Previsão de Preço PinGo - Projeção PINGO
Previsão de Preço PinGo até $0.016931 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.005672 | $0.016931 |
| 2027 | $0.00546 | $0.014344 |
| 2028 | $0.009854 | $0.024137 |
| 2029 | $0.021647 | $0.071211 |
| 2030 | $0.01841 | $0.05323 |
| 2031 | $0.021766 | $0.048593 |
| 2032 | $0.033225 | $0.090137 |
| 2033 | $0.0772088 | $0.240093 |
| 2034 | $0.062072 | $0.139049 |
| 2035 | $0.073388 | $0.163834 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em PinGo hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.60, com um retorno de 39.55% nos próximos 90 dias.
Previsão de preço de longo prazo de PinGo para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'PinGo'
'name_with_ticker' => 'PinGo <small>PINGO</small>'
'name_lang' => 'PinGo'
'name_lang_with_ticker' => 'PinGo <small>PINGO</small>'
'name_with_lang' => 'PinGo'
'name_with_lang_with_ticker' => 'PinGo <small>PINGO</small>'
'image' => '/uploads/coins/pingo.png?1732819319'
'price_for_sd' => 0.01641
'ticker' => 'PINGO'
'marketcap' => '$3.04M'
'low24h' => '$0.01602'
'high24h' => '$0.01716'
'volume24h' => '$48.77K'
'current_supply' => '185.03M'
'max_supply' => '1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01641'
'change_24h_pct' => '-1.9303%'
'ath_price' => '$0.4024'
'ath_days' => 365
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '6 de jan. de 2025'
'ath_pct' => '-95.91%'
'fdv' => '$16.42M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.809493'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.016557'
'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' => '$0.01451'
'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' => '$0.005672'
'current_year_max_price_prediction' => '$0.016931'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.01841'
'grand_prediction_max_price' => '$0.05323'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.016728552041921
107 => 0.016791010382781
108 => 0.016931732213941
109 => 0.015729279574034
110 => 0.016269145507198
111 => 0.016586266164334
112 => 0.015153503498444
113 => 0.016557945053113
114 => 0.015708347548789
115 => 0.015419981395295
116 => 0.015808228431623
117 => 0.015656928183983
118 => 0.015526849115712
119 => 0.015454262760574
120 => 0.015739348534791
121 => 0.015726048942673
122 => 0.015259593283289
123 => 0.014651120890788
124 => 0.014855344198137
125 => 0.014781147955973
126 => 0.014512251202867
127 => 0.014693455147743
128 => 0.013895524679728
129 => 0.012522726782324
130 => 0.013429639123286
131 => 0.01339472398469
201 => 0.013377118188534
202 => 0.014058637747551
203 => 0.013993125367282
204 => 0.013874219755597
205 => 0.014510067408062
206 => 0.014277974461554
207 => 0.014993230234715
208 => 0.015464343946761
209 => 0.015344854270454
210 => 0.015787938993724
211 => 0.014860049090665
212 => 0.01516825689598
213 => 0.015231778097498
214 => 0.01450222114673
215 => 0.0140038440029
216 => 0.013970607929321
217 => 0.01310649064252
218 => 0.013568095122218
219 => 0.013974287961862
220 => 0.01377975311351
221 => 0.013718169192085
222 => 0.014032788090722
223 => 0.014057236673674
224 => 0.013499806391408
225 => 0.013615713798613
226 => 0.014099066954658
227 => 0.013603534539237
228 => 0.012640796000834
301 => 0.012402023532409
302 => 0.012370166883671
303 => 0.011722597012018
304 => 0.012417979450484
305 => 0.012114426381003
306 => 0.01307334689037
307 => 0.012525616638213
308 => 0.012502005081777
309 => 0.012466312751162
310 => 0.011908922611856
311 => 0.012030955628372
312 => 0.012436611961427
313 => 0.012581354711107
314 => 0.012566256856473
315 => 0.01243462402409
316 => 0.012494884860686
317 => 0.012300763709744
318 => 0.012232215491064
319 => 0.012015858457237
320 => 0.011697873387668
321 => 0.011742091161907
322 => 0.011112079533771
323 => 0.010768815761514
324 => 0.010673804873497
325 => 0.010546752343263
326 => 0.010688155794861
327 => 0.011110294789985
328 => 0.010601105600082
329 => 0.0097281364494615
330 => 0.0097806033828808
331 => 0.0098984810047017
401 => 0.009678816836277
402 => 0.0094709231358792
403 => 0.009651669841426
404 => 0.0092817813041592
405 => 0.009943180267267
406 => 0.0099252912788641
407 => 0.010171819911673
408 => 0.010325979325046
409 => 0.0099706917869251
410 => 0.0098813379318874
411 => 0.0099322379486232
412 => 0.0090909740531699
413 => 0.01010307070359
414 => 0.010111823357451
415 => 0.010036877821202
416 => 0.010575788042572
417 => 0.011713056699976
418 => 0.011285170484535
419 => 0.011119480008987
420 => 0.010804502293851
421 => 0.011224191397743
422 => 0.011191965822734
423 => 0.011046229551357
424 => 0.010958087799703
425 => 0.011120491679699
426 => 0.010937964161728
427 => 0.010905177203979
428 => 0.010706523912586
429 => 0.010635613725707
430 => 0.010583114646358
501 => 0.010525318318447
502 => 0.01065280261587
503 => 0.010363906425954
504 => 0.010015525941759
505 => 0.0099865618740267
506 => 0.010066534211581
507 => 0.010031152405454
508 => 0.0099863924795514
509 => 0.0099009335913635
510 => 0.0098755797647783
511 => 0.0099579674012519
512 => 0.0098649565631709
513 => 0.010002199121322
514 => 0.009964876739482
515 => 0.0097563969484458
516 => 0.0094965539397101
517 => 0.0094942407918932
518 => 0.009438258041889
519 => 0.0093669555926959
520 => 0.0093471208825094
521 => 0.0096364478580284
522 => 0.010235346038525
523 => 0.010117767995275
524 => 0.010202730181406
525 => 0.010620660047003
526 => 0.010753507383687
527 => 0.010659215490771
528 => 0.010530142932076
529 => 0.010535821469604
530 => 0.010976901475586
531 => 0.011004411094519
601 => 0.011073919026624
602 => 0.011163256362318
603 => 0.010674430025345
604 => 0.010512797793092
605 => 0.010436207474436
606 => 0.010200338937158
607 => 0.010454702932772
608 => 0.01030649592548
609 => 0.010326494114236
610 => 0.010313470267573
611 => 0.01032058216852
612 => 0.0099429953927775
613 => 0.010080568168481
614 => 0.0098518267461951
615 => 0.0095455676591835
616 => 0.0095445409713356
617 => 0.0096194974490047
618 => 0.0095749104030399
619 => 0.0094549278087862
620 => 0.009471970769998
621 => 0.0093226564963356
622 => 0.0094901002262429
623 => 0.0094949019132741
624 => 0.0094304269565382
625 => 0.0096883971252423
626 => 0.009794087713844
627 => 0.0097516489161331
628 => 0.0097911100946635
629 => 0.010122653893805
630 => 0.010176709999335
701 => 0.010200718150666
702 => 0.010168550408353
703 => 0.0097971701066882
704 => 0.0098136424022981
705 => 0.0096927796266531
706 => 0.0095906633174386
707 => 0.0095947474342777
708 => 0.0096472484914049
709 => 0.0098765236870258
710 => 0.010359019819699
711 => 0.010377330195234
712 => 0.010399522904534
713 => 0.01030925400265
714 => 0.010282028038085
715 => 0.010317946112964
716 => 0.010499146291955
717 => 0.010965242347687
718 => 0.010800492872082
719 => 0.010666548983937
720 => 0.010784053884854
721 => 0.010765964926391
722 => 0.010613275912886
723 => 0.010608990440824
724 => 0.010315931406277
725 => 0.010207594153836
726 => 0.010117059436794
727 => 0.010018197889252
728 => 0.0099595894500005
729 => 0.01004963864975
730 => 0.010070233967164
731 => 0.0098733398181202
801 => 0.0098465038731544
802 => 0.010007291885519
803 => 0.0099365350760586
804 => 0.010009310209273
805 => 0.010026194664432
806 => 0.01002347587827
807 => 0.0099495976428252
808 => 0.0099966854270168
809 => 0.0098853087798597
810 => 0.0097642034043078
811 => 0.0096869457198373
812 => 0.0096195281433919
813 => 0.0096569353331363
814 => 0.0095235855319805
815 => 0.0094809242467895
