.030263651258602
701 => 0.029746012664169
702 => 0.030474579045465
703 => 0.031432566362473
704 => 0.032439816633613
705 => 0.033649961836735
706 => 0.033379871515041
707 => 0.0324171938108
708 => 0.032460378829376
709 => 0.032727331621532
710 => 0.032381603500471
711 => 0.032279641528155
712 => 0.032713323612269
713 => 0.032716310142435
714 => 0.032318508156514
715 => 0.031876424046158
716 => 0.031874571697593
717 => 0.031795907100181
718 => 0.032914454266794
719 => 0.033529542110556
720 => 0.03360006094058
721 => 0.033524795631431
722 => 0.033553762261749
723 => 0.033195856198
724 => 0.034013923325985
725 => 0.034764662621078
726 => 0.034563448452788
727 => 0.034261799810241
728 => 0.034021522137085
729 => 0.034506846669127
730 => 0.034485235931686
731 => 0.034758105568266
801 => 0.03474572662538
802 => 0.034653970829744
803 => 0.034563451729676
804 => 0.03492234972963
805 => 0.034818992869369
806 => 0.034715475467356
807 => 0.034507855469897
808 => 0.034536074475755
809 => 0.034234477917099
810 => 0.034094945548945
811 => 0.031996713516874
812 => 0.031435997356195
813 => 0.031612410074775
814 => 0.031670489722285
815 => 0.031426465330581
816 => 0.031776333623562
817 => 0.031721807020703
818 => 0.031933938135432
819 => 0.031801407824612
820 => 0.031806846914796
821 => 0.032196590300477
822 => 0.032309734463426
823 => 0.032252188428965
824 => 0.032292491698939
825 => 0.03322126354455
826 => 0.033089221888556
827 => 0.033019077390497
828 => 0.033038507895835
829 => 0.033275829015482
830 => 0.03334226597173
831 => 0.033060767919664
901 => 0.033193524028339
902 => 0.03375878268982
903 => 0.033956591230469
904 => 0.034587901138733
905 => 0.034319709469064
906 => 0.034811986885806
907 => 0.036325079835133
908 => 0.037533843181124
909 => 0.036422214453893
910 => 0.038641954403721
911 => 0.040370340357447
912 => 0.040304002025765
913 => 0.040002617956446
914 => 0.038034896499648
915 => 0.036224169878027
916 => 0.037738919584526
917 => 0.037742780993039
918 => 0.037612662649886
919 => 0.036804508795675
920 => 0.037584540647534
921 => 0.037646456743275
922 => 0.037611800194479
923 => 0.036992190529273
924 => 0.03604616109351
925 => 0.036231012980783
926 => 0.036533804143014
927 => 0.035960557304058
928 => 0.035777370204761
929 => 0.036117949875126
930 => 0.037215368535635
1001 => 0.037007907894779
1002 => 0.037002490259032
1003 => 0.037890094857616
1004 => 0.037254761522091
1005 => 0.03623334455506
1006 => 0.03597542330005
1007 => 0.03505997660134
1008 => 0.035692278896848
1009 => 0.035715034330797
1010 => 0.03536872882552
1011 => 0.036261445338214
1012 => 0.03625321879839
1013 => 0.037100720263875
1014 => 0.038720824758869
1015 => 0.038241680139199
1016 => 0.037684487077309
1017 => 0.037745069412424
1018 => 0.038409508098694
1019 => 0.038007773301315
1020 => 0.038152239935447
1021 => 0.03840928943114
1022 => 0.038564373774072
1023 => 0.037722755162089
1024 => 0.037526533604364
1025 => 0.037125133161667
1026 => 0.037020415278661
1027 => 0.037347347563743
1028 => 0.037261212457312
1029 => 0.035713121824687
1030 => 0.035551337740083
1031 => 0.035556299426983
1101 => 0.035149485653832
1102 => 0.034528997003284
1103 => 0.036159604129473
1104 => 0.036028643556908
1105 => 0.035884073220339
1106 => 0.035901782261662
1107 => 0.036609573548737
1108 => 0.036199018857917
1109 => 0.037290545792054
1110 => 0.037066160668698
1111 => 0.036836020913611
1112 => 0.03680420858923
1113 => 0.036715624418123
1114 => 0.036411836334677
1115 => 0.036044993969084
1116 => 0.035802772863977
1117 => 0.033026165439606
1118 => 0.033541487626787
1119 => 0.034134318830043
1120 => 0.034338961785785
1121 => 0.033988905849127
1122 => 0.036425658676673
1123 => 0.0368708768994
1124 => 0.035522281861893
1125 => 0.035270014793148
1126 => 0.036442197263702
1127 => 0.035735227940479
1128 => 0.036053576183438
1129 => 0.03536548140934
1130 => 0.036763636867056
1201 => 0.036752985265019
1202 => 0.036209071213194
1203 => 0.036668783645234
1204 => 0.0365888972972
1205 => 0.035974819672291
1206 => 0.036783104223076
1207 => 0.036783505122129
1208 => 0.036259999672959
1209 => 0.035648659918407
1210 => 0.035539366809493
1211 => 0.03545702913339
1212 => 0.036033326162508
1213 => 0.036550032276781
1214 => 0.037511494253133
1215 => 0.037753228637761
1216 => 0.038696734034134
1217 => 0.038134922509038
1218 => 0.038383966281436
1219 => 0.038654338525766
1220 => 0.038783964922308
1221 => 0.038572745665279
1222 => 0.040038397908161
1223 => 0.040162143863884
1224 => 0.04020363481244
1225 => 0.03970942512254
1226 => 0.040148398998389
1227 => 0.039943017659166
1228 => 0.040477362847246
1229 => 0.040561154995598
1230 => 0.040490186026936
1231 => 0.040516782977392
]
'min_raw' => 0.01816906379296
'max_raw' => 0.040561154995598
'avg_raw' => 0.029365109394279
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.018169'
'max' => '$0.040561'
'avg' => '$0.029365'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00280163277211
'max_diff' => -0.0038706074215367
'year' => 2031
]
6 => [
'items' => [
101 => 0.039266107346866
102 => 0.039201253217583
103 => 0.03831696256298
104 => 0.038677317541077
105 => 0.038003651181787
106 => 0.038217277723851
107 => 0.038311442268084
108 => 0.038262256053967
109 => 0.038697691470866
110 => 0.038327482412923
111 => 0.037350439841007
112 => 0.036373131074496
113 => 0.036360861759031
114 => 0.036103553611741
115 => 0.035917566949588
116 => 0.03595339457895
117 => 0.036079655817893
118 => 0.035910228416851
119 => 0.03594638434305
120 => 0.03654681362364
121 => 0.036667225433797
122 => 0.036258019054953
123 => 0.034614996395699
124 => 0.034211794513907
125 => 0.034501608030698
126 => 0.034363095836053
127 => 0.027733700269363
128 => 0.029291178422542
129 => 0.028365777790884
130 => 0.028792244977588
131 => 0.027847650563996
201 => 0.028298460528597
202 => 0.028215212389079
203 => 0.030719591170263
204 => 0.030680488740255
205 => 0.030699205004245
206 => 0.029805828959027
207 => 0.031229001256862
208 => 0.031930107106396
209 => 0.031800351072976
210 => 0.031833007871104
211 => 0.031271855882116
212 => 0.030704638182116
213 => 0.030075506458638
214 => 0.031244355437829
215 => 0.03111439938426
216 => 0.031412471814434
217 => 0.03217055392849
218 => 0.032282184399459
219 => 0.032432216884485
220 => 0.032378440918643
221 => 0.033659602595637
222 => 0.033504445463176
223 => 0.033878329510653
224 => 0.033109221658341
225 => 0.032238903119063
226 => 0.032404322220524
227 => 0.032388391030837
228 => 0.032185568701153
229 => 0.032002469770713
301 => 0.031697661639335
302 => 0.032662119670131
303 => 0.032622964435388
304 => 0.033256842172897
305 => 0.033144798125633
306 => 0.03239654055617
307 => 0.032423264721647
308 => 0.032602997577676
309 => 0.033225055044548
310 => 0.033409724053618
311 => 0.033324178010829
312 => 0.033526659148813
313 => 0.033686691984455
314 => 0.033546756809061
315 => 0.03552794379547
316 => 0.034705216830838
317 => 0.035106208228903
318 => 0.035201842314562
319 => 0.034956877615113
320 => 0.035010001686895
321 => 0.035090470180202
322 => 0.035579059114217
323 => 0.036861257851419
324 => 0.037429134943904
325 => 0.039137621195207
326 => 0.037381980656604
327 => 0.037277808212606
328 => 0.037585558177808
329 => 0.038588620468959
330 => 0.039401508243087
331 => 0.039671190014386
401 => 0.039706832912424
402 => 0.040212773843486
403 => 0.040502769749931
404 => 0.040151339306887
405 => 0.039853538802709
406 => 0.038786854361102
407 => 0.038910325989704
408 => 0.039760923069844
409 => 0.04096244154546
410 => 0.04199346939423
411 => 0.041632439376539
412 => 0.044386843564048
413 => 0.044659931488507
414 => 0.044622199567337
415 => 0.045244334500187
416 => 0.044009523354055
417 => 0.043481617665744
418 => 0.039917926651892
419 => 0.040919178465717
420 => 0.042374556778569
421 => 0.042181932001474
422 => 0.041124997368307
423 => 0.041992667614533
424 => 0.041705788696573
425 => 0.041479515391362
426 => 0.042516117267775
427 => 0.0413763309234
428 => 0.042363186537892
429 => 0.041097534004592
430 => 0.041634088531249
501 => 0.041329514231696
502 => 0.041526611130729
503 => 0.040374386686335
504 => 0.040996099027863
505 => 0.040348521408927
506 => 0.040348214372818
507 => 0.040333919060988
508 => 0.041095791257867
509 => 0.041120635882856
510 => 0.040557611178237
511 => 0.040476470522202
512 => 0.040776490055101
513 => 0.040425245757317
514 => 0.040589590753545
515 => 0.040430223599832
516 => 0.040394346696745
517 => 0.040108473428999
518 => 0.039985311365004
519 => 0.040033606383792
520 => 0.039868750586881
521 => 0.039769419006148
522 => 0.040314159509441
523 => 0.0400231266333
524 => 0.040269554547173
525 => 0.039988718837633
526 => 0.039015219914073
527 => 0.038455350388569
528 => 0.036616501165362
529 => 0.037137996523978
530 => 0.037483748486267
531 => 0.037369477464793
601 => 0.037614975835934
602 => 0.037630047442066
603 => 0.037550233419049
604 => 0.037457819005204
605 => 0.037412836779382
606 => 0.037748097437413
607 => 0.037942727533755
608 => 0.037518449321247
609 => 0.037419046872339
610 => 0.037848015570227
611 => 0.038109686228131
612 => 0.040041715346054
613 => 0.039898584388626
614 => 0.040257815003738
615 => 0.040217371149319
616 => 0.040593902063881
617 => 0.041209370975351
618 => 0.039957950590517
619 => 0.040175153898463
620 => 0.040121900663312
621 => 0.040703305520948
622 => 0.040705120603451
623 => 0.040356539347971
624 => 0.040545510901652
625 => 0.040440032164551
626 => 0.040630646498799