816 => 0.0099807331452414
817 => 0.010349947352379
818 => 0.010344578831582
819 => 0.010311899341904
820 => 0.010263344249035
821 => 0.01049559418448
822 => 0.010414682950955
823 => 0.010473552633704
824 => 0.010488537438717
825 => 0.010533891930355
826 => 0.010550102262766
827 => 0.010501103379422
828 => 0.010336657142209
829 => 0.0099268727541554
830 => 0.0097361170153244
831 => 0.0096731644442221
901 => 0.0096754526506177
902 => 0.0096123337032235
903 => 0.0096309250620239
904 => 0.0096058683873409
905 => 0.009558417107352
906 => 0.0096540053503112
907 => 0.0096650210048462
908 => 0.0096427095667451
909 => 0.0096479647181037
910 => 0.0094632355399663
911 => 0.0094772800981694
912 => 0.0093990782133984
913 => 0.0093844163027416
914 => 0.0091867287478575
915 => 0.008836496589111
916 => 0.0090305592029148
917 => 0.0087961588547727
918 => 0.0087073878911864
919 => 0.0091276158260866
920 => 0.0090854365967312
921 => 0.009013244090945
922 => 0.0089064563286507
923 => 0.0088668477088512
924 => 0.0086261982735145
925 => 0.00861197942106
926 => 0.0087312517792942
927 => 0.0086762116898804
928 => 0.0085989145590315
929 => 0.0083189521865812
930 => 0.0080041817875911
1001 => 0.0080136827273604
1002 => 0.0081138053347677
1003 => 0.0084049253191776
1004 => 0.0082911797048418
1005 => 0.0082086559565606
1006 => 0.0081932017391623
1007 => 0.0083866436254976
1008 => 0.0086604044219902
1009 => 0.0087888468626519
1010 => 0.0086615643048111
1011 => 0.0085153489557431
1012 => 0.0085242484065442
1013 => 0.0085834524656996
1014 => 0.0085896739752165
1015 => 0.008494502814154
1016 => 0.0085212929385248
1017 => 0.0084805962898652
1018 => 0.0082308410321613
1019 => 0.0082263237515319
1020 => 0.0081650297834438
1021 => 0.0081631738264499
1022 => 0.0080588974962351
1023 => 0.0080443085168099
1024 => 0.0078372615340476
1025 => 0.0079735404850978
1026 => 0.0078821317196994
1027 => 0.0077443571490961
1028 => 0.0077206047611938
1029 => 0.0077198907357316
1030 => 0.0078613544139108
1031 => 0.007971887399654
1101 => 0.007883721814309
1102 => 0.007863648219544
1103 => 0.0080779816948278
1104 => 0.0080507058064049
1105 => 0.0080270850629413
1106 => 0.008635892145299
1107 => 0.0081539738338038
1108 => 0.0079438299430564
1109 => 0.007683736973014
1110 => 0.0077684245555624
1111 => 0.0077862694735248
1112 => 0.0071607927658543
1113 => 0.0069070369434506
1114 => 0.0068199575077881
1115 => 0.0067698420614418
1116 => 0.0067926802996519
1117 => 0.0065642702968992
1118 => 0.0067177655963018
1119 => 0.0065199818409349
1120 => 0.0064868227507036
1121 => 0.0068404846060054
1122 => 0.006889694587108
1123 => 0.0066797495193814
1124 => 0.0068145682398809
1125 => 0.0067656810977074
1126 => 0.0065233722757469
1127 => 0.006514117861051
1128 => 0.0063925358117582
1129 => 0.0062022834475387
1130 => 0.0061153330119379
1201 => 0.0060700484701387
1202 => 0.0060887337546632
1203 => 0.0060792859030285
1204 => 0.0060176322803389
1205 => 0.0060828198165119
1206 => 0.0059162925989396
1207 => 0.0058499801191013
1208 => 0.0058200283103962
1209 => 0.0056722258198517
1210 => 0.0059074453103738
1211 => 0.0059537865132238
1212 => 0.0060002190225588
1213 => 0.0064043823155001
1214 => 0.0063841914595383
1215 => 0.0065667069640867
1216 => 0.0065596147472044
1217 => 0.0065075583687521
1218 => 0.0062879410709202
1219 => 0.0063754766115341
1220 => 0.006106055823568
1221 => 0.006307924196745
1222 => 0.0062157999014518
1223 => 0.0062767768798377
1224 => 0.0061671347746275
1225 => 0.0062278152426624
1226 => 0.0059647757315648
1227 => 0.0057191531371676
1228 => 0.0058179988393236
1229 => 0.0059254554219442
1230 => 0.0061584486724939
1231 => 0.0060196798146191
]
'min_raw' => 0.0056722258198517
'max_raw' => 0.016931732213941
'avg_raw' => 0.011301979016896
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.005672'
'max' => '$0.016931'
'avg' => '$0.0113019'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.010745224180148
'max_diff' => 0.00051428221394129
'year' => 2026
]
1 => [
'items' => [
101 => 0.0060695863433423
102 => 0.0059024078263715
103 => 0.0055574707936781
104 => 0.0055594230998231
105 => 0.0055063620522049
106 => 0.0054605095600231
107 => 0.0060356190872528
108 => 0.0059640951264056
109 => 0.0058501310556201
110 => 0.0060026764931187
111 => 0.0060430119280149
112 => 0.0060441602211415
113 => 0.0061554534345728
114 => 0.0062148506425315
115 => 0.0062253196578764
116 => 0.0064004419338596
117 => 0.0064591406108505
118 => 0.0067009121540283
119 => 0.0062098112044214
120 => 0.0061996973035422
121 => 0.0060048231202559
122 => 0.0058812308323768
123 => 0.0060132855899448
124 => 0.006130268077878
125 => 0.0060084580922434
126 => 0.0060243639048181
127 => 0.0058608439513452
128 => 0.0059192946403828
129 => 0.0059696402479401
130 => 0.005941842362625
131 => 0.0059002275828754
201 => 0.0061206768479182
202 => 0.0061082382364368
203 => 0.0063135256601514
204 => 0.0064735618871814
205 => 0.0067603754159166
206 => 0.006461070546754
207 => 0.0064501626876926
208 => 0.0065567887596933
209 => 0.0064591242869545
210 => 0.0065208448624624
211 => 0.0067504312770059
212 => 0.0067552820761676
213 => 0.0066740249403063
214 => 0.0066690804362045
215 => 0.0066846867580023
216 => 0.0067760934722268
217 => 0.0067441531576322
218 => 0.0067811152983109
219 => 0.0068273370212141
220 => 0.0070185296647462
221 => 0.0070646255638221
222 => 0.0069526364270511
223 => 0.0069627477922123
224 => 0.0069208607808894
225 => 0.0068803984527942
226 => 0.0069713518573038
227 => 0.0071375709917386
228 => 0.0071365369511301
301 => 0.0071750965594807
302 => 0.0071991188760381
303 => 0.0070959975079633
304 => 0.0070288692892244
305 => 0.0070546105197684
306 => 0.0070957713079794
307 => 0.0070412626309028
308 => 0.0067048098251109
309 => 0.0068068681136997
310 => 0.0067898806240832
311 => 0.0067656883731199
312 => 0.0068683087714894
313 => 0.0068584107837226
314 => 0.0065619276221826
315 => 0.0065809075122471
316 => 0.0065630818521608
317 => 0.0066206802066867
318 => 0.0064560137867884
319 => 0.0065066640685038
320 => 0.0065384314503789
321 => 0.0065571426823518
322 => 0.0066247404826499
323 => 0.0066168086609958
324 => 0.006624247429479
325 => 0.0067244771221634
326 => 0.0072314045130841
327 => 0.0072589954524997
328 => 0.0071231275759054
329 => 0.0071774041127295
330 => 0.0070732050310011
331 => 0.0071431545726385
401 => 0.0071910122725011
402 => 0.0069747525293284
403 => 0.0069619470308519
404 => 0.0068573178824475
405 => 0.0069135396603021
406 => 0.0068240867692466
407 => 0.0068460353797823
408 => 0.0067846651512789
409 => 0.0068951193438944
410 => 0.0070186242940849
411 => 0.0070498265218613
412 => 0.0069677468939853
413 => 0.006908315834092
414 => 0.0068039744707275
415 => 0.0069774964834015
416 => 0.0070282396078949
417 => 0.0069772299513706
418 => 0.0069654098993709
419 => 0.0069430109221898
420 => 0.0069701619482666
421 => 0.0070279632499413
422 => 0.007000705223494
423 => 0.007018709630187
424 => 0.0069500953979366
425 => 0.007096031645427
426 => 0.0073278135279123
427 => 0.0073285587445647
428 => 0.0073013005711864
429 => 0.0072901471139256
430 => 0.0073181156539759
501 => 0.0073332874396237
502 => 0.0074237325695934
503 => 0.0075207837975439
504 => 0.0079736795316206
505 => 0.0078465082217834
506 => 0.0082483442599441
507 => 0.0085661443942501
508 => 0.0086614387588128
509 => 0.0085737724273614
510 => 0.0082738706431084
511 => 0.0082591560308159
512 => 0.0087073359117573
513 => 0.0085807045674524
514 => 0.0085656421719849
515 => 0.0084054037325298
516 => 0.0085001244961646
517 => 0.0084794076756879
518 => 0.0084467051610639
519 => 0.0086274257797735
520 => 0.0089657186449569
521 => 0.0089129925294277
522 => 0.0088736349300792
523 => 0.0087011813865592
524 => 0.0088050369386517
525 => 0.0087680559657736
526 => 0.0089269496939631
527 => 0.0088328245693107
528 => 0.0085797452104739
529 => 0.0086200489325291
530 => 0.0086139571060203
531 => 0.0087393264639002
601 => 0.0087016936945234
602 => 0.0086066087038151
603 => 0.0089645623967209
604 => 0.0089413188749467
605 => 0.0089742728746137
606 => 0.0089887802444034
607 => 0.0092066603494236
608 => 0.0092959188570646
609 => 0.0093161821009893
610 => 0.0094009707797475
611 => 0.009314072481421
612 => 0.0096617276321636
613 => 0.009892898021167
614 => 0.010161414323914
615 => 0.010553788812605
616 => 0.01070132525002
617 => 0.010674674113149
618 => 0.010972167972366
619 => 0.011506757824463
620 => 0.010782730006766
621 => 0.011545133056878
622 => 0.011303765053579
623 => 0.010731485859782
624 => 0.01069463782643
625 => 0.011082191940768
626 => 0.011941749665666
627 => 0.011726440204602
628 => 0.011942101834812
629 => 0.01169052108763
630 => 0.011678027983044
701 => 0.01192988311946
702 => 0.012518356373606
703 => 0.012238794789152
704 => 0.011837974706523
705 => 0.012133934018085
706 => 0.011877546672669
707 => 0.011299834225147
708 => 0.011726275561515
709 => 0.011441126384236
710 => 0.01152434807353
711 => 0.012123689231432
712 => 0.012051574917654
713 => 0.012144897517289
714 => 0.01198018557161
715 => 0.011826318641656
716 => 0.011539114590589
717 => 0.011454087630056
718 => 0.011477586022998
719 => 0.01145407598542
720 => 0.011293387958389
721 => 0.011258687394251
722 => 0.011200851600421
723 => 0.011218777331314
724 => 0.011110029118455
725 => 0.011315259464647
726 => 0.011353352025384
727 => 0.011502701556551
728 => 0.011518207520325
729 => 0.01193414383877
730 => 0.011705053104096
731 => 0.011858746947657
801 => 0.011844999123667
802 => 0.010743888885214
803 => 0.010895612160895
804 => 0.011131645964468
805 => 0.011025313055895
806 => 0.010874983201241
807 => 0.010753583783431
808 => 0.010569651251721
809 => 0.010828532757991
810 => 0.011168934409757
811 => 0.011526840667962
812 => 0.011956841586248
813 => 0.011860870387049
814 => 0.011518802099897
815 => 0.011534147033378
816 => 0.011629003374146
817 => 0.011506155794244
818 => 0.011469925644661
819 => 0.011624025907945
820 => 0.011625087111767
821 => 0.011483736124463
822 => 0.011326650369033
823 => 0.011325992173982
824 => 0.011298040281071
825 => 0.011695493667284
826 => 0.011914052842631
827 => 0.011939110299859
828 => 0.011912366276112
829 => 0.01192265898942
830 => 0.011795484220908
831 => 0.01208616802922
901 => 0.012352928237375
902 => 0.012281430803089
903 => 0.012174245985135
904 => 0.012088868114914
905 => 0.012261318490213
906 => 0.012253639546463
907 => 0.012350598319674
908 => 0.01234619970966
909 => 0.012313596121033
910 => 0.012281431967466
911 => 0.012408959200688
912 => 0.012372233405545
913 => 0.012335450565098
914 => 0.01226167694741
915 => 0.012271704007304
916 => 0.012164537696319
917 => 0.012114957657261
918 => 0.011369392828974
919 => 0.011170153544823
920 => 0.011232838279506
921 => 0.011253475721773
922 => 0.011166766529978
923 => 0.011291085237248
924 => 0.011271710298406
925 => 0.01134708685148
926 => 0.011299994853589
927 => 0.011301927525609
928 => 0.011440415050334
929 => 0.01148061856793
930 => 0.011460170734398
1001 => 0.011474491696093
1002 => 0.011804512213846
1003 => 0.011757593849684
1004 => 0.01173266940384
1005 => 0.011739573645675
1006 => 0.011823900963681
1007 => 0.011847508008622
1008 => 0.01174748330037
1009 => 0.011794655531018
1010 => 0.011995508902067
1011 => 0.012065796214618
1012 => 0.012290119576456
1013 => 0.012194823025317
1014 => 0.012369743969271
1015 => 0.012907391316039
1016 => 0.013336901219004
1017 => 0.01294190616199
1018 => 0.013730646401029
1019 => 0.014344793815188
1020 => 0.014321221814517
1021 => 0.014214131007373
1022 => 0.013514940504306
1023 => 0.012871534979041
1024 => 0.013409771021367
1025 => 0.013411143095728
1026 => 0.013364908142354
1027 => 0.013077746817804
1028 => 0.013354915550718
1029 => 0.013376916198208
1030 => 0.013364601686058
1031 => 0.01314443577181
1101 => 0.012808283114217
1102 => 0.012873966538875
1103 => 0.01298155732837
1104 => 0.012777865518065
1105 => 0.012712773642551
1106 => 0.012833791823368
1107 => 0.013223737617101
1108 => 0.013150020623598
1109 => 0.013148095574984
1110 => 0.01346348813406
1111 => 0.013237735127735
1112 => 0.012874795017207
1113 => 0.012783147852707
1114 => 0.012457862159658
1115 => 0.012682538146475
1116 => 0.012690623835257
1117 => 0.012567571093411
1118 => 0.012884780069026
1119 => 0.012881856932472
1120 => 0.013182999644493
1121 => 0.01375867140584
1122 => 0.013588416938922
1123 => 0.013390429517531
1124 => 0.013411956239832
1125 => 0.013648051250996
1126 => 0.013505302817721
1127 => 0.013556636149604
1128 => 0.01364797355185
1129 => 0.013703079674405
1130 => 0.013404027316831
1201 => 0.013334303906953
1202 => 0.013191674279934
1203 => 0.013154464872553
1204 => 0.013270633727695
1205 => 0.013240027338671
1206 => 0.012689944264424
1207 => 0.012632457522532
1208 => 0.012634220558834
1209 => 0.012489667413
1210 => 0.012269189168874
1211 => 0.012848592830366
1212 => 0.012802058607599
1213 => 0.012750688427127
1214 => 0.012756980981121
1215 => 0.013008480472762
1216 => 0.012862598066581
1217 => 0.013250450353069
1218 => 0.013170719582874
1219 => 0.013088944019276
1220 => 0.013077640145442
1221 => 0.013046163530219
1222 => 0.012938218504689
1223 => 0.012807868399872
1224 => 0.012721799969939
1225 => 0.011735188000466
1226 => 0.011918297443142
1227 => 0.012128948165991
1228 => 0.012201663951388
1229 => 0.012077278568687
1230 => 0.012943129997736
1231 => 0.013101329397376
]
'min_raw' => 0.0054605095600231
'max_raw' => 0.014344793815188
'avg_raw' => 0.0099026516876057
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.00546'
'max' => '$0.014344'
'avg' => '$0.0099026'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00021171625982865
'max_diff' => -0.0025869383987529
'year' => 2027
]
2 => [
'items' => [
101 => 0.012622133096777
102 => 0.012532495034391
103 => 0.012949006654183
104 => 0.012697799230974
105 => 0.012810917918263
106 => 0.012566417188957
107 => 0.013063223794622
108 => 0.013059438960665
109 => 0.012866169970176
110 => 0.013029519597489
111 => 0.013001133579906
112 => 0.012782933365644
113 => 0.013070141130611
114 => 0.013070283582079
115 => 0.012884266380763
116 => 0.012667039014027
117 => 0.012628203891536
118 => 0.012598946843503
119 => 0.012803722477937
120 => 0.012987323671453
121 => 0.013328959973991
122 => 0.013414855457528
123 => 0.013750111248156
124 => 0.013550482748145
125 => 0.013638975476578
126 => 0.013735046851353
127 => 0.013781107001328
128 => 0.013706054458668
129 => 0.014226844698303
130 => 0.014270815351129
131 => 0.014285558330677
201 => 0.014109950792065
202 => 0.014265931387808
203 => 0.014192953232594
204 => 0.014382822118546
205 => 0.014412595984231
206 => 0.014387378579231
207 => 0.014396829274148
208 => 0.013952426678314
209 => 0.013929382059309
210 => 0.013615167044011
211 => 0.013743211985305
212 => 0.01350383810491
213 => 0.013579746028208
214 => 0.01361320551752
215 => 0.013595728179112
216 => 0.013750451454169
217 => 0.013618905062494
218 => 0.013271732506635
219 => 0.012924465363845