627 => 0.039896672787427
628 => 0.040790573540312
629 => 0.041297357665505
630 => 0.041304394363575
701 => 0.041544606016829
702 => 0.041788674968656
703 => 0.042257144067763
704 => 0.041775609619744
705 => 0.040909376024193
706 => 0.040971915291874
707 => 0.040464042851745
708 => 0.040472580279218
709 => 0.040427006822276
710 => 0.04056377619717
711 => 0.039926685974007
712 => 0.040076209775985
713 => 0.039866875577605
714 => 0.040174698846798
715 => 0.039843531894156
716 => 0.040121874982989
717 => 0.04024199863291
718 => 0.040685257487196
719 => 0.039778062200975
720 => 0.037928229600649
721 => 0.03831708684029
722 => 0.037741936438784
723 => 0.037795168798195
724 => 0.037902706636073
725 => 0.037554141319319
726 => 0.037620636597201
727 => 0.037618260917954
728 => 0.037597788597658
729 => 0.037507113296539
730 => 0.037375616170355
731 => 0.037899460248392
801 => 0.037988471565022
802 => 0.038186332695722
803 => 0.038775033210197
804 => 0.038716208146287
805 => 0.038812154266153
806 => 0.0386027044252
807 => 0.0378048845756
808 => 0.037848210031861
809 => 0.037307940898051
810 => 0.03817251679928
811 => 0.037967773814024
812 => 0.037835774679498
813 => 0.03779975749268
814 => 0.038389917281863
815 => 0.038566502340408
816 => 0.038456466382105
817 => 0.038230779421365
818 => 0.038664165104347
819 => 0.038780120830039
820 => 0.038806079040739
821 => 0.039573955377522
822 => 0.038848994797923
823 => 0.039023500014921
824 => 0.040384939903227
825 => 0.039150301790396
826 => 0.039804317134478
827 => 0.039772306486717
828 => 0.040106878606077
829 => 0.039744861807501
830 => 0.039749349439592
831 => 0.040046426815705
901 => 0.039629235219142
902 => 0.039525932712854
903 => 0.039383221040284
904 => 0.039694826756339
905 => 0.039881620290399
906 => 0.041387038990192
907 => 0.042359608125692
908 => 0.042317386334551
909 => 0.042703214469696
910 => 0.042529395361033
911 => 0.041968087607995
912 => 0.042926171498242
913 => 0.042622993667435
914 => 0.042647987279446
915 => 0.042647057015959
916 => 0.042848643769179
917 => 0.042705801079368
918 => 0.042424243475248
919 => 0.042611154552606
920 => 0.043166213630426
921 => 0.04488913403927
922 => 0.045853303125719
923 => 0.044831089849619
924 => 0.045536198879491
925 => 0.045113384717605
926 => 0.045036546806758
927 => 0.045479407384666
928 => 0.04592304313139
929 => 0.045894785452214
930 => 0.045572728681039
1001 => 0.045390806982891
1002 => 0.04676837902951
1003 => 0.047783350647131
1004 => 0.047714136387265
1005 => 0.048019625620629
1006 => 0.048916551458212
1007 => 0.04899855511616
1008 => 0.048988224540091
1009 => 0.04878496991767
1010 => 0.049668109885308
1011 => 0.050404840783682
1012 => 0.04873792234517
1013 => 0.049372663064991
1014 => 0.049657618624187
1015 => 0.050076017927591
1016 => 0.0507819276843
1017 => 0.051548732913402
1018 => 0.051657167580388
1019 => 0.051580227995085
1020 => 0.051074499333662
1021 => 0.051913546765234
1022 => 0.052405041072565
1023 => 0.052697714684934
1024 => 0.053439886269655
1025 => 0.04965937841271
1026 => 0.046983347048132
1027 => 0.046565446108192
1028 => 0.047415264102703
1029 => 0.047639354330684
1030 => 0.04754902384077
1031 => 0.044536907245811
1101 => 0.046549587937692
1102 => 0.048715063131156
1103 => 0.048798247852512
1104 => 0.049882330012312
1105 => 0.050235351601571
1106 => 0.051108179834107
1107 => 0.051053584190516
1108 => 0.051266103975408
1109 => 0.051217249357191
1110 => 0.052833979862294
1111 => 0.054617473696226
1112 => 0.05455571697592
1113 => 0.054299318635951
1114 => 0.054680113893219
1115 => 0.056520870660651
1116 => 0.056351403275032
1117 => 0.056516026404964
1118 => 0.058686382374272
1119 => 0.06150815386391
1120 => 0.060197157705747
1121 => 0.063041642139977
1122 => 0.064832094311684
1123 => 0.06792849620644
1124 => 0.067540811439116
1125 => 0.068746217974298
1126 => 0.066846774793353
1127 => 0.0624852693091
1128 => 0.061795044371045
1129 => 0.06317689217631
1130 => 0.06657403016682
1201 => 0.063069904211602
1202 => 0.063778784328559
1203 => 0.063574626807186
1204 => 0.063563748120486
1205 => 0.063978943345022
1206 => 0.063376681016706
1207 => 0.060922955946225
1208 => 0.062047483686134
1209 => 0.061613249521498
1210 => 0.062095064701463
1211 => 0.064695222512041
1212 => 0.063545630763964
1213 => 0.062334629242615
1214 => 0.063853493893137
1215 => 0.065787530531772
1216 => 0.065666501994724
1217 => 0.065431656046847
1218 => 0.066755470358894
1219 => 0.068942023761194
1220 => 0.069533040359553
1221 => 0.069969316729659
1222 => 0.070029471870146
1223 => 0.070649107203384
1224 => 0.067317171848357
1225 => 0.072605038826953
1226 => 0.073518107379779
1227 => 0.073346488334662
1228 => 0.07436132560333
1229 => 0.074062734734951
1230 => 0.073630123414142
1231 => 0.075238856347058
]
'min_raw' => 0.027733700269363
'max_raw' => 0.075238856347058
'avg_raw' => 0.051486278308211
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.027733'
'max' => '$0.075238'
'avg' => '$0.051486'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0095646364764028
'max_diff' => 0.03467770135146
'year' => 2032
]
7 => [
'items' => [
101 => 0.073394573857523
102 => 0.070776847052338
103 => 0.069340710354247
104 => 0.071231931008136
105 => 0.07238683346696
106 => 0.073150150526651
107 => 0.073381129807705
108 => 0.067575820505164
109 => 0.06444708076831
110 => 0.06645256706856
111 => 0.068899398766135
112 => 0.067303579574734
113 => 0.067366132665751
114 => 0.065090913872719
115 => 0.06910070514402
116 => 0.068516512283444
117 => 0.071547305877529
118 => 0.070823982662663
119 => 0.07329547718391
120 => 0.072644649847664
121 => 0.075346197733153
122 => 0.076423918326164
123 => 0.078233578935645
124 => 0.079564772646623
125 => 0.080346475055388
126 => 0.080299544574857
127 => 0.083397038960976
128 => 0.081570554739693
129 => 0.079276060088483
130 => 0.07923455991928
131 => 0.080422911212383
201 => 0.082913369514469
202 => 0.083559109117506
203 => 0.083919989462186
204 => 0.083367288651973
205 => 0.081384770935074
206 => 0.08052872983651
207 => 0.081258101654384
208 => 0.080366142596758
209 => 0.081905914169731
210 => 0.084020349416882
211 => 0.083583726899729
212 => 0.085043290512468
213 => 0.086553785301082
214 => 0.088713860689367
215 => 0.089278584383225
216 => 0.090212051174653
217 => 0.091172895130899
218 => 0.091481492314175
219 => 0.092070700089131
220 => 0.092067594673316
221 => 0.093843211961402
222 => 0.095801772816451
223 => 0.096541084198444
224 => 0.098241089955469
225 => 0.09532988967187
226 => 0.097538068528439
227 => 0.099529901131366
228 => 0.097155156188537
301 => 0.10042818884762
302 => 0.10055527328892
303 => 0.10247409747096
304 => 0.10052900156023
305 => 0.099374009817401
306 => 0.10270842770197
307 => 0.10432184748313
308 => 0.1038358723146
309 => 0.10013757728652
310 => 0.097985010952839
311 => 0.092351329658568
312 => 0.099024668508553
313 => 0.10227505719842
314 => 0.10012915956505
315 => 0.10121142551191
316 => 0.10711591759207
317 => 0.10936396588865
318 => 0.108896387558
319 => 0.10897540059889
320 => 0.11018840665476
321 => 0.11556754352112
322 => 0.11234424002338
323 => 0.11480833477252
324 => 0.11611528174252
325 => 0.11732924692519
326 => 0.11434813211418
327 => 0.11046974554633
328 => 0.10924129771669
329 => 0.099915792336428
330 => 0.099430359282768
331 => 0.099157870999622
401 => 0.097439870918617
402 => 0.096089993454774
403 => 0.095016520777789
404 => 0.092199407907305
405 => 0.093150100803878
406 => 0.088660210865476
407 => 0.091532683336136
408 => 0.084366710582264
409 => 0.090334745629719
410 => 0.087086615486645
411 => 0.089267647519539
412 => 0.089260038104242
413 => 0.085244066634849
414 => 0.082927738102489
415 => 0.084403792796164
416 => 0.085986240597151
417 => 0.086242987428867
418 => 0.08829467230896
419 => 0.088867253458175
420 => 0.087132305844796
421 => 0.084218211724836
422 => 0.084895089325492
423 => 0.082914021199516
424 => 0.079442275509428
425 => 0.081935743874914
426 => 0.082787123604955
427 => 0.083163141395775
428 => 0.07974907824226
429 => 0.078676305476508
430 => 0.078105170257457
501 => 0.083777499043686
502 => 0.084088242019154
503 => 0.082498437022031
504 => 0.089684506360521
505 => 0.088058077550683
506 => 0.089875197016005
507 => 0.084833669777928
508 => 0.085026262907739
509 => 0.082639523119175
510 => 0.083975937918761
511 => 0.083031403013074
512 => 0.083867968809663
513 => 0.084369402898848
514 => 0.086755751046898
515 => 0.090361993892326
516 => 0.086399310211277
517 => 0.084672712184769
518 => 0.085743883889659
519 => 0.088596555297137
520 => 0.09291849850503
521 => 0.090359821138744
522 => 0.091495318704742
523 => 0.091743374408142
524 => 0.089856700445628
525 => 0.092988062865151
526 => 0.094666185424916
527 => 0.0963875919327
528 => 0.097882240970694
529 => 0.095700024318951
530 => 0.098035308944785
531 => 0.096153481769592
601 => 0.094465288253727
602 => 0.094467848546434
603 => 0.09340882009336
604 => 0.091356819019356
605 => 0.090978398537965
606 => 0.0929469896714
607 => 0.09452561333414
608 => 0.094655636340101
609 => 0.095529643512407
610 => 0.096046871953987
611 => 0.10111641381945
612 => 0.10315542549519
613 => 0.10564869037576
614 => 0.10661995755946
615 => 0.10954312356382
616 => 0.10718242960736
617 => 0.10667167862042
618 => 0.099581034054152
619 => 0.10074212670465
620 => 0.10260114806688
621 => 0.099611688631695
622 => 0.10150781256461
623 => 0.10188214759437
624 => 0.099510107944018
625 => 0.10077711681105
626 => 0.09741231690216