220 => 0.012920105707745
221 => 0.012828676398823
222 => 0.012762589754585
223 => 0.012775320386815
224 => 0.012820184795275
225 => 0.012759982153606
226 => 0.012772829439558
227 => 0.012986179987371
228 => 0.013028965918189
229 => 0.012883562607729
301 => 0.012299747334634
302 => 0.012156477602227
303 => 0.012259457044719
304 => 0.012210239503933
305 => 0.0098546162497948
306 => 0.010408034991901
307 => 0.010079212367666
308 => 0.010230748961315
309 => 0.0098951062101772
310 => 0.010055292523564
311 => 0.010025711960549
312 => 0.010915592921005
313 => 0.010901698653799
314 => 0.010908349104242
315 => 0.010590905776923
316 => 0.011096601616868
317 => 0.011345725571859
318 => 0.01129961935801
319 => 0.011311223298716
320 => 0.011111829151683
321 => 0.010910279675439
322 => 0.010686730288043
323 => 0.011102057418286
324 => 0.011055880131273
325 => 0.011161794213616
326 => 0.011431163545775
327 => 0.01147082920317
328 => 0.011524140248959
329 => 0.011505032033982
330 => 0.011960267237294
331 => 0.011905135250435
401 => 0.012037987476211
402 => 0.011764700368266
403 => 0.011455450064976
404 => 0.011514228437477
405 => 0.011508567607539
406 => 0.011436498745234
407 => 0.011371438198762
408 => 0.01126313071958
409 => 0.011605831610201
410 => 0.011591918579887
411 => 0.011817154368541
412 => 0.011777341755072
413 => 0.011511463378533
414 => 0.011520959276765
415 => 0.011584823755953
416 => 0.011805859447613
417 => 0.011871477890156
418 => 0.011841080813127
419 => 0.011913028439779
420 => 0.011969892910344
421 => 0.011920169741781
422 => 0.012624144951743
423 => 0.012331805363587
424 => 0.012474289644768
425 => 0.012508271306264
426 => 0.0124212279949
427 => 0.012440104572348
428 => 0.012468697443621
429 => 0.012642307758936
430 => 0.013097911460872
501 => 0.01329969523906
502 => 0.013906771691575
503 => 0.013282939905247
504 => 0.013245924308719
505 => 0.01335527710977
506 => 0.013711695252965
507 => 0.014000538681371
508 => 0.01409636471035
509 => 0.014109029701995
510 => 0.014288805702754
511 => 0.014391849953765
512 => 0.014266976167684
513 => 0.01416115870881
514 => 0.01378213370567
515 => 0.013826006881835
516 => 0.014128249558671
517 => 0.014555185141706
518 => 0.014921540287027
519 => 0.014793255483902
520 => 0.015771977976793
521 => 0.01586901431424
522 => 0.015855607029965
523 => 0.016076670247614
524 => 0.015637904779323
525 => 0.015450324040949
526 => 0.014184037644497
527 => 0.014539812470749
528 => 0.01505695207463
529 => 0.014988506708882
530 => 0.014612946105363
531 => 0.014921255390632
601 => 0.014819318699199
602 => 0.014738917001309
603 => 0.01510725276598
604 => 0.014702252462325
605 => 0.015052911886791
606 => 0.014603187547806
607 => 0.014793841478077
608 => 0.014685617086362
609 => 0.014755651531284
610 => 0.01434623159731
611 => 0.014567144655575
612 => 0.014337040887791
613 => 0.014336931788645
614 => 0.014331852235218
615 => 0.014602568297579
616 => 0.014611396338654
617 => 0.014411336759539
618 => 0.014382505048671
619 => 0.014489110995063
620 => 0.01436430335198
621 => 0.014422700062648
622 => 0.014366072128856
623 => 0.014353323988193
624 => 0.014251744634469
625 => 0.014207981455903
626 => 0.014225142125857
627 => 0.014166563912372
628 => 0.014131268419881
629 => 0.014324831073386
630 => 0.014221418355913
701 => 0.014308981591287
702 => 0.014209192233218
703 => 0.013863278841997
704 => 0.013664340392738
705 => 0.013010942062911
706 => 0.013196245018712
707 => 0.013319101070117
708 => 0.013278497145861
709 => 0.013365730086797
710 => 0.013371085480894
711 => 0.013342725162561
712 => 0.013309887547113
713 => 0.013293904011947
714 => 0.013413032188009
715 => 0.013482190103884
716 => 0.013331431318478
717 => 0.013296110644397
718 => 0.013448536100063
719 => 0.013541515539965
720 => 0.014228023483573
721 => 0.01417716475772
722 => 0.014304810179092
723 => 0.014290439263524
724 => 0.014424232000633
725 => 0.014642926580776
726 => 0.014198259351379
727 => 0.014275438206966
728 => 0.014256515733896
729 => 0.014463106333135
730 => 0.014463751286436
731 => 0.014339889902226
801 => 0.014407037168028
802 => 0.014369557406346
803 => 0.014437288401398
804 => 0.014176485508429
805 => 0.014494115280133
806 => 0.014674190893079
807 => 0.01467669124314
808 => 0.014762045654508
809 => 0.014848770679852
810 => 0.015015231813842
811 => 0.014844128169172
812 => 0.014536329369014
813 => 0.014558551448202
814 => 0.014378089124289
815 => 0.014381122728557
816 => 0.014364929111225
817 => 0.014413527375835
818 => 0.014187150094593
819 => 0.014240280390024
820 => 0.01416589766529
821 => 0.014275276513449
822 => 0.014157602953801
823 => 0.014256506608907
824 => 0.014299190147742
825 => 0.014456693324955
826 => 0.014134339606465
827 => 0.013477038553034
828 => 0.01361521120347
829 => 0.013410843000248
830 => 0.013429758055541
831 => 0.013467969477541
901 => 0.013344113756839
902 => 0.013367741525207
903 => 0.013366897375055
904 => 0.01335962294509
905 => 0.013327403288601
906 => 0.013280678412226
907 => 0.013466815938544
908 => 0.013498444331393
909 => 0.013568750330768
910 => 0.013777933295892
911 => 0.013757030984802
912 => 0.013791123521418
913 => 0.013716699705407
914 => 0.013433210362913
915 => 0.013448605198119
916 => 0.013256631356417
917 => 0.013563841128019
918 => 0.013491089799133
919 => 0.013444186544125
920 => 0.01343138855644
921 => 0.013641090045675
922 => 0.013703836017922
923 => 0.013664736938743
924 => 0.013584543586645
925 => 0.013738538529709
926 => 0.013779741079948
927 => 0.013788964811455
928 => 0.014061814324964
929 => 0.01380421406828
930 => 0.01386622101039
1001 => 0.014349981472071
1002 => 0.013911277487707
1003 => 0.014143668772491
1004 => 0.014132294428407
1005 => 0.01425117794601
1006 => 0.014122542510013
1007 => 0.014124137100411
1008 => 0.014229697610175
1009 => 0.014081456912149
1010 => 0.014044750430604
1011 => 0.013994040689247
1012 => 0.014104763554322
1013 => 0.01417113690437
1014 => 0.014706057359904
1015 => 0.015051640369516
1016 => 0.015036637699658
1017 => 0.015173734018335
1018 => 0.015111970871113
1019 => 0.014912521376437
1020 => 0.015252957343574
1021 => 0.015145229159126
1022 => 0.015154110139762
1023 => 0.015153779589219
1024 => 0.015225409414116
1025 => 0.0151746531184
1026 => 0.015074607249516
1027 => 0.015141022366226
1028 => 0.015338251519017
1029 => 0.015950456861008
1030 => 0.016293055081029
1031 => 0.015929832017984
1101 => 0.016180378423122
1102 => 0.016030139858851
1103 => 0.016002837042513
1104 => 0.016160198700174
1105 => 0.016317835798585
1106 => 0.0163077949969
1107 => 0.016193358558208
1108 => 0.016128716317708
1109 => 0.016618209019512
1110 => 0.016978858903911
1111 => 0.016954264999622
1112 => 0.017062814494785
1113 => 0.017381519169894
1114 => 0.017410657531249
1115 => 0.017406986767456
1116 => 0.017334764298564
1117 => 0.01764857044024
1118 => 0.01791035304452
1119 => 0.017318046883723
1120 => 0.017543589315898
1121 => 0.017644842580224
1122 => 0.017793512412745
1123 => 0.018044343340165
1124 => 0.018316812256961
1125 => 0.018355342349266
1126 => 0.018328003404941
1127 => 0.018148302829956
1128 => 0.018446441569945
1129 => 0.018621084251616
1130 => 0.018725079971924
1201 => 0.018988795815389
1202 => 0.017645467885914
1203 => 0.016694593609701
1204 => 0.01654610086068
1205 => 0.016848066705004
1206 => 0.01692769269002
1207 => 0.016895595555303
1208 => 0.015825300107718
1209 => 0.016540465976651
1210 => 0.017309924318768
1211 => 0.017339482347407
1212 => 0.017724689282086
1213 => 0.017850128450183
1214 => 0.018160270522827
1215 => 0.01814087105174
1216 => 0.018216385710991
1217 => 0.018199026198561
1218 => 0.018773499080015
1219 => 0.019407227978308
1220 => 0.019385283961694
1221 => 0.019294177934625
1222 => 0.019429485920709
1223 => 0.020083562058263
1224 => 0.020023345208873
1225 => 0.020081840748796
1226 => 0.020853033377088
1227 => 0.021855693494739
1228 => 0.02138985720466
1229 => 0.02240058791335
1230 => 0.023036789317938
1231 => 0.024137033862719
]
'min_raw' => 0.0098546162497948
'max_raw' => 0.024137033862719
'avg_raw' => 0.016995825056257
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.009854'
'max' => '$0.024137'
'avg' => '$0.016995'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0043941066897718
'max_diff' => 0.0097922400475307
'year' => 2028
]
3 => [
'items' => [
101 => 0.023999277826894
102 => 0.02442759495421
103 => 0.023752665772214
104 => 0.02220289194466
105 => 0.021957634304154
106 => 0.02244864631136
107 => 0.023655751418826
108 => 0.022410630275804
109 => 0.022662516661388
110 => 0.022589973365395
111 => 0.02258610784144
112 => 0.022733639168555
113 => 0.022519637283858
114 => 0.0216477551074
115 => 0.022047333570837
116 => 0.02189303713677
117 => 0.022064240533929
118 => 0.02298815465874
119 => 0.022579670200799
120 => 0.022149365006941
121 => 0.022689063212406
122 => 0.023376284488387
123 => 0.023333279415991
124 => 0.023249831600818
125 => 0.023720222565763
126 => 0.024497170628231
127 => 0.024707176567486
128 => 0.024862198658462
129 => 0.024883573585688
130 => 0.025103748620557
131 => 0.023919811966811
201 => 0.025798749841956
202 => 0.026123190508382
203 => 0.026062209109782
204 => 0.026422811255964
205 => 0.026316712956964
206 => 0.026162993168026
207 => 0.026734624272001
208 => 0.026079295339545
209 => 0.025149138423541
210 => 0.024638835943004
211 => 0.025310843414302
212 => 0.025721214927195
213 => 0.025992444392687
214 => 0.026074518265064
215 => 0.024011717599006
216 => 0.02289998244817
217 => 0.023612591933787
218 => 0.024482024687918
219 => 0.023914982223963
220 => 0.023937209214997
221 => 0.023128755677535
222 => 0.024553554887041
223 => 0.024345973626663
224 => 0.025422905572706
225 => 0.025165887120864
226 => 0.026044083316605
227 => 0.025812824826707
228 => 0.026772765888785
301 => 0.027155712367815
302 => 0.027798739106966
303 => 0.028271752193876
304 => 0.028549514525807
305 => 0.028532838717258
306 => 0.029633471457016
307 => 0.02898446678356
308 => 0.028169163955042
309 => 0.028154417699122
310 => 0.028576674586942
311 => 0.029461609183292
312 => 0.029691059848851
313 => 0.029819291468663
314 => 0.029622900279146
315 => 0.028918452220694
316 => 0.028614275120687
317 => 0.028873442822752
318 => 0.028556502993661
319 => 0.029103630056282
320 => 0.029854952373295
321 => 0.029699807285882
322 => 0.030218434052451
323 => 0.030755158194724
324 => 0.031522697823963
325 => 0.031723361104956
326 => 0.032055049877897
327 => 0.032396466579338
328 => 0.032506120422404
329 => 0.032715483632404
330 => 0.032714380184943
331 => 0.033345310310048
401 => 0.034041245776319
402 => 0.034303945303894
403 => 0.034908008382214
404 => 0.033873571529485
405 => 0.034658203765034
406 => 0.035365961682118
407 => 0.034522143515937
408 => 0.035685150273601
409 => 0.035730307190571
410 => 0.036412123024058
411 => 0.03572097205671
412 => 0.035310568818531
413 => 0.036495387589546
414 => 0.037068684071398
415 => 0.036896002505423
416 => 0.035581887262008
417 => 0.034817015825287
418 => 0.032815199742706
419 => 0.035186437364543
420 => 0.03634139804019
421 => 0.035578896192877
422 => 0.035963457772578
423 => 0.038061501056915
424 => 0.038860300101349
425 => 0.038694155484133
426 => 0.038722231189469
427 => 0.039153248654617
428 => 0.041064617460736
429 => 0.039919280966928
430 => 0.040794847801505
501 => 0.041259245293473
502 => 0.041690603565167
503 => 0.040631323982069
504 => 0.039253216808366
505 => 0.03881671241745
506 => 0.03550308041143
507 => 0.035330591475142
508 => 0.035233768208254
509 => 0.034623311206449
510 => 0.034143659221275
511 => 0.033762222154328
512 => 0.03276121738391
513 => 0.033099027109123
514 => 0.031503634431008
515 => 0.032524310129221
516 => 0.029978024892847
517 => 0.032098646900974
518 => 0.030944488754801
519 => 0.031719474908972
520 => 0.031716771055288
521 => 0.030289775835876
522 => 0.029466714773949
523 => 0.029991201316625
524 => 0.030553492524166
525 => 0.030644722380815
526 => 0.031373747608695
527 => 0.031577202879452
528 => 0.030960723910641
529 => 0.029925258790983
530 => 0.030165773721835
531 => 0.029461840746552
601 => 0.028228225283761
602 => 0.029114229445998
603 => 0.029416750221838
604 => 0.029550360630678
605 => 0.028337241504716
606 => 0.027956053137241
607 => 0.027753111648878
608 => 0.029768660345519
609 => 0.029879076652965
610 => 0.029314171212779
611 => 0.031867597368951
612 => 0.031289678388689
613 => 0.031935355483229
614 => 0.030143949512818
615 => 0.030212383633336
616 => 0.029364303338389
617 => 0.029839171634813
618 => 0.02950355002862
619 => 0.029800806969202
620 => 0.029978981553751
621 => 0.030826922687066
622 => 0.032108329026649
623 => 0.030700268558094
624 => 0.030086756448147
625 => 0.030467375910635
626 => 0.031481015696687
627 => 0.033016731859821
628 => 0.032107556982078
629 => 0.03251103335403
630 => 0.032599174991887
701 => 0.031928783096522
702 => 0.03304145016524
703 => 0.033637737486658
704 => 0.034249404894156
705 => 0.034780498565556
706 => 0.034005091480747
707 => 0.034834888211732
708 => 0.034166218525399
709 => 0.033566352690957
710 => 0.033567262439814
711 => 0.033190957839227
712 => 0.032461820258159
713 => 0.032327356101233
714 => 0.033026855626515
715 => 0.03358778800294
716 => 0.033633989080148
717 => 0.033944550065483
718 => 0.034128336857571
719 => 0.035929697266069
720 => 0.036654219324002
721 => 0.037540151181941
722 => 0.037885271568992
723 => 0.038923960201509
724 => 0.038085134772586
725 => 0.037903649614579
726 => 0.035384130744555
727 => 0.035796701818375
728 => 0.036457267914749
729 => 0.035395023236182
730 => 0.036068772989712
731 => 0.036201785463029
801 => 0.035358928568477
802 => 0.035809134853554
803 => 0.034613520437251
804 => 0.032134390153688
805 => 0.033044210145943
806 => 0.033714143902341
807 => 0.032758065829725
808 => 0.034471798769558
809 => 0.033470671364736
810 => 0.033153362039998
811 => 0.031915425235251
812 => 0.032499683754534
813 => 0.03328990176764
814 => 0.032801638908245
815 => 0.033814857654528
816 => 0.035249845614833
817 => 0.036272503490357
818 => 0.036351010463647
819 => 0.035693509962441
820 => 0.036747158711735
821 => 0.036754833392579
822 => 0.035566313299094
823 => 0.034838351359542
824 => 0.03467295687523
825 => 0.035086144724539
826 => 0.035587831052284
827 => 0.036378850563277
828 => 0.03685684708702
829 => 0.038103208511175
830 => 0.038440438176569
831 => 0.038810951337191
901 => 0.039306071181809
902 => 0.039900589501395
903 => 0.038599817264087
904 => 0.038651499370018
905 => 0.037440238273055
906 => 0.036145832078537
907 => 0.037128125030166
908 => 0.038412342395466
909 => 0.038117741512932
910 => 0.038084592895497
911 => 0.038140339675363
912 => 0.037918220230698
913 => 0.036913582214608
914 => 0.036409059292294
915 => 0.037060022579603
916 => 0.037405980595766
917 => 0.037942531308124
918 => 0.037876390107614
919 => 0.039258487121309
920 => 0.039795528228386
921 => 0.039658130131911
922 => 0.039683414688332
923 => 0.040655701960269
924 => 0.041737085372791