627 => 0.090435337335403
628 => 0.092995830237884
629 => 0.094881214866703
630 => 0.092190538535131
701 => 0.097013471715919
702 => 0.094196013717252
703 => 0.093303014793509
704 => 0.089819107614884
705 => 0.09146337769531
706 => 0.093687276522766
707 => 0.092313165603387
708 => 0.095164652084891
709 => 0.099203117406367
710 => 0.10208116828922
711 => 0.1023021092991
712 => 0.10045171539586
713 => 0.10341698343486
714 => 0.10343858217527
715 => 0.1000937477138
716 => 0.098045055230273
717 => 0.097579587987528
718 => 0.098742416420132
719 => 0.10015430480728
720 => 0.10238045927835
721 => 0.10372567780165
722 => 0.10723329426166
723 => 0.10818235470449
724 => 0.10922508439402
725 => 0.11061849282515
726 => 0.11229163690931
727 => 0.10863089290531
728 => 0.10877634108907
729 => 0.10536750695899
730 => 0.10172467881474
731 => 0.10448913129129
801 => 0.10810328516467
802 => 0.10727419427283
803 => 0.10718090461071
804 => 0.107337791946
805 => 0.10671268448913
806 => 0.10388534662927
807 => 0.10246547525612
808 => 0.10429747157531
809 => 0.10527109608618
810 => 0.10678110279356
811 => 0.1065949625945
812 => 0.11048457770983
813 => 0.11199596452779
814 => 0.11160928710387
815 => 0.11168044505578
816 => 0.11441673869646
817 => 0.1174600599866
818 => 0.12031053197643
819 => 0.1232101545151
820 => 0.11971454637054
821 => 0.11793969213386
822 => 0.11977088866076
823 => 0.11879923000763
824 => 0.1243826688412
825 => 0.12476925403182
826 => 0.13035228911921
827 => 0.1356512542326
828 => 0.1323230691857
829 => 0.13546139778018
830 => 0.13885575602679
831 => 0.14540402379928
901 => 0.14319879758434
902 => 0.141509628864
903 => 0.13991337258528
904 => 0.14323492850275
905 => 0.14750805712741
906 => 0.14842844810565
907 => 0.14991983310681
908 => 0.14835182413597
909 => 0.15024031823082
910 => 0.15690753223199
911 => 0.15510599215574
912 => 0.15254751563546
913 => 0.15781064076335
914 => 0.15971534528725
915 => 0.17308355913748
916 => 0.18996148133677
917 => 0.18297391071985
918 => 0.17863650015043
919 => 0.179655894519
920 => 0.18581914035246
921 => 0.18779857930252
922 => 0.18241778188273
923 => 0.18431837049719
924 => 0.19479080062466
925 => 0.20040892339226
926 => 0.1927787580593
927 => 0.17172743452243
928 => 0.15231715281771
929 => 0.15746563358218
930 => 0.15688195563945
1001 => 0.16813327534914
1002 => 0.15506302602074
1003 => 0.1552830954989
1004 => 0.16676708058484
1005 => 0.16370335024926
1006 => 0.15874049947855
1007 => 0.15235338712056
1008 => 0.14054621919041
1009 => 0.13008828128745
1010 => 0.15059870583442
1011 => 0.14971425903217
1012 => 0.14843344899484
1013 => 0.1512837531348
1014 => 0.16512402096553
1015 => 0.16480495799545
1016 => 0.1627752421672
1017 => 0.16431476373384
1018 => 0.15847061390444
1019 => 0.1599767843843
1020 => 0.15231407812992
1021 => 0.15577794137978
1022 => 0.15872985142973
1023 => 0.15932249107603
1024 => 0.16065773846008
1025 => 0.14924819575696
1026 => 0.15437074546408
1027 => 0.15737976349902
1028 => 0.14378491054815
1029 => 0.15711103696697
1030 => 0.14904958100244
1031 => 0.14631340176907
1101 => 0.1499973066426
1102 => 0.14856168533067
1103 => 0.14732742242918
1104 => 0.14663868252283
1105 => 0.1493437356842
1106 => 0.14921754172098
1107 => 0.14479154972078
1108 => 0.13901802358303
1109 => 0.1409558084644
1110 => 0.14025179305017
1111 => 0.1377003503692
1112 => 0.13941971467381
1113 => 0.13184850442669
1114 => 0.11882263071377
1115 => 0.12742792188183
1116 => 0.12709662753261
1117 => 0.12692957389873
1118 => 0.13339621237875
1119 => 0.13277459429963
1120 => 0.13164635139912
1121 => 0.13767962930356
1122 => 0.1354774017094
1123 => 0.14226414824451
1124 => 0.14673433845179
1125 => 0.14560055361972
1126 => 0.14980478911596
1127 => 0.14100045111429
1128 => 0.14392489902971
1129 => 0.14452762369197
1130 => 0.13760517959074
1201 => 0.13287629870505
1202 => 0.13256093626316
1203 => 0.12436170848731
1204 => 0.12874166978332
1205 => 0.13259585446869
1206 => 0.13074999910121
1207 => 0.13016565643523
1208 => 0.13315093638728
1209 => 0.13338291820674
1210 => 0.12809370813855
1211 => 0.12919350239922
1212 => 0.13377982729183
1213 => 0.12907793877923
1214 => 0.11994293744837
1215 => 0.11767733081704
1216 => 0.117375057129
1217 => 0.11123055225731
1218 => 0.11782872948556
1219 => 0.11494844830528
1220 => 0.12404722204274
1221 => 0.1188500512816
1222 => 0.11862601163754
1223 => 0.11828734285608
1224 => 0.11299851368671
1225 => 0.11415643115218
1226 => 0.11800552516318
1227 => 0.11937892526946
1228 => 0.11923566838644
1229 => 0.11798666250266
1230 => 0.11855845100031
1231 => 0.11671652102507
]
'min_raw' => 0.06444708076831
'max_raw' => 0.20040892339226
'avg_raw' => 0.13242800208028
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.064447'
'max' => '$0.2004089'
'avg' => '$0.132428'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.036713380498947
'max_diff' => 0.1251700670452
'year' => 2033
]
8 => [
'items' => [
101 => 0.11606609721436
102 => 0.11401318075458
103 => 0.11099596069135
104 => 0.11141552364683
105 => 0.105437621203
106 => 0.1021805426803
107 => 0.10127902627283
108 => 0.10007348085579
109 => 0.10141519583552
110 => 0.10542068655646
111 => 0.10058921493474
112 => 0.092305995727637
113 => 0.092803831315902
114 => 0.093922320074023
115 => 0.091838023672809
116 => 0.089865412050797
117 => 0.091580437813097
118 => 0.088070728639297
119 => 0.094346451659843
120 => 0.094176710939647
121 => 0.096515912393599
122 => 0.097978663068
123 => 0.094607496334659
124 => 0.093759657017827
125 => 0.094242624824843
126 => 0.08626024279896
127 => 0.095863581483088
128 => 0.095946631554816
129 => 0.095235506419523
130 => 0.100348987799
131 => 0.11114002844455
201 => 0.10708000488509
202 => 0.105507841048
203 => 0.10251915644446
204 => 0.10650140122815
205 => 0.10619562696146
206 => 0.10481279976603
207 => 0.10397646156356
208 => 0.10551744034515
209 => 0.10378551723926
210 => 0.10347441625938
211 => 0.1015894828025
212 => 0.10091664731741
213 => 0.10041850671059
214 => 0.099870102848774
215 => 0.10107974511421
216 => 0.098338536599034
217 => 0.095032907853711
218 => 0.094758080590936
219 => 0.095516902826517
220 => 0.095181180474944
221 => 0.094756473281478
222 => 0.09394559158703
223 => 0.093705020310033
224 => 0.094486760251681
225 => 0.093604221435831
226 => 0.094906455532995
227 => 0.094552319914465
228 => 0.092574147136908
301 => 0.090108611442706
302 => 0.090086663003391
303 => 0.089555467382364
304 => 0.08887890989319
305 => 0.088690707077241
306 => 0.091436003126992
307 => 0.09711868379018
308 => 0.096003037600973
309 => 0.096809206308695
310 => 0.10077475845619
311 => 0.10203528823557
312 => 0.10114059405545
313 => 0.099915881479375
314 => 0.099969762617201
315 => 0.10415497623537
316 => 0.10441600287505
317 => 0.10507553298313
318 => 0.1059232155552
319 => 0.10128495806296
320 => 0.099751301106428
321 => 0.099024569356375
322 => 0.096786516846794
323 => 0.099200064602257
324 => 0.097793793683568
325 => 0.097983547675554
326 => 0.097859970139341
327 => 0.09792745183039
328 => 0.094344697467359
329 => 0.095650064853222
330 => 0.093479638394056
331 => 0.090573681007038
401 => 0.090563939218916
402 => 0.091275168172522
403 => 0.090852101360526
404 => 0.089713639447485
405 => 0.089875352588844
406 => 0.088458575307978
407 => 0.090047375002322
408 => 0.090092936092557
409 => 0.089481161667731
410 => 0.091928926808975
411 => 0.092931778184529
412 => 0.09252909515263
413 => 0.09290352486954
414 => 0.096049397736975
415 => 0.096562312278423
416 => 0.096790115036501
417 => 0.096484889518758
418 => 0.092961025650597
419 => 0.093117323997776
420 => 0.091970510431758
421 => 0.091001573816709
422 => 0.091040326199908
423 => 0.091538485572986
424 => 0.093713976771879
425 => 0.09829216974774
426 => 0.098465908824558
427 => 0.098676485653989
428 => 0.097819963861261
429 => 0.097561628692764
430 => 0.097902439461976
501 => 0.099621768033758
502 => 0.10404434791354
503 => 0.10248111280984
504 => 0.10121017833734
505 => 0.1023251305112
506 => 0.10215349236332
507 => 0.10070469366467
508 => 0.10066403071057
509 => 0.097883322798897
510 => 0.096855358397608
511 => 0.095996314402088
512 => 0.095058260784892
513 => 0.094502151156777
514 => 0.095356588292868
515 => 0.095552008175295
516 => 0.093683766444226
517 => 0.093429131999671
518 => 0.094954778526061
519 => 0.094283398371633
520 => 0.094973929509889
521 => 0.095134138657231
522 => 0.09510834129458
523 => 0.094407343305836
524 => 0.0948541385198
525 => 0.093797334642711
526 => 0.092648219153187
527 => 0.091915155063295
528 => 0.091275459418023
529 => 0.091630399741349
530 => 0.090365102298235
531 => 0.089960308180776
601 => 0.09470277435452
602 => 0.098206085107168
603 => 0.098155145581361
604 => 0.097845064318594
605 => 0.09738434645981
606 => 0.099588063652753
607 => 0.098820332647448
608 => 0.09937892109988
609 => 0.099521105304907
610 => 0.099951454070382
611 => 0.10010526676431
612 => 0.099640337973469
613 => 0.098079980165126
614 => 0.094191716861104
615 => 0.092381719796915
616 => 0.091784390617848
617 => 0.091806102399017
618 => 0.091207194548703
619 => 0.091383599751788
620 => 0.091145848018118
621 => 0.090695603752869
622 => 0.091602598426725
623 => 0.091707121113647
624 => 0.09149541771899
625 => 0.091545281532206
626 => 0.089792467844147
627 => 0.089925730461939
628 => 0.089183707271879
629 => 0.089044586868966
630 => 0.087168816859845
701 => 0.083845618391476
702 => 0.085686992933633
703 => 0.083462871423149
704 => 0.082620562906189