925 => 0.042749943639728
926 => 0.04378026657213
927 => 0.042538172062931
928 => 0.041907513072898
929 => 0.04255819217
930 => 0.042212932682106
1001 => 0.04419689611016
1002 => 0.044334261433374
1003 => 0.046318081398291
1004 => 0.048200962773883
1005 => 0.047018358717197
1006 => 0.048133501076996
1007 => 0.049339618458008
1008 => 0.051666414571474
1009 => 0.050882831498133
1010 => 0.050282619144266
1011 => 0.049715421370067
1012 => 0.050895669898065
1013 => 0.052414040774403
1014 => 0.052741083318391
1015 => 0.053271017179519
1016 => 0.052713856521773
1017 => 0.053384895164795
1018 => 0.055753956443983
1019 => 0.055113815174064
1020 => 0.054204711662935
1021 => 0.05607485801579
1022 => 0.056751656710879
1023 => 0.061501784395238
1024 => 0.06749901681473
1025 => 0.065016123213109
1026 => 0.063474911032108
1027 => 0.063837132452685
1028 => 0.066027118713154
1029 => 0.066730472793327
1030 => 0.064818513942726
1031 => 0.065493850131636
1101 => 0.069215018930122
1102 => 0.071211306601122
1103 => 0.068500079806701
1104 => 0.061019912609707
1105 => 0.054122856838475
1106 => 0.055952266607475
1107 => 0.055744868312865
1108 => 0.059742799961577
1109 => 0.055098548016485
1110 => 0.055176745308393
1111 => 0.059257349949717
1112 => 0.058168714590686
1113 => 0.056405264730938
1114 => 0.054135731974001
1115 => 0.049940290766433
1116 => 0.046224271490357
1117 => 0.053512241038872
1118 => 0.053197970539627
1119 => 0.052742860284442
1120 => 0.053755658909283
1121 => 0.058673521543605
1122 => 0.058560148892316
1123 => 0.05783892992805
1124 => 0.058385968155913
1125 => 0.056309366284702
1126 => 0.056844553870259
1127 => 0.054121764309602
1128 => 0.055352578904755
1129 => 0.056401481159544
1130 => 0.056612063816456
1201 => 0.057086517295096
1202 => 0.053032364267087
1203 => 0.054852559952984
1204 => 0.055921754389176
1205 => 0.051091095028831
1206 => 0.055826267785376
1207 => 0.052961790482546
1208 => 0.05198954386296
1209 => 0.05329854585248
1210 => 0.052788426504118
1211 => 0.052349855843609
1212 => 0.052105125879445
1213 => 0.053066312471271
1214 => 0.053021471967896
1215 => 0.05144878414539
1216 => 0.049397276991888
1217 => 0.05008583013103
1218 => 0.04983567232036
1219 => 0.04892906814349
1220 => 0.049540009894894
1221 => 0.046849731612255
1222 => 0.04222124765547
1223 => 0.04527896593162
1224 => 0.045161247104145
1225 => 0.045101887933209
1226 => 0.04739967870861
1227 => 0.047178799144608
1228 => 0.046777900573085
1229 => 0.048921705326836
1230 => 0.048139187753474
1231 => 0.050550722530247
]
'min_raw' => 0.0216477551074
'max_raw' => 0.071211306601122
'avg_raw' => 0.046429530854261
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.021647'
'max' => '$0.071211'
'avg' => '$0.046429'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.011793138857605
'max_diff' => 0.047074272738403
'year' => 2029
]
4 => [
'items' => [
101 => 0.052139115302521
102 => 0.051736247516349
103 => 0.053230138596041
104 => 0.050101693004674
105 => 0.051140837138674
106 => 0.0513550033045
107 => 0.048895251108949
108 => 0.047214937772942
109 => 0.047102880030405
110 => 0.044189448267211
111 => 0.045745779998709
112 => 0.047115287517045
113 => 0.046459399693839
114 => 0.046251765203103
115 => 0.047312524785846
116 => 0.047394954890216
117 => 0.045515539775017
118 => 0.045906329690804
119 => 0.04753598860305
120 => 0.045865266467489
121 => 0.042619326269006
122 => 0.041814288221148
123 => 0.041706881305769
124 => 0.039523554271605
125 => 0.041868084712945
126 => 0.040844634345791
127 => 0.044077701792814
128 => 0.042230991006363
129 => 0.042151382995333
130 => 0.042031043810705
131 => 0.040151764040296
201 => 0.040563206875556
202 => 0.041930905524472
203 => 0.042418915810633
204 => 0.042368012339636
205 => 0.041924203054947
206 => 0.042127376672806
207 => 0.0414728836593
208 => 0.041241768554136
209 => 0.040512305709023
210 => 0.039440196845961
211 => 0.039589280158996
212 => 0.037465151968726
213 => 0.036307814194652
214 => 0.035987478352254
215 => 0.035559111876045
216 => 0.036035863485582
217 => 0.037459134580446
218 => 0.035742367676233
219 => 0.032799091236157
220 => 0.032975987165305
221 => 0.033373419797226
222 => 0.03263280671692
223 => 0.031931878591354
224 => 0.032541278728437
225 => 0.031294173700249
226 => 0.033524126481768
227 => 0.033463812508399
228 => 0.034295001005994
301 => 0.034814760231245
302 => 0.033616883491088
303 => 0.033315620730342
304 => 0.033487233690492
305 => 0.030650853731802
306 => 0.034063208251024
307 => 0.034092718434607
308 => 0.033840034326614
309 => 0.035657007763474
310 => 0.039491388443474
311 => 0.038048740194052
312 => 0.037490103187602
313 => 0.036428133829979
314 => 0.037843144945511
315 => 0.03773449416945
316 => 0.03724313415552
317 => 0.036945958085958
318 => 0.037493514106041
319 => 0.036878109835536
320 => 0.036767566318375
321 => 0.036097792876911
322 => 0.035858714231059
323 => 0.035681709919664
324 => 0.035486845564904
325 => 0.035916667774334
326 => 0.034942634099945
327 => 0.03376804497433
328 => 0.033670390597766
329 => 0.033940022917321
330 => 0.033820730687683
331 => 0.033669819472465
401 => 0.033381688864391
402 => 0.033296206667911
403 => 0.033573982336403
404 => 0.033260389802003
405 => 0.033723112668779
406 => 0.03359727765264
407 => 0.032894373481568
408 => 0.032018294635956
409 => 0.032010495696592
410 => 0.031821745946362
411 => 0.03158134476073
412 => 0.031514470650521
413 => 0.032489956748647
414 => 0.034509183777927
415 => 0.034112761196072
416 => 0.034399217138483
417 => 0.035808296859277
418 => 0.036256200930012
419 => 0.035938289229794
420 => 0.035503112086595
421 => 0.035522257672335
422 => 0.037009389707724
423 => 0.037102140308618
424 => 0.037336491154599
425 => 0.037637698219226
426 => 0.035989586095356
427 => 0.035444631739513
428 => 0.035186402132797
429 => 0.034391154891549
430 => 0.03524876086189
501 => 0.034749070589322
502 => 0.034816495878941
503 => 0.034772585070623
504 => 0.034796563341201
505 => 0.033523503164519
506 => 0.033987339382829
507 => 0.033216121707375
508 => 0.032183547813189
509 => 0.032180086263429
510 => 0.032432807261184
511 => 0.032282478922745
512 => 0.031877949229302
513 => 0.031935410762929
514 => 0.031431987264487
515 => 0.031996535490417
516 => 0.032012724713486
517 => 0.031795342895353
518 => 0.032665107330041
519 => 0.033021450528593
520 => 0.032878365159128
521 => 0.033011411277635
522 => 0.034129234344089
523 => 0.03431148827796
524 => 0.034392433436367
525 => 0.034283977647281
526 => 0.033031843031273
527 => 0.03308738052598
528 => 0.032679883239524
529 => 0.032335590973474
530 => 0.032349360858541
531 => 0.032526371838152
601 => 0.033299389167671
602 => 0.034926158565783
603 => 0.034987893275289
604 => 0.035062717544138
605 => 0.034758369639064
606 => 0.034666575398677
607 => 0.034787675695851
608 => 0.035398604750311
609 => 0.036970080144001
610 => 0.036414615784558
611 => 0.035963014614014
612 => 0.036359190591382
613 => 0.036298202404996
614 => 0.035783400735557
615 => 0.035768951967296
616 => 0.034780882971592
617 => 0.034415616361123
618 => 0.034110372241683
619 => 0.033777053631854
620 => 0.033579451187007
621 => 0.033883058350997
622 => 0.033952496901577
623 => 0.033288654531365
624 => 0.033198175269287
625 => 0.033740283278835
626 => 0.033501721755657
627 => 0.033747088198286
628 => 0.033804015317691
629 => 0.033794848740324
630 => 0.03354576311151
701 => 0.033704522863476
702 => 0.033329008721516
703 => 0.032920693492536
704 => 0.032660213815384