705 => 0.086607920419629
706 => 0.086207700317362
707 => 0.085522697473776
708 => 0.084509435501012
709 => 0.084133606778935
710 => 0.08185019043651
711 => 0.081715274017447
712 => 0.082846996814181
713 => 0.082324745683692
714 => 0.081591307304516
715 => 0.078934867842596
716 => 0.075948150370517
717 => 0.076038300597163
718 => 0.076988319855177
719 => 0.079750628975404
720 => 0.078671347013699
721 => 0.077888315567147
722 => 0.077741677315047
723 => 0.079577162048056
724 => 0.082174757491203
725 => 0.083393491155206
726 => 0.082185763107671
727 => 0.080798390155359
728 => 0.080882833118499
729 => 0.081444594321155
730 => 0.081503627480679
731 => 0.080600590312968
801 => 0.080854789986108
802 => 0.080468637438102
803 => 0.078098819963776
804 => 0.078055957480438
805 => 0.077474366053769
806 => 0.077456755696509
807 => 0.076467323594965
808 => 0.076328895204338
809 => 0.074364317712486
810 => 0.075657408566911
811 => 0.07479007111208
812 => 0.073482788983427
813 => 0.073257413051702
814 => 0.073250637979045
815 => 0.074592924422237
816 => 0.075641723168305
817 => 0.074805158818446
818 => 0.074614689332102
819 => 0.076648405137448
820 => 0.076389596263487
821 => 0.076165469447774
822 => 0.081942171309946
823 => 0.077369461024369
824 => 0.07537549833868
825 => 0.072907590871895
826 => 0.07371115398735
827 => 0.073880476542575
828 => 0.067945603958714
829 => 0.065537826890583
830 => 0.064711568535965
831 => 0.064236045171304
901 => 0.064452747139827
902 => 0.062285465374427
903 => 0.063741914564307
904 => 0.061865231751238
905 => 0.061550599770373
906 => 0.06490634111653
907 => 0.065373272920891
908 => 0.063381196779146
909 => 0.064660432149978
910 => 0.064196563621813
911 => 0.061897402091662
912 => 0.061809591032698
913 => 0.060655952596304
914 => 0.058850731831767
915 => 0.058025697501834
916 => 0.057596012459528
917 => 0.057773308882378
918 => 0.057683662385625
919 => 0.057098658355085
920 => 0.057717194131874
921 => 0.056137090818807
922 => 0.055507880947786
923 => 0.055223681446603
924 => 0.053821248808903
925 => 0.056053142800109
926 => 0.056492854033037
927 => 0.056933431632927
928 => 0.060768358844866
929 => 0.06057677671875
930 => 0.062308585834565
1001 => 0.062241290916917
1002 => 0.061747350903639
1003 => 0.059663499236806
1004 => 0.060494085370121
1005 => 0.057937670353522
1006 => 0.059853110303282
1007 => 0.058978983500896
1008 => 0.059557567152103
1009 => 0.058517221578449
1010 => 0.059092991773725
1011 => 0.056597125878575
1012 => 0.054266521423465
1013 => 0.055204424690787
1014 => 0.056224032804614
1015 => 0.058434802986708
1016 => 0.057118086504711
1017 => 0.057591627542199
1018 => 0.056005344336425
1019 => 0.052732388983515
1020 => 0.052750913555371
1021 => 0.052247440679534
1022 => 0.051812366606567
1023 => 0.057269327231984
1024 => 0.056590667916432
1025 => 0.055509313117835
1026 => 0.056956749487089
1027 => 0.057339474637023
1028 => 0.057350370283994
1029 => 0.058406382495261
1030 => 0.058969976401715
1031 => 0.059069312270484
1101 => 0.060730970301567
1102 => 0.061287936155786
1103 => 0.063581999684559
1104 => 0.058922159396364
1105 => 0.058826193052122
1106 => 0.056977117885126
1107 => 0.055804405181495
1108 => 0.057057414527243
1109 => 0.058167409754743
1110 => 0.057011608530944
1111 => 0.057162531770476
1112 => 0.055610963059956
1113 => 0.056165575865873
1114 => 0.056643283128743
1115 => 0.056379521256521
1116 => 0.055984656967587
1117 => 0.058076402804306
1118 => 0.057958378306581
1119 => 0.059906260118763
1120 => 0.061424773285723
1121 => 0.064146220347614
1122 => 0.061306248466287
1123 => 0.061202748603066
1124 => 0.062214476367955
1125 => 0.061287781265537
1126 => 0.061873420581838
1127 => 0.06405186479981
1128 => 0.064097891893388
1129 => 0.063326878773391
1130 => 0.063279962554969
1201 => 0.063428044058624
1202 => 0.064295362050772
1203 => 0.063992294494325
1204 => 0.064343011943377
1205 => 0.064781589483792
1206 => 0.066595732143972
1207 => 0.067033115797591
1208 => 0.065970500276722
1209 => 0.066066442560655
1210 => 0.065668995186402
1211 => 0.065285066002874
1212 => 0.06614808273909
1213 => 0.06772526278716
1214 => 0.067715451231937
1215 => 0.06808132634709
1216 => 0.068309263512757
1217 => 0.06733079033751
1218 => 0.06669384027988
1219 => 0.06693808746216
1220 => 0.067328644025639
1221 => 0.066811435232414
1222 => 0.063618982966215
1223 => 0.064587369049139
1224 => 0.06442618225328
1225 => 0.064196632654993
1226 => 0.065170352349682
1227 => 0.065076434709724
1228 => 0.062263236767385
1229 => 0.062443328572255
1230 => 0.062274188746522
1231 => 0.062820714126219
]
'min_raw' => 0.051812366606567
'max_raw' => 0.11606609721436
'avg_raw' => 0.083939231910461
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.051812'
'max' => '$0.116066'
'avg' => '$0.083939'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.012634714161743
'max_diff' => -0.0843428261779
'year' => 2034
]
9 => [
'items' => [
101 => 0.06125826710149
102 => 0.061738865283055
103 => 0.062040291957205
104 => 0.062217834583948
105 => 0.062859240293862
106 => 0.062783978736881
107 => 0.062854561929808
108 => 0.063805597272782
109 => 0.068615607681624
110 => 0.068877405935487
111 => 0.06758821558525
112 => 0.068103221702015
113 => 0.067114522577284
114 => 0.067778242923424
115 => 0.068232343527584
116 => 0.066180350215909
117 => 0.066058844489318
118 => 0.0650660646516
119 => 0.065599528302466
120 => 0.064750749276545
121 => 0.064959009960476
122 => 0.064376694932364
123 => 0.065424746045199
124 => 0.066596630040027
125 => 0.066892694216221
126 => 0.066113876832295
127 => 0.065549961719766
128 => 0.06455991254735
129 => 0.066206386385762
130 => 0.066687865511495
131 => 0.066203857380886
201 => 0.066091702121238
202 => 0.065879168106864
203 => 0.0661367922171
204 => 0.066685243272773
205 => 0.066426603883218
206 => 0.066597439756659
207 => 0.065946389572292
208 => 0.067331114252845
209 => 0.069530390297705
210 => 0.069537461329807
211 => 0.06927882054609
212 => 0.069172990309887
213 => 0.069438371449616
214 => 0.069582329831414
215 => 0.070440523774719
216 => 0.071361400067841
217 => 0.075658727918034
218 => 0.074452055453735
219 => 0.078264900371604
220 => 0.081280365665691
221 => 0.082184571857071
222 => 0.08135274470719
223 => 0.078507108961867
224 => 0.078367488496379
225 => 0.082620069696314
226 => 0.081418520726774
227 => 0.081275600300145
228 => 0.079755168428677
301 => 0.080653931973865
302 => 0.080457359202467
303 => 0.080147059466145
304 => 0.081861837701953
305 => 0.085071749480076
306 => 0.084571454627094
307 => 0.084198007727353
308 => 0.082561672121445
309 => 0.083547111644991
310 => 0.083196215505507
311 => 0.084703888004922
312 => 0.083810776215303
313 => 0.081409417811574
314 => 0.081791842052349
315 => 0.081734039397686
316 => 0.082923613934697
317 => 0.082566533185741
318 => 0.081664313650512
319 => 0.085060778350581
320 => 0.084840230825088
321 => 0.085152916792053
322 => 0.085290570824847
323 => 0.087357939035357
324 => 0.0882048736428
325 => 0.088397142626366
326 => 0.089201664999163
327 => 0.088377125376828
328 => 0.091675871752956
329 => 0.093869345605893
330 => 0.096417178361212
331 => 0.10014024680962
401 => 0.10154015498653
402 => 0.10128727410446
403 => 0.10411006211125
404 => 0.10918254941239
405 => 0.10231256881598
406 => 0.10954667506562
407 => 0.10725644054876
408 => 0.10182633570884
409 => 0.10147670097388
410 => 0.10515403101629
411 => 0.11330999512045
412 => 0.11126701861653
413 => 0.11331333669813
414 => 0.11092619795936
415 => 0.1108076564006
416 => 0.11319739869778
417 => 0.11878116183322
418 => 0.11612852527181
419 => 0.11232532030784
420 => 0.11513354766881
421 => 0.11270080123957
422 => 0.10721914265164
423 => 0.1112654563909
424 => 0.10855980162584
425 => 0.1093494555268
426 => 0.1150363394072
427 => 0.11435207849308
428 => 0.1152375754768
429 => 0.11367469647802
430 => 0.11221472104977
501 => 0.10948956849372
502 => 0.10868278517028
503 => 0.10890575105585
504 => 0.10868267467946
505 => 0.1071579768698
506 => 0.10682871852297
507 => 0.10627994018645
508 => 0.10645002953992
509 => 0.1054181657165
510 => 0.10736550594524
511 => 0.1077269494516
512 => 0.10914406127538
513 => 0.10929119052601
514 => 0.11323782678392
515 => 0.11106408585359
516 => 0.11252241894142
517 => 0.11239197190368
518 => 0.10194402254624
519 => 0.10338365778466
520 => 0.10562327843321
521 => 0.10461433236677
522 => 0.10318791868584
523 => 0.10203601315903
524 => 0.10029075849753
525 => 0.10274717091895
526 => 0.10597709204278
527 => 0.1093731066559
528 => 0.11345319569786
529 => 0.11254256732117
530 => 0.10929683222931
531 => 0.10944243353452
601 => 0.11034248351132
602 => 0.1091768370132
603 => 0.10883306510478
604 => 0.11029525453008
605 => 0.11030532382505
606 => 0.10896410665587
607 => 0.10747358921248
608 => 0.10746734388997
609 => 0.1072021207076
610 => 0.11097338057431
611 => 0.11304719218362
612 => 0.11328495134251
613 => 0.11303118909786
614 => 0.11312885211436
615 => 0.11192214683222
616 => 0.11468031726985
617 => 0.1172114872182
618 => 0.11653307960148
619 => 0.1155160501427
620 => 0.114705937192
621 => 0.11634224273606
622 => 0.11626938062597
623 => 0.11718937965685
624 => 0.11714764318663
625 => 0.11683828211546
626 => 0.11653309064974
627 => 0.11774314031404
628 => 0.11739466544353
629 => 0.11704564929529
630 => 0.11634564397829
701 => 0.11644078632673
702 => 0.11542393247242
703 => 0.11495348935135
704 => 0.10787915356134
705 => 0.10598865987766
706 => 0.10658344767509
707 => 0.10677926726167
708 => 0.1059565219878
709 => 0.10713612736461
710 => 0.10695228711614
711 => 0.10766750197997
712 => 0.10722066678407
713 => 0.10723900505637
714 => 0.10855305209221
715 => 0.10893452553707
716 => 0.10874050506414
717 => 0.10887639035275
718 => 0.112007809475
719 => 0.11156262181296
720 => 0.11132612474043
721 => 0.11139163604577
722 => 0.11219178076989
723 => 0.11241577760636
724 => 0.11146668727025
725 => 0.11191428375939
726 => 0.11382009280167
727 => 0.11448701810702
728 => 0.11661552353938
729 => 0.11571129660055
730 => 0.1173710442808
731 => 0.12247254280024
801 => 0.12654797281441
802 => 0.12280003894911
803 => 0.13028404716725
804 => 0.13611142108229
805 => 0.13588775676543
806 => 0.13487161933376
807 => 0.12823730906023
808 => 0.12213231783455
809 => 0.12723940222645
810 => 0.12725242123485
811 => 0.12681371815634
812 => 0.12408897101336
813 => 0.12671890286199
814 => 0.12692765730163
815 => 0.12681081032772
816 => 0.12472175308171
817 => 0.12153214878937
818 => 0.12215538983326
819 => 0.12317627137692
820 => 0.12124352963657
821 => 0.12062590154157
822 => 0.12177418967872
823 => 0.12547421331195
824 => 0.12477474527687
825 => 0.1247564793397
826 => 0.1277491002144
827 => 0.12560702951612
828 => 0.12216325089872
829 => 0.12129365137996
830 => 0.11820715892082
831 => 0.12033901025606
901 => 0.12041573179035
902 => 0.11924813860103
903 => 0.12225799465106
904 => 0.12223025829768
905 => 0.12508766865923
906 => 0.13054996407618
907 => 0.12893449453815
908 => 0.12705587922802
909 => 0.12726013680058
910 => 0.12950033822096
911 => 0.12814586130338
912 => 0.12863294064669
913 => 0.12949960096804
914 => 0.13002247865788
915 => 0.12718490274764
916 => 0.12652332806602
917 => 0.12516997844858
918 => 0.12481691479486
919 => 0.1259191898197
920 => 0.1256287792946
921 => 0.12040928364247
922 => 0.11986381730583
923 => 0.11988054597963
924 => 0.11850894494062
925 => 0.11641692413416
926 => 0.12191462990546
927 => 0.12147308719168
928 => 0.12098565820836
929 => 0.12104536547759
930 => 0.12343173321837
1001 => 0.12204751941426
1002 => 0.12572767868068
1003 => 0.12497114857121
1004 => 0.12419521631909
1005 => 0.12408795884638
1006 => 0.12378929112874
1007 => 0.1227650483956
1008 => 0.12152821374788
1009 => 0.12071154838068
1010 => 0.11135002259287
1011 => 0.1130874673256
1012 => 0.11508623911753
1013 => 0.11577620713053
1014 => 0.11459596909996
1015 => 0.12281165138668
1016 => 0.12431273570875
1017 => 0.11976585338389
1018 => 0.1189153173489
1019 => 0.12286741238753
1020 => 0.12048381595527
1021 => 0.12155714928277
1022 => 0.11923718971065
1023 => 0.12395116845244
1024 => 0.1239152558325
1025 => 0.12208141163191
1026 => 0.12363136419263
1027 => 0.12336202179274
1028 => 0.12129161620683
1029 => 0.12401680400243
1030 => 0.12401815566158
1031 => 0.12225312048971
1101 => 0.12019194582486
1102 => 0.11982345647756
1103 => 0.11954584925395
1104 => 0.12148887492339
1105 => 0.12323098566293
1106 => 0.12647262184333
1107 => 0.12728764619846
1108 => 0.13046874051578
1109 => 0.12857455373449
1110 => 0.12941422220081
1111 => 0.13032580109935
1112 => 0.13076284554552
1113 => 0.13005070507359
1114 => 0.13499225393904
1115 => 0.13540947206843
1116 => 0.13554936169829
1117 => 0.13388309922417
1118 => 0.13536313029477
1119 => 0.13467067277032
1120 => 0.13647225487872
1121 => 0.13675476595707
1122 => 0.13651548912433
1123 => 0.13660516259973
1124 => 0.13238842239203
1125 => 0.13216976216718
1126 => 0.12918831448598
1127 => 0.13040327645382
1128 => 0.12813196328959
1129 => 0.12885222009109
1130 => 0.12916970242633
1201 => 0.12900386767136
1202 => 0.13047196858057
1203 => 0.12922378289454
1204 => 0.12592961564839
1205 => 0.12263455090858
1206 => 0.12259318405487
1207 => 0.1217256516716
1208 => 0.12109858465498
1209 => 0.12121938000878
1210 => 0.12164507859115
1211 => 0.1210738422795
1212 => 0.121195744509
1213 => 0.12322013374915
1214 => 0.12362611057397
1215 => 0.12224644269783
1216 => 0.11670687708997
1217 => 0.11534745379485
1218 => 0.11632458030085
1219 => 0.11585757676599
1220 => 0.093506106763276
1221 => 0.098757253096373
1222 => 0.095637200257326
1223 => 0.097075064152288
1224 => 0.093890298137387
1225 => 0.095410235407586
1226 => 0.095129558493002
1227 => 0.10357324640391
1228 => 0.10344140983109
1229 => 0.10350451302186
1230 => 0.10049243331188
1231 => 0.10529075807675
]
'min_raw' => 0.06125826710149
'max_raw' => 0.13675476595707
'avg_raw' => 0.099006516529279
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.061258'
'max' => '$0.136754'
'avg' => '$0.0990065'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0094459004949227
'max_diff' => 0.020688668742713
'year' => 2035
]
10 => [
'items' => [
101 => 0.1076545853981
102 => 0.10721710387215
103 => 0.10732720854706
104 => 0.10543524543781
105 => 0.10352283136038
106 => 0.1014016698301
107 => 0.10534252576988
108 => 0.10490436986203
109 => 0.10590934187111
110 => 0.10846526864625
111 => 0.10884163857292
112 => 0.10934748357112
113 => 0.10916617414776
114 => 0.1134857001896
115 => 0.11296257708478
116 => 0.1142231532546
117 => 0.11163005243314
118 => 0.10869571271426
119 => 0.10925343476403
120 => 0.10919972164572
121 => 0.10851589200058
122 => 0.10789856117305
123 => 0.10687087927708
124 => 0.11012261686422
125 => 0.10999060225655
126 => 0.1121277653045
127 => 0.11175000097648
128 => 0.10922719833936
129 => 0.10931730072909
130 => 0.10992328260174
131 => 0.11202059278196
201 => 0.11264321723922
202 => 0.11235479278332
203 => 0.11303747207682
204 => 0.11357703395532
205 => 0.11310523274151
206 => 0.11978494298825
207 => 0.11701106158603
208 => 0.11836303208093
209 => 0.11868546907769
210 => 0.11785955349061
211 => 0.11803866500763
212 => 0.11830997015094
213 => 0.11995728185417
214 => 0.1242803044169
215 => 0.12619494168212
216 => 0.13195522236109
217 => 0.12603595771029
218 => 0.12568473304226
219 => 0.12672233353635
220 => 0.13010422808254
221 => 0.13284493596703
222 => 0.13375418688754
223 => 0.13387435940678
224 => 0.13558017457953
225 => 0.13655791602497
226 => 0.13537304375016
227 => 0.13436898855856
228 => 0.13077258749015
229 => 0.13118888070649
301 => 0.13405672814898
302 => 0.13810773157686
303 => 0.14158391395305
304 => 0.1403666760421
305 => 0.14965334206664
306 => 0.15057407707035
307 => 0.15044686126376
308 => 0.15254443262594
309 => 0.14838118063499
310 => 0.14660130974966
311 => 0.13458607668749
312 => 0.13796186708297
313 => 0.14286877667602
314 => 0.14221932879142
315 => 0.13865579988287
316 => 0.14158121069683
317 => 0.14061397839568
318 => 0.13985108214926
319 => 0.14334605774882
320 => 0.13950318851142
321 => 0.14283044111574
322 => 0.13856320523468
323 => 0.14037223628234
324 => 0.1393453427667
325 => 0.14000986872266
326 => 0.13612506356264
327 => 0.13822121012867
328 => 0.136037856974
329 => 0.13603682178033
330 => 0.13598862413842
331 => 0.13855732944242
401 => 0.13864109483016
402 => 0.13674281772941
403 => 0.13646924634253
404 => 0.1374807831444
405 => 0.13629653847132
406 => 0.13685063910031
407 => 0.1363133216149
408 => 0.1361923601313
409 => 0.13522851845006
410 => 0.1348132689524
411 => 0.13497609898009
412 => 0.13442027615095
413 => 0.13408537279139
414 => 0.13592200343081
415 => 0.13494076576964
416 => 0.13577161468631
417 => 0.13482475748427
418 => 0.13154253789596
419 => 0.12965489870189
420 => 0.12345509016149
421 => 0.12521334817271
422 => 0.1263790750532
423 => 0.12599380232615
424 => 0.1268215172246
425 => 0.12687233219694
426 => 0.1266032336459
427 => 0.12629165199745
428 => 0.12613999128254
429 => 0.12727034599824
430 => 0.12792655495669
501 => 0.12649607134107
502 => 0.12616092904452
503 => 0.12760722695908
504 => 0.12848946785147
505 => 0.13500343891251
506 => 0.13452086289646
507 => 0.13573203399599
508 => 0.13559567471712
509 => 0.13686517498411
510 => 0.1389402713898
511 => 0.13472102019095
512 => 0.13545333630834
513 => 0.13527378930801
514 => 0.13723403637792
515 => 0.1372401560553
516 => 0.13606489001529
517 => 0.13670202080209
518 => 0.13634639187567
519 => 0.13698906141185
520 => 0.13451441779955
521 => 0.13752826659806
522 => 0.13923692465869
523 => 0.13926064937752
524 => 0.14007053973751
525 => 0.14089343524894
526 => 0.14247291152405
527 => 0.14084938451289
528 => 0.13792881746699
529 => 0.13813967297433
530 => 0.13642734558391
531 => 0.1364561301167
601 => 0.13630247602479
602 => 0.13676360352117
603 => 0.13461560935356
604 => 0.13511973929135
605 => 0.13441395442626
606 => 0.13545180206988
607 => 0.13433524956771
608 => 0.13527370272501
609 => 0.13567870799748
610 => 0.13717318617205
611 => 0.1341145139262
612 => 0.12787767416302
613 => 0.12918873349561
614 => 0.12724957376121
615 => 0.12742905037753
616 => 0.12779162170599
617 => 0.1266164094045
618 => 0.12684060287643
619 => 0.12683259310799
620 => 0.12676356925078
621 => 0.12645785114231
622 => 0.12601449940054
623 => 0.12778067628327
624 => 0.12808078415186
625 => 0.12874788676824
626 => 0.13073273165455
627 => 0.13053439884454
628 => 0.13085788788641
629 => 0.13015171312432
630 => 0.12746180779939
701 => 0.12760788260006
702 => 0.12578632749503
703 => 0.12870130550879
704 => 0.1280110002393
705 => 0.12756595594136
706 => 0.12744452148136
707 => 0.12943428641423
708 => 0.13002965526789
709 => 0.12965866135201
710 => 0.12889774200691
711 => 0.13035893209511
712 => 0.13074988492005
713 => 0.13083740483977
714 => 0.13342635352065
715 => 0.1309820983114
716 => 0.13157045483407
717 => 0.13616064447019