705 => 0.032432910749454
706 => 0.032559031701363
707 => 0.032109433536581
708 => 0.031965598035043
709 => 0.033650738631717
710 => 0.034895570108794
711 => 0.03487746976611
712 => 0.034767288585051
713 => 0.034603581699433
714 => 0.035386628571961
715 => 0.035113830699089
716 => 0.035312313944628
717 => 0.035362836260933
718 => 0.035515752096042
719 => 0.035570406363533
720 => 0.035405203207345
721 => 0.034850761237314
722 => 0.033469144562758
723 => 0.032825998271149
724 => 0.03261374928247
725 => 0.03262146413009
726 => 0.032408654192126
727 => 0.032471336256329
728 => 0.032386855928234
729 => 0.032226870624809
730 => 0.032549153059704
731 => 0.032586293108057
801 => 0.032511068536764
802 => 0.032528786646473
803 => 0.031905959325003
804 => 0.031953311533545
805 => 0.031689648419158
806 => 0.031640214763716
807 => 0.03097369737032
808 => 0.029792865194678
809 => 0.030447160846137
810 => 0.029656863707066
811 => 0.029357566205544
812 => 0.030774394027437
813 => 0.030632183810806
814 => 0.030388781737228
815 => 0.030028739340969
816 => 0.02989519611393
817 => 0.029083829741085
818 => 0.029035889887306
819 => 0.029438024970423
820 => 0.029252453466188
821 => 0.028991840792817
822 => 0.028047928107753
823 => 0.02698665773099
824 => 0.027018690812757
825 => 0.027356261173968
826 => 0.028337792526754
827 => 0.027954291246555
828 => 0.027676056667601
829 => 0.027623951694664
830 => 0.028276154520125
831 => 0.029199158158868
901 => 0.029632210815124
902 => 0.029203068784779
903 => 0.028710093526967
904 => 0.028740098646682
905 => 0.02893970926562
906 => 0.028960685519328
907 => 0.028639809305168
908 => 0.028730134079911
909 => 0.028592922487605
910 => 0.027750855198902
911 => 0.027735624871873
912 => 0.027528967979056
913 => 0.027522710490472
914 => 0.027171135562812
915 => 0.02712194780011
916 => 0.026423874442168
917 => 0.026883348440326
918 => 0.02657515740583
919 => 0.026110640821927
920 => 0.026030557987776
921 => 0.026028150601078
922 => 0.026505105268738
923 => 0.026877774947338
924 => 0.026580518520823
925 => 0.026512838994579
926 => 0.027235479270784
927 => 0.027143516708624
928 => 0.027063877722889
929 => 0.029116513306611
930 => 0.027491692072943
1001 => 0.02678317727351
1002 => 0.025906255665901
1003 => 0.026191785763161
1004 => 0.026251951149964
1005 => 0.024143112760663
1006 => 0.023287557288763
1007 => 0.022993962891735
1008 => 0.02282499516543
1009 => 0.02290199588007
1010 => 0.022131895608713
1011 => 0.022649415727348
1012 => 0.021982573987307
1013 => 0.021870775799499
1014 => 0.023063171436531
1015 => 0.02322908632355
1016 => 0.022521241869813
1017 => 0.02297579259872
1018 => 0.02281096618569
1019 => 0.021994005074989
1020 => 0.021962803169719
1021 => 0.021552880801941
1022 => 0.020911431672979
1023 => 0.020618272208665
1024 => 0.020465592214323
1025 => 0.020528590955663
1026 => 0.020496736864248
1027 => 0.020288867370832
1028 => 0.020508651700288
1029 => 0.019947193559683
1030 => 0.019723616404119
1031 => 0.019622631789901
1101 => 0.01912430537379
1102 => 0.019917364308586
1103 => 0.020073606909434
1104 => 0.020230157356471
1105 => 0.021592822116403
1106 => 0.021524747235847
1107 => 0.022140111002258
1108 => 0.022116199097876
1109 => 0.021940687383464
1110 => 0.021200232330634
1111 => 0.02149536451735
1112 => 0.020586993520363
1113 => 0.021267606834529
1114 => 0.020957003341036
1115 => 0.02116259148094
1116 => 0.020792925468257
1117 => 0.020997513902811
1118 => 0.020110657826313
1119 => 0.019282524100482
1120 => 0.019615789286487
1121 => 0.019978086657171
1122 => 0.020763639668469
1123 => 0.020295770775612
1124 => 0.020464034121565
1125 => 0.019900380079566
1126 => 0.018737400791106
1127 => 0.018743983127579
1128 => 0.018565084100931
1129 => 0.018410489222221
1130 => 0.020349511146141
1201 => 0.020108363118501
1202 => 0.01972412529713
1203 => 0.020238442890039
1204 => 0.020374436624922
1205 => 0.020378308175369
1206 => 0.020753541014697
1207 => 0.02095380284831
1208 => 0.020989099864469
1209 => 0.021579536844593
1210 => 0.021777443532279
1211 => 0.022592593170053
1212 => 0.02093681203088
1213 => 0.020902712307936
1214 => 0.020245680393305
1215 => 0.019828980365783
1216 => 0.020274212200692
1217 => 0.020668626826215
1218 => 0.020257935955146
1219 => 0.020311563512751
1220 => 0.019760244573018
1221 => 0.019957315152005
1222 => 0.020127058882903
1223 => 0.020033336371776
1224 => 0.019893029236399
1225 => 0.020636289324767
1226 => 0.020594351677722
1227 => 0.021286492559486
1228 => 0.02182606587229
1229 => 0.022793077709102
1230 => 0.021783950445921
1231 => 0.021747173837533
]
'min_raw' => 0.018410489222221
'max_raw' => 0.053230138596041
'avg_raw' => 0.035820313909131
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.01841'
'max' => '$0.05323'
'avg' => '$0.03582'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0032372658851795
'max_diff' => -0.017981168005081
'year' => 2030
]
5 => [
'items' => [
101 => 0.022106671083678
102 => 0.021777388495124
103 => 0.021985483724642
104 => 0.022759550350487
105 => 0.022775905158533
106 => 0.022501941051784
107 => 0.02248527031099
108 => 0.02253788811453
109 => 0.022846072233351
110 => 0.022738383232694
111 => 0.022863003670607
112 => 0.023018843436472
113 => 0.023663462782785
114 => 0.023818878324832
115 => 0.023441299131377
116 => 0.023475390304971
117 => 0.023334165321838
118 => 0.023197743757675
119 => 0.023504399511143
120 => 0.02406481892794
121 => 0.024061332587834
122 => 0.024191338999534
123 => 0.024272331916992
124 => 0.023924651024823
125 => 0.023698323548603
126 => 0.023785111904577
127 => 0.023923888375785
128 => 0.023740108565347
129 => 0.022605734440235
130 => 0.022949831085694
131 => 0.022892556578423
201 => 0.022810990715252
202 => 0.023156982553082
203 => 0.02312361079627
204 => 0.022123997117345
205 => 0.022187989141831
206 => 0.022127888684302
207 => 0.022322085557975
208 => 0.021766901226646
209 => 0.021937672187739
210 => 0.022044778133658
211 => 0.022107864358632
212 => 0.022335775061864
213 => 0.022309032371375
214 => 0.022334112698675
215 => 0.022672044105374
216 => 0.024381185196403
217 => 0.024474209974981
218 => 0.024016121943051
219 => 0.02419911907642
220 => 0.023847804597425
221 => 0.024083644360777
222 => 0.024244999937182
223 => 0.023515865114302
224 => 0.023472690482137
225 => 0.023119926003318
226 => 0.023309481652634
227 => 0.023007884985038
228 => 0.023081886257863
301 => 0.022874972247731
302 => 0.0232473762698
303 => 0.023663781832207
304 => 0.023768982321625
305 => 0.023492245125624
306 => 0.02329186915785
307 => 0.022940074966386
308 => 0.023525116547036
309 => 0.023696200534037
310 => 0.023524217915685
311 => 0.023484365785118
312 => 0.023408846069706
313 => 0.023500387649748
314 => 0.023695268773902
315 => 0.02360336643464
316 => 0.023664069548833
317 => 0.023432731874308
318 => 0.023924766121666
319 => 0.024706234920959
320 => 0.024708747470932
321 => 0.024616844636282
322 => 0.024579239976418
323 => 0.024673537861899
324 => 0.02472469059647
325 => 0.025029632666841
326 => 0.025356847657776
327 => 0.026883817245386
328 => 0.026455050295453
329 => 0.027809868553408
330 => 0.028881353894317
331 => 0.02920264549768
401 => 0.028907072340524
402 => 0.027895932536441
403 => 0.027846321193756
404 => 0.02935739095327
405 => 0.028930444534827
406 => 0.028879660616886
407 => 0.028339405530772
408 => 0.02865876319856
409 => 0.02858891499192
410 => 0.028478656180649
411 => 0.029087968364139
412 => 0.030228546377959
413 => 0.030050776598232