718 => 0.1319979758731
719 => 0.13420303426757
720 => 0.13409510813373
721 => 0.13522314139323
722 => 0.13400257648163
723 => 0.13401770684654
724 => 0.13501932396139
725 => 0.13361273336618
726 => 0.13326444175388
727 => 0.132783279386
728 => 0.1338338798133
729 => 0.13446366725489
730 => 0.13953929150622
731 => 0.14281837624917
801 => 0.14267602253251
802 => 0.1439768690278
803 => 0.14339082576728
804 => 0.14149833748866
805 => 0.14472858421591
806 => 0.14370639899215
807 => 0.14379066670004
808 => 0.14378753025174
809 => 0.14446719406456
810 => 0.14398558996291
811 => 0.14303629884289
812 => 0.14366648258992
813 => 0.14553790302377
814 => 0.15134684947265
815 => 0.15459761286375
816 => 0.15115114943473
817 => 0.15352847375809
818 => 0.15210292629134
819 => 0.15184386191027
820 => 0.15333699726823
821 => 0.15483274616196
822 => 0.15473747342373
823 => 0.15365163653443
824 => 0.15303827482776
825 => 0.15768285516194
826 => 0.16110490283381
827 => 0.16087154212428
828 => 0.16190152040315
829 => 0.16492556848592
830 => 0.16520204954401
831 => 0.16516721928553
901 => 0.16448193213525
902 => 0.16745950019501
903 => 0.16994343985579
904 => 0.16432330795982
905 => 0.16646338061287
906 => 0.16742412817566
907 => 0.1688347906388
908 => 0.17121481466859
909 => 0.17380015203514
910 => 0.17416574708555
911 => 0.17390633990195
912 => 0.17220124041111
913 => 0.17503014740708
914 => 0.17668725477928
915 => 0.1776740242972
916 => 0.18017630761185
917 => 0.16743006142553
918 => 0.15840763484532
919 => 0.1569986526494
920 => 0.15986387335029
921 => 0.16061940919941
922 => 0.16031485364599
923 => 0.15015929224682
924 => 0.15694518572037
925 => 0.16424623652379
926 => 0.16452669961961
927 => 0.16818175830957
928 => 0.16937199524494
929 => 0.17231479656986
930 => 0.17213072354575
1001 => 0.17284724883817
1002 => 0.17268253208193
1003 => 0.1781334518564
1004 => 0.18414662583707
1005 => 0.18393840874284
1006 => 0.18307394383847
1007 => 0.18435782163463
1008 => 0.19056406159356
1009 => 0.18999269047111
1010 => 0.19054772884729
1011 => 0.19786523552723
1012 => 0.20737903511434
1013 => 0.20295892003627
1014 => 0.21254929790183
1015 => 0.21858593240412
1016 => 0.22902566757617
1017 => 0.22771856131585
1018 => 0.23178267360801
1019 => 0.22537856830857
1020 => 0.21067344805782
1021 => 0.2083463064892
1022 => 0.21300530284219
1023 => 0.22445899075779
1024 => 0.21264458544951
1025 => 0.21503462425626
1026 => 0.21434629291913
1027 => 0.21430961466739
1028 => 0.21570947435492
1029 => 0.21367890486639
1030 => 0.20540599947765
1031 => 0.20919742326477
1101 => 0.20773337246144
1102 => 0.20935784597996
1103 => 0.21812445957554
1104 => 0.21424853073497
1105 => 0.21016555455631
1106 => 0.21528651276929
1107 => 0.22180725232657
1108 => 0.22139919616397
1109 => 0.22060739665429
1110 => 0.22507072903312
1111 => 0.23244284648925
1112 => 0.23443550021408
1113 => 0.23590643645574
1114 => 0.23610925371179
1115 => 0.23819839749936
1116 => 0.22696454482159
1117 => 0.24479295752701
1118 => 0.24787143190127
1119 => 0.2472928063086
1120 => 0.25071440101359
1121 => 0.2497076810539
1122 => 0.24824910178184
1123 => 0.25367305718331
1124 => 0.24745493000615
1125 => 0.23862908131862
1126 => 0.23378704617314
1127 => 0.24016342864854
1128 => 0.24405726292118
1129 => 0.24663083968102
1130 => 0.24740960245355
1201 => 0.22783659682629
1202 => 0.21728783236185
1203 => 0.22404946944172
1204 => 0.23229913334243
1205 => 0.22691871752208
1206 => 0.22712961963577
1207 => 0.21945856062435
1208 => 0.23297785185023
1209 => 0.23100820483376
1210 => 0.24122673703947
1211 => 0.23878800231973
1212 => 0.24712081865235
1213 => 0.24492650884889
1214 => 0.25403496616086
1215 => 0.25766857638425
1216 => 0.26376997347558
1217 => 0.26825818601312
1218 => 0.27089375026099
1219 => 0.2707355208693
1220 => 0.28117893945225
1221 => 0.27502082037914
1222 => 0.26728477146608
1223 => 0.26714485074817
1224 => 0.2711514601009
1225 => 0.27954821414463
1226 => 0.28172537030037
1227 => 0.28294210357832
1228 => 0.28107863420835
1229 => 0.27439443731086
1230 => 0.27150823498017
1231 => 0.27396736298725
]
'min_raw' => 0.1014016698301
'max_raw' => 0.28294210357832
'avg_raw' => 0.19217188670421
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.1014016'
'max' => '$0.282942'
'avg' => '$0.192171'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.040143402728614
'max_diff' => 0.14618733762125
'year' => 2036
]
11 => [
'items' => [
101 => 0.27096006074987
102 => 0.27615150811156
103 => 0.28328047417249
104 => 0.28180837087189
105 => 0.28672939149572
106 => 0.29182213013491
107 => 0.29910497511816
108 => 0.30100898047975
109 => 0.30415622893962
110 => 0.30739578142209
111 => 0.30843623837107
112 => 0.31042279352151
113 => 0.31041232339527
114 => 0.3163989410517
115 => 0.32300236571685
116 => 0.32549500565831
117 => 0.33122669375873
118 => 0.32141137874906
119 => 0.32885640793411
120 => 0.33557201062019
121 => 0.32756539224605
122 => 0.33860065037198
123 => 0.33902912443858
124 => 0.34549857413636
125 => 0.33894054747106
126 => 0.33504641217117
127 => 0.34628863487061
128 => 0.35172839230817
129 => 0.35008989309776
130 => 0.33762083320388
131 => 0.3303633055225
201 => 0.3113689557078
202 => 0.33386858355816
203 => 0.34482749596093
204 => 0.33759245226823
205 => 0.34124138746947
206 => 0.36114879475622
207 => 0.36872824654185
208 => 0.3671517735548
209 => 0.36741817153866
210 => 0.3715079061454
211 => 0.38964404164968
212 => 0.37877644886319
213 => 0.38708431634753
214 => 0.39149077930498
215 => 0.39558374767471
216 => 0.38553271095459
217 => 0.37245645986077
218 => 0.36831466223568
219 => 0.33687306976012
220 => 0.33523639832785
221 => 0.3343176850567
222 => 0.32852532783666
223 => 0.32397412172188
224 => 0.32035483364395
225 => 0.31085674091657
226 => 0.31406206839263
227 => 0.2989240909912
228 => 0.30860883247566
301 => 0.28444825502374
302 => 0.30456990186113
303 => 0.29361860430655
304 => 0.30097210608025
305 => 0.3009464504053
306 => 0.28740632221007
307 => 0.27959665884232
308 => 0.2845732802969
309 => 0.2899086135409
310 => 0.29077425340952
311 => 0.29769165222682
312 => 0.29962214954774
313 => 0.29377265253906
314 => 0.28394758075806
315 => 0.28622972084676
316 => 0.27955041134627
317 => 0.26784517836259
318 => 0.27625208104523
319 => 0.2791225672465
320 => 0.28039033748097
321 => 0.26887958519662
322 => 0.26526265691828
323 => 0.26333703465187
324 => 0.28246168718398
325 => 0.28350937882116
326 => 0.27814924027672
327 => 0.30237757476677
328 => 0.29689395648077
329 => 0.30302050162534
330 => 0.28602264055397
331 => 0.28667198173755
401 => 0.27862492190355
402 => 0.28313073770586
403 => 0.27994617232601
404 => 0.28276671231637
405 => 0.28445733235707
406 => 0.29250307174773
407 => 0.30466177128092
408 => 0.29130130658453
409 => 0.28547996079093
410 => 0.28909149098079
411 => 0.29870947179826
412 => 0.31328120507211
413 => 0.30465444569053
414 => 0.3084828550122
415 => 0.30931919213491
416 => 0.30295813914692
417 => 0.31351574616908
418 => 0.31917365354211
419 => 0.32497749576787
420 => 0.33001680935253
421 => 0.32265931355367
422 => 0.33053288871404
423 => 0.3241881770079
424 => 0.31849631470325
425 => 0.31850494690887
426 => 0.31493435854032
427 => 0.30801589365318
428 => 0.30674002257969
429 => 0.31337726502871
430 => 0.31869970492363
501 => 0.31913808656614
502 => 0.3220848627688
503 => 0.32382873457133
504 => 0.34092104891484
505 => 0.34779571913883
506 => 0.35620193575789
507 => 0.35947663087943
508 => 0.36933228915206
509 => 0.36137304465948
510 => 0.35965101204751
511 => 0.33574440883935
512 => 0.33965911377541
513 => 0.3459269340909
514 => 0.33584776288777
515 => 0.34224067711074
516 => 0.3435027737988
517 => 0.33550527650713
518 => 0.33977708536207
519 => 0.32843242754641
520 => 0.30490905381993
521 => 0.31354193440856
522 => 0.31989864031797
523 => 0.31082683720905
524 => 0.32708769315452
525 => 0.31758843680338
526 => 0.31457762858478
527 => 0.30283139229342
528 => 0.30837516366885
529 => 0.31587319383327
530 => 0.31124028293122
531 => 0.32085426868804
601 => 0.33447023647605
602 => 0.34417378596668
603 => 0.34491870400712
604 => 0.33867997177196
605 => 0.34867757999385
606 => 0.34875040165511
607 => 0.33747305873939
608 => 0.33056574899602
609 => 0.32899639368923
610 => 0.33291695093584
611 => 0.33767723120802
612 => 0.34518286643236
613 => 0.34971836460384
614 => 0.3615445383927
615 => 0.364744361937
616 => 0.36825999788629
617 => 0.37295797169653
618 => 0.37859909379148
619 => 0.36625663979699
620 => 0.3667470285034
621 => 0.35525390623665
622 => 0.34297185681416
623 => 0.35229240134675
624 => 0.36447777346304
625 => 0.36168243563592
626 => 0.3613679030268
627 => 0.36189685963127
628 => 0.35978926619683
629 => 0.35025669920388
630 => 0.34546950373705
701 => 0.35164620723308
702 => 0.35492885024777
703 => 0.36001994328701
704 => 0.35939235860998
705 => 0.37250646753558
706 => 0.37760221371399
707 => 0.37629850378228
708 => 0.37653841778525
709 => 0.38576402283671
710 => 0.39602479304432
711 => 0.40563535837163
712 => 0.41541163820595
713 => 0.40362595129098
714 => 0.39764190631567
715 => 0.40381591325617
716 => 0.4005398982681
717 => 0.41936485211873
718 => 0.42066825107943
719 => 0.43949184367162
720 => 0.45735767451333
721 => 0.44613646626126
722 => 0.45671756022864
723 => 0.46816187604361
724 => 0.49023981802402
725 => 0.48280474387638
726 => 0.47710959360176
727 => 0.471727704111
728 => 0.48292656179036
729 => 0.49733371328874
730 => 0.50043687573151
731 => 0.50546518438809
801 => 0.50017853266803
802 => 0.50654572235925
803 => 0.52902469985421
804 => 0.52295068170765
805 => 0.51432459949239
806 => 0.53206959332071
807 => 0.53849143760526
808 => 0.58356330394021
809 => 0.64046839701401
810 => 0.61690931482247
811 => 0.60228543225935
812 => 0.60572239154481
813 => 0.6265022051764
814 => 0.63317602179655
815 => 0.61503428762044
816 => 0.62144225482897
817 => 0.65675078416543
818 => 0.6756926773212
819 => 0.64996704218002
820 => 0.57899103511898
821 => 0.51354791516892
822 => 0.53090637752177
823 => 0.52893846658676
824 => 0.56687307653005
825 => 0.52280581838367
826 => 0.52354779799407
827 => 0.56226685549753
828 => 0.5519372747683
829 => 0.53520467689969
830 => 0.51367008165076
831 => 0.47386139062415
901 => 0.4386017228344
902 => 0.50775405118663
903 => 0.50477207704273
904 => 0.50045373657856
905 => 0.51006373598833
906 => 0.55672716527626
907 => 0.55565142219639
908 => 0.54880809357122
909 => 0.55399869801908
910 => 0.53429473884377
911 => 0.53937289777406
912 => 0.51353754864436
913 => 0.52521620543047
914 => 0.53516877625966
915 => 0.53716690220394
916 => 0.54166878198326
917 => 0.50320071217085
918 => 0.52047174615343
919 => 0.53061686054116
920 => 0.48478086465498
921 => 0.52971083027645
922 => 0.50253106865915
923 => 0.49330584933991
924 => 0.50572639182303
925 => 0.50088609433799
926 => 0.49672469079215
927 => 0.49440255611158
928 => 0.50352283170594
929 => 0.50309735994837
930 => 0.4881748189068
1001 => 0.46870897243865
1002 => 0.47524234945799
1003 => 0.47286871233613
1004 => 0.46426634520122
1005 => 0.47006330199638
1006 => 0.44453643804319
1007 => 0.40061879538265
1008 => 0.42963213535797
1009 => 0.42851515332936
1010 => 0.42795192033944
1011 => 0.44975464346108
1012 => 0.44765881470734
1013 => 0.44385486499688
1014 => 0.46419648268169
1015 => 0.45677151859337
1016 => 0.47965350837202
1017 => 0.49472506675455
1018 => 0.4909024320349
1019 => 0.50507730554084
1020 => 0.47539286526895
1021 => 0.48525284559424
1022 => 0.48728497387394
1023 => 0.46394547027701
1024 => 0.448001718211
1025 => 0.44693845172028
1026 => 0.4192941828222
1027 => 0.43406152813081
1028 => 0.44705618088812
1029 => 0.44083275064316
1030 => 0.43886259854729
1031 => 0.44892767833121
1101 => 0.449709821232
1102 => 0.43187688020622
1103 => 0.43558491334128
1104 => 0.45104802792368
1105 => 0.43519528252806
1106 => 0.40439598775564
1107 => 0.39675733681851
1108 => 0.39573819997523
1109 => 0.3750215728047
1110 => 0.39726778799976
1111 => 0.38755671890562
1112 => 0.41823386981755
1113 => 0.40071124574152
1114 => 0.39995588043962
1115 => 0.39881403499781
1116 => 0.38098237819905
1117 => 0.38488637777707
1118 => 0.39786386697034
1119 => 0.40249438131638
1120 => 0.4020113807334
1121 => 0.39780027019345
1122 => 0.39972809503426
1123 => 0.39351789952329
1124 => 0.39132495023433
1125 => 0.38440339906014
1126 => 0.37423063096139
1127 => 0.37564521675873
1128 => 0.35549030130554
1129 => 0.34450883366432
1130 => 0.34146930815465
1201 => 0.3374047276126
1202 => 0.34192841334231
1203 => 0.3554332049624
1204 => 0.3391435610672
1205 => 0.31121610919455
1206 => 0.31289459663816
1207 => 0.31666565957655
1208 => 0.30963830873893
1209 => 0.30298751093197
1210 => 0.30876984002884
1211 => 0.29693661050931
1212 => 0.31809564883006
1213 => 0.31752335614101
1214 => 0.32541013716083
1215 => 0.33034190318557
1216 => 0.31897577917676
1217 => 0.31611722972582
1218 => 0.3177455894069
1219 => 0.29083243109452
1220 => 0.32321075795176
1221 => 0.32349076706696
1222 => 0.32109315902415
1223 => 0.33833361850693
1224 => 0.37471636544978
1225 => 0.36102771255728
1226 => 0.35572705241558
1227 => 0.34565049361144
1228 => 0.35907690993109
1229 => 0.35804597064246
1230 => 0.35338367220718
1231 => 0.35056389956626
]
'min_raw' => 0.26333703465187
'max_raw' => 0.6756926773212
'avg_raw' => 0.46951485598653
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.263337'
'max' => '$0.675692'
'avg' => '$0.469514'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.16193536482176
'max_diff' => 0.39275057374288
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0082658486092326
]
1 => [
'year' => 2028
'avg' => 0.01418659580644
]
2 => [
'year' => 2029
'avg' => 0.038755222858071
]
3 => [
'year' => 2030
'avg' => 0.029899596718993
]
4 => [
'year' => 2031
'avg' => 0.029365109394279
]
5 => [
'year' => 2032
'avg' => 0.051486278308211
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0082658486092326
'min' => '$0.008265'
'max_raw' => 0.051486278308211
'max' => '$0.051486'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.051486278308211
]
1 => [
'year' => 2033
'avg' => 0.13242800208028
]
2 => [
'year' => 2034
'avg' => 0.083939231910461
]
3 => [
'year' => 2035
'avg' => 0.099006516529279
]
4 => [
'year' => 2036
'avg' => 0.19217188670421
]
5 => [
'year' => 2037
'avg' => 0.46951485598653
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.051486278308211
'min' => '$0.051486'
'max_raw' => 0.46951485598653
'max' => '$0.469514'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.46951485598653
]
]
]
]
'prediction_2025_max_price' => '$0.014133'
'last_price' => false
'sma_50day_nextmonth' => '—'
'sma_200day_nextmonth' => '—'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'decrease'
'sma_200day_direction_label' => 'diminuir'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '—'
'daily_sma3_action' => '—'
'daily_sma5' => '—'
'daily_sma5_action' => '—'
'daily_sma10' => '—'
'daily_sma10_action' => '—'
'daily_sma21' => '—'
'daily_sma21_action' => '—'
'daily_sma50' => '—'
'daily_sma50_action' => '—'
'daily_sma100' => '—'
'daily_sma100_action' => '—'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '—'
'daily_ema3_action' => '—'
'daily_ema5' => '—'
'daily_ema5_action' => '—'
'daily_ema10' => '—'
'daily_ema10_action' => '—'
'daily_ema21' => '—'
'daily_ema21_action' => '—'
'daily_ema50' => '—'
'daily_ema50_action' => '—'
'daily_ema100' => '—'
'daily_ema100_action' => '—'
'daily_ema200' => '—'
'daily_ema200_action' => '—'
'weekly_sma21' => '—'
'weekly_sma21_action' => '—'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '—'
'weekly_ema3_action' => '—'
'weekly_ema5' => '—'
'weekly_ema5_action' => '—'
'weekly_ema10' => '—'
'weekly_ema10_action' => '—'
'weekly_ema21' => '—'
'weekly_ema21_action' => '—'
'weekly_ema50' => '—'
'weekly_ema50_action' => '—'
'weekly_ema100' => '—'
'weekly_ema100_action' => '—'
'weekly_ema200' => '—'
'weekly_ema200_action' => '—'
'rsi_14' => '—'
'rsi_14_action' => '—'
'stoch_rsi_14' => '—'
'stoch_rsi_14_action' => '—'
'momentum_10' => '—'
'momentum_10_action' => '—'
'vwma_10' => '—'
'vwma_10_action' => '—'
'hma_9' => '—'
'hma_9_action' => '—'
'stochastic_fast_14' => '—'
'stochastic_fast_14_action' => '—'
'cci_20' => '—'
'cci_20_action' => '—'
'adx_14' => '—'
'adx_14_action' => '—'
'ao_5_34' => '—'
'ao_5_34_action' => '—'
'macd_12_26' => '—'
'macd_12_26_action' => '—'
'williams_percent_r_14' => '—'
'williams_percent_r_14_action' => '—'
'ultimate_oscillator' => '—'
'ultimate_oscillator_action' => '—'
'ichimoku_cloud' => '—'
'ichimoku_cloud_action' => '—'
'sell_signals' => 0
'buy_signals' => 0
'sell_pct' => 0
'buy_pct' => 0
'overall_action' => 'neutral'
'overall_action_label' => 'Neutro'
'overall_action_dir' => 0
'last_updated' => 1767714964
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de Mechaverse para 2026
A previsão de preço para Mechaverse em 2026 sugere que o preço médio poderia variar entre $0.004734 na extremidade inferior e $0.014133 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, Mechaverse poderia potencialmente ganhar 3.13% até 2026 se MC atingir a meta de preço prevista.
Previsão de preço de Mechaverse 2027-2032
A previsão de preço de MC para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.008265 na extremidade inferior e $0.051486 na extremidade superior. Considerando a volatilidade de preços no mercado, se Mechaverse atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de Mechaverse | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.004557 | $0.008265 | $0.011973 |
| 2028 | $0.008225 | $0.014186 | $0.020147 |
| 2029 | $0.018069 | $0.038755 | $0.05944 |
| 2030 | $0.015367 | $0.029899 | $0.044431 |
| 2031 | $0.018169 | $0.029365 | $0.040561 |
| 2032 | $0.027733 | $0.051486 | $0.075238 |
Previsão de preço de Mechaverse 2032-2037
A previsão de preço de Mechaverse para 2032-2037 é atualmente estimada entre $0.051486 na extremidade inferior e $0.469514 na extremidade superior. Comparado ao preço atual, Mechaverse poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de Mechaverse | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.027733 | $0.051486 | $0.075238 |
| 2033 | $0.064447 | $0.132428 | $0.2004089 |
| 2034 | $0.051812 | $0.083939 | $0.116066 |
| 2035 | $0.061258 | $0.0990065 | $0.136754 |
| 2036 | $0.1014016 | $0.192171 | $0.282942 |
| 2037 | $0.263337 | $0.469514 | $0.675692 |
Mechaverse Histograma de preços potenciais
Previsão de preço de Mechaverse baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para Mechaverse é Neutro, com 0 indicadores técnicos mostrando sinais de alta e 0 indicando sinais de baixa. A previsão de preço de MC 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 Mechaverse
De acordo com nossos indicadores técnicos, o SMA de 200 dias de Mechaverse está projetado para diminuir no próximo mês, alcançando — até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para Mechaverse é esperado para alcançar — até 4 de fev. de 2026.
O oscilador de momentum Índice de Força Relativa (RSI) é uma ferramenta comumente usada para identificar se uma criptomoeda está sobrevendida (abaixo de 30) ou sobrecomprada (acima de 70). No momento, o RSI está em —, sugerindo que o mercado de MC está em um estado —.
Médias Móveis e Osciladores Populares de MC para Sábado, 19 de Outubro de 2024
Médias móveis (MA) são indicadores amplamente utilizados nos mercados financeiros, projetados para suavizar movimentos de preços ao longo de um período definido. Como indicadores atrasados, eles se baseiam em dados históricos de preços. A tabela abaixo destaca dois tipos: a média móvel simples (SMA) e a média móvel exponencial (EMA).
Média Móvel Simples Diária (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 3 | — | — |
| SMA 5 | — | — |
| SMA 10 | — | — |
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | — | — |
| EMA 5 | — | — |
| EMA 10 | — | — |
| EMA 21 | — | — |
| EMA 50 | — | — |
| EMA 100 | — | — |
| EMA 200 | — | — |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | — | — |
| EMA 50 | — | — |
| EMA 100 | — | — |
| EMA 200 | — | — |
Osciladores de Mechaverse
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | — | — |
| Stoch RSI (14) | — | — |
| Estocástico Rápido (14) | — | — |
| Índice de Canal de Commodities (20) | — | — |
| Índice Direcional Médio (14) | — | — |
| Oscilador Impressionante (5, 34) | — | — |
| Momentum (10) | — | — |
| MACD (12, 26) | — | — |
| Williams Percent Range (14) | — | — |
| Oscilador Ultimate (7, 14, 28) | — | — |
| VWMA (10) | — | — |
| Média Móvel de Hull (9) | — | — |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | — | — |
Previsão do preço de Mechaverse com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do Mechaverse
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 Mechaverse por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.019256 | $0.027058 | $0.038021 | $0.053426 | $0.075072 | $0.105489 |
| Amazon.com stock | $0.028593 | $0.059662 | $0.124489 | $0.259755 | $0.541995 | $1.13 |
| Apple stock | $0.019437 | $0.027571 | $0.0391074 | $0.05547 | $0.078681 | $0.1116034 |
| Netflix stock | $0.021622 | $0.034116 | $0.053831 | $0.084937 | $0.134017 | $0.211458 |
| Google stock | $0.017746 | $0.022981 | $0.02976 | $0.03854 | $0.0499094 | $0.064632 |
| Tesla stock | $0.031065 | $0.070423 | $0.159644 | $0.361901 | $0.8204022 | $1.85 |
| Kodak stock | $0.010276 | $0.0077062 | $0.005778 | $0.004333 | $0.003249 | $0.002436 |
| Nokia stock | $0.009078 | $0.006013 | $0.003983 | $0.002639 | $0.001748 | $0.001158 |
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 Mechaverse
Você pode fazer perguntas como: 'Devo investir em Mechaverse agora?', 'Devo comprar MC hoje?', 'Mechaverse será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para Mechaverse regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como Mechaverse, 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 Mechaverse para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de Mechaverse é de $0.0137 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 Mechaverse
com base no histórico de preços de 4 horas
Previsão de longo prazo para Mechaverse
com base no histórico de preços de 1 mês
Previsão do preço de Mechaverse com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se Mechaverse tiver 1% da média anterior do crescimento anual do Bitcoin | $0.01406 | $0.014425 | $0.01480045 | $0.015185 |
| Se Mechaverse tiver 2% da média anterior do crescimento anual do Bitcoin | $0.014416 | $0.015165 | $0.015954 | $0.016783 |
| Se Mechaverse tiver 5% da média anterior do crescimento anual do Bitcoin | $0.015484 | $0.017497 | $0.019771 | $0.022341 |
| Se Mechaverse tiver 10% da média anterior do crescimento anual do Bitcoin | $0.017265 | $0.021753 | $0.0274083 | $0.034532 |
| Se Mechaverse tiver 20% da média anterior do crescimento anual do Bitcoin | $0.020827 | $0.031655 | $0.048112 | $0.073124 |
| Se Mechaverse tiver 50% da média anterior do crescimento anual do Bitcoin | $0.031514 | $0.072471 | $0.16666 | $0.383262 |
| Se Mechaverse tiver 100% da média anterior do crescimento anual do Bitcoin | $0.049324 | $0.177534 | $0.6390038 | $2.29 |
Perguntas Frequentes sobre Mechaverse
MC é um bom investimento?
A decisão de adquirir Mechaverse depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de Mechaverse experimentou uma queda de 0% nas últimas 24 horas, e Mechaverse registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em Mechaverse dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
Mechaverse pode subir?
Parece que o valor médio de Mechaverse pode potencialmente subir para $0.014133 até o final deste ano. Observando as perspectivas de Mechaverse em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.044431. 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 Mechaverse na próxima semana?
Com base na nossa nova previsão experimental de Mechaverse, o preço de Mechaverse aumentará 0.86% na próxima semana e atingirá $0.013821 até 13 de janeiro de 2026.
Qual será o preço de Mechaverse no próximo mês?
Com base na nossa nova previsão experimental de Mechaverse, o preço de Mechaverse diminuirá -11.62% no próximo mês e atingirá $0.012111 até 5 de fevereiro de 2026.
Até onde o preço de Mechaverse pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de Mechaverse em 2026, espera-se que MC fluctue dentro do intervalo de $0.004734 e $0.014133. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de Mechaverse não considera flutuações repentinas e extremas de preço.
Onde estará Mechaverse em 5 anos?
O futuro de Mechaverse parece seguir uma tendência de alta, com um preço máximo de $0.044431 projetada após um período de cinco anos. Com base na previsão de Mechaverse para 2030, o valor de Mechaverse pode potencialmente atingir seu pico mais alto de aproximadamente $0.044431, enquanto seu pico mais baixo está previsto para cerca de $0.015367.
Quanto será Mechaverse em 2026?
Com base na nossa nova simulação experimental de previsão de preços de Mechaverse, espera-se que o valor de MC em 2026 aumente 3.13% para $0.014133 se o melhor cenário ocorrer. O preço ficará entre $0.014133 e $0.004734 durante 2026.
Quanto será Mechaverse em 2027?
De acordo com nossa última simulação experimental para previsão de preços de Mechaverse, o valor de MC pode diminuir -12.62% para $0.011973 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.011973 e $0.004557 ao longo do ano.
Quanto será Mechaverse em 2028?
Nosso novo modelo experimental de previsão de preços de Mechaverse sugere que o valor de MC em 2028 pode aumentar 47.02%, alcançando $0.020147 no melhor cenário. O preço é esperado para variar entre $0.020147 e $0.008225 durante o ano.
Quanto será Mechaverse em 2029?
Com base no nosso modelo de previsão experimental, o valor de Mechaverse pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.05944 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.05944 e $0.018069.
Quanto será Mechaverse em 2030?
Usando nossa nova simulação experimental para previsões de preços de Mechaverse, espera-se que o valor de MC em 2030 aumente 224.23%, alcançando $0.044431 no melhor cenário. O preço está previsto para variar entre $0.044431 e $0.015367 ao longo de 2030.
Quanto será Mechaverse em 2031?
Nossa simulação experimental indica que o preço de Mechaverse poderia aumentar 195.98% em 2031, potencialmente atingindo $0.040561 sob condições ideais. O preço provavelmente oscilará entre $0.040561 e $0.018169 durante o ano.
Quanto será Mechaverse em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de Mechaverse, MC poderia ver um 449.04% aumento em valor, atingindo $0.075238 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.075238 e $0.027733 ao longo do ano.
Quanto será Mechaverse em 2033?
De acordo com nossa previsão experimental de preços de Mechaverse, espera-se que o valor de MC seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.2004089. Ao longo do ano, o preço de MC poderia variar entre $0.2004089 e $0.064447.
Quanto será Mechaverse em 2034?
Os resultados da nossa nova simulação de previsão de preços de Mechaverse sugerem que MC pode aumentar 746.96% em 2034, atingindo potencialmente $0.116066 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.116066 e $0.051812.
Quanto será Mechaverse em 2035?
Com base em nossa previsão experimental para o preço de Mechaverse, MC poderia aumentar 897.93%, com o valor potencialmente atingindo $0.136754 em 2035. A faixa de preço esperada para o ano está entre $0.136754 e $0.061258.
Quanto será Mechaverse em 2036?
Nossa recente simulação de previsão de preços de Mechaverse sugere que o valor de MC pode aumentar 1964.7% em 2036, possivelmente atingindo $0.282942 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.282942 e $0.1014016.
Quanto será Mechaverse em 2037?
De acordo com a simulação experimental, o valor de Mechaverse poderia aumentar 4830.69% em 2037, com um pico de $0.675692 sob condições favoráveis. O preço é esperado para cair entre $0.675692 e $0.263337 ao longo do ano.
Previsões relacionadas
Previsão de Preço do SolPod
Previsão de Preço do zuzalu
Previsão de Preço do SOFT COQ INU
Previsão de Preço do All Street Bets
Previsão de Preço do MagicRing
Previsão de Preço do AI INU
Previsão de Preço do Wall Street Baby On Solana
Previsão de Preço do Meta Masters Guild Games
Previsão de Preço do Morfey
Previsão de Preço do PANTIESPrevisão de Preço do Celer Bridged BUSD (zkSync)
Previsão de Preço do Bridged BUSD
Previsão de Preço do Multichain Bridged BUSD (Moonriver)
Previsão de Preço do tooker kurlson
Previsão de Preço do dogwifsaudihatPrevisão de Preço do Harmony Horizen Bridged BUSD (Harmony)
Previsão de Preço do IoTeX Bridged BUSD (IoTeX)
Previsão de Preço do MIMANY
Previsão de Preço do The Open League MEME
Previsão de Preço do Sandwich Cat
Previsão de Preço do Hege
Previsão de Preço do DexNet
Previsão de Preço do SolDocs
Previsão de Preço do Secret Society
Previsão de Preço do duk
Como ler e prever os movimentos de preço de Mechaverse?
Traders de Mechaverse 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 Mechaverse
Médias móveis são ferramentas populares para a previsão de preço de Mechaverse. Uma média móvel simples (SMA) calcula o preço médio de fechamento de MC 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 MC 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 MC.
Como ler gráficos de Mechaverse 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 Mechaverse 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 MC 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 Mechaverse?
A ação de preço de Mechaverse 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 MC. A capitalização de mercado de Mechaverse pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de MC, grandes detentores de Mechaverse, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de Mechaverse.
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