414 => 0.029918079704169
415 => 0.029336640541869
416 => 0.029686796786712
417 => 0.029562112854724
418 => 0.030097834152921
419 => 0.029780484723549
420 => 0.028927209995794
421 => 0.02906309680862
422 => 0.029042557790227
423 => 0.029465249333329
424 => 0.029338367823939
425 => 0.029017782139143
426 => 0.030224648006304
427 => 0.030146280849831
428 => 0.030257387560484
429 => 0.030306300170602
430 => 0.03104089815658
501 => 0.031341839446922
502 => 0.031410158388549
503 => 0.031696029338739
504 => 0.031403045658885
505 => 0.032575189272122
506 => 0.033354596378448
507 => 0.034259917840368
508 => 0.035582835823703
509 => 0.036080265223112
510 => 0.035990409054427
511 => 0.036993430371137
512 => 0.038795837381354
513 => 0.03635472704398
514 => 0.038925222156714
515 => 0.038111433081816
516 => 0.036181953824672
517 => 0.036057718107578
518 => 0.037364383862231
519 => 0.040262442744131
520 => 0.039536511863727
521 => 0.040263630106994
522 => 0.039415408053063
523 => 0.039373286678709
524 => 0.040222433855102
525 => 0.042206512517346
526 => 0.04126395111699
527 => 0.039912558224043
528 => 0.040910405706193
529 => 0.04004597787073
530 => 0.038098180019314
531 => 0.039535956758064
601 => 0.038574556398386
602 => 0.038855144134194
603 => 0.040875864692726
604 => 0.04063272624896
605 => 0.040947369909207
606 => 0.040392032084529
607 => 0.039873258987544
608 => 0.038904930477424
609 => 0.038618256143596
610 => 0.038697482616004
611 => 0.038618216882891
612 => 0.038076445980877
613 => 0.03795945060617
614 => 0.037764453189306
615 => 0.037824891042545
616 => 0.037458238850335
617 => 0.038150187291245
618 => 0.038278619019306
619 => 0.038782161390889
620 => 0.038834440830345
621 => 0.040236799167726
622 => 0.039464403761171
623 => 0.039982593285299
624 => 0.039936241536872
625 => 0.036223771490867
626 => 0.036735317107806
627 => 0.037531121555906
628 => 0.037172612730724
629 => 0.036665765130063
630 => 0.036256458517081
701 => 0.035636317144662
702 => 0.036509154217581
703 => 0.037656842152596
704 => 0.03886354809035
705 => 0.040313326208057
706 => 0.039989752609463
707 => 0.038836445496884
708 => 0.038888182011463
709 => 0.039207996787022
710 => 0.038793807594437
711 => 0.03867165511561
712 => 0.03919121491221
713 => 0.039194792834984
714 => 0.038718218112479
715 => 0.038188592520669
716 => 0.038186373370101
717 => 0.038092131611614
718 => 0.039432173452539
719 => 0.040169060971536
720 => 0.040253543938035
721 => 0.040163374594765
722 => 0.040198077196297
723 => 0.039769298585201
724 => 0.040749359339819
725 => 0.041648760006219
726 => 0.041407701414731
727 => 0.041046320317593
728 => 0.04075846286725
729 => 0.041339891347672
730 => 0.041314001252692
731 => 0.041640904526018
801 => 0.041626074305255
802 => 0.041516149029889
803 => 0.041407705340509
804 => 0.041837672310984
805 => 0.041713848728546
806 => 0.041589832813882
807 => 0.041341099911139
808 => 0.041374906843638
809 => 0.041013588144041
810 => 0.040846425580788
811 => 0.038332701708546
812 => 0.037660952551585
813 => 0.03787229851108
814 => 0.037941879088541
815 => 0.037649532994562
816 => 0.038068682195778
817 => 0.038003358236758
818 => 0.038257495548069
819 => 0.038098721589321
820 => 0.038105237727971
821 => 0.038572158086472
822 => 0.038707707052966
823 => 0.038638765754593
824 => 0.038687049876804
825 => 0.039799737093706
826 => 0.039641548553197
827 => 0.039557514043866
828 => 0.039580792177253
829 => 0.039865107617454
830 => 0.039944700417663
831 => 0.039607460130291
901 => 0.039766504599379
902 => 0.040443695763005
903 => 0.040680674344574
904 => 0.041436996220769
905 => 0.041115697245212
906 => 0.041705455420341
907 => 0.043518170987309
908 => 0.04496629361258
909 => 0.043634540200182
910 => 0.046293832984188
911 => 0.048364473869429
912 => 0.048284999223421
913 => 0.047923935090293
914 => 0.045566565493281
915 => 0.043397278843711
916 => 0.045211979238853
917 => 0.045216605283357
918 => 0.045060720910036
919 => 0.04409253645535
920 => 0.045027030189674
921 => 0.045101206908722
922 => 0.045059687671237
923 => 0.044317382919858
924 => 0.043184020765352
925 => 0.043405477017456
926 => 0.043768226875989
927 => 0.043081465716239
928 => 0.042862003913372
929 => 0.043270025159217
930 => 0.044584754627932
1001 => 0.044336212637581
1002 => 0.044329722201776
1003 => 0.045393090234706
1004 => 0.044631948212312
1005 => 0.043408270289997
1006 => 0.043099275476283
1007 => 0.042002552051447
1008 => 0.042760062827376
1009 => 0.042787324291631
1010 => 0.042372443381228
1011 => 0.043441935589337
1012 => 0.043432080030359
1013 => 0.04444740370905
1014 => 0.04638832124455
1015 => 0.045814296422551
1016 => 0.04514676800829
1017 => 0.045219346855475
1018 => 0.046015357669241
1019 => 0.045534071360079
1020 => 0.045707145272501
1021 => 0.046015095701146
1022 => 0.046200889840726
1023 => 0.045192613937999
1024 => 0.044957536593662
1025 => 0.044476650848085
1026 => 0.044351196733221
1027 => 0.044742868138984
1028 => 0.04463967656152
1029 => 0.042785033071122
1030 => 0.042591212507237
1031 => 0.042597156707219
1101 => 0.042109785683663
1102 => 0.041366427890293
1103 => 0.043319927787683
1104 => 0.043163034406709
1105 => 0.042989836256697
1106 => 0.043011052041819
1107 => 0.043859000137021
1108 => 0.043367147419399
1109 => 0.044674818482274
1110 => 0.044406000623937
1111 => 0.044130288601876
1112 => 0.044092176802034
1113 => 0.043986051196185
1114 => 0.04362210700613
1115 => 0.043182622526984
1116 => 0.042892436806358
1117 => 0.039566005668234
1118 => 0.04018337193851
1119 => 0.040893595557756
1120 => 0.041138761905078
1121 => 0.04071938790299
1122 => 0.043638666447847
1123 => 0.044172046768861
1124 => 0.042556402984973
1125 => 0.042254181999309
1126 => 0.043658480005353
1127 => 0.042811516639259
1128 => 0.043192904191151
1129 => 0.042368552911798
1130 => 0.044043571068727
1201 => 0.044030810236795
1202 => 0.043379190341748
1203 => 0.043929935014941
1204 => 0.043834229574813
1205 => 0.043098552318175
1206 => 0.044066893349967
1207 => 0.044067373635037
1208 => 0.043440203653493
1209 => 0.042707806420213
1210 => 0.042576871093353
1211 => 0.04247822891325
1212 => 0.043168644261721
1213 => 0.043787668504288
1214 => 0.04493951915058
1215 => 0.045229121770354
1216 => 0.04635946007527
1217 => 0.045686398649866
1218 => 0.045984758062143
1219 => 0.046308669409685
1220 => 0.046463964421143
1221 => 0.046210919533563
1222 => 0.047966800186906
1223 => 0.048115050312841
1224 => 0.048164757297709
1225 => 0.047572684220753
1226 => 0.048098583689519
1227 => 0.047852532744043
1228 => 0.04849268894925
1229 => 0.048593073616151
1230 => 0.048508051374574
1231 => 0.048539915052313
]
'min_raw' => 0.021766901226646
'max_raw' => 0.048593073616151
'avg_raw' => 0.035179987421398
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.021766'
'max' => '$0.048593'
'avg' => '$0.035179'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0033564120044249
'max_diff' => -0.0046370649798895
'year' => 2031
]
6 => [
'items' => [
101 => 0.047041580673257
102 => 0.04696388413136
103 => 0.045904486269492
104 => 0.046336198728877
105 => 0.045529132978573
106 => 0.045785061841693
107 => 0.045897872845976
108 => 0.045838946779307
109 => 0.046360607103594
110 => 0.045917089259786
111 => 0.044746572748894
112 => 0.04357573733156
113 => 0.043561038446638
114 => 0.043252778148215
115 => 0.043029962413146
116 => 0.043072884628533
117 => 0.04322414811399
118 => 0.043021170704389
119 => 0.043064486225944
120 => 0.043783812493555
121 => 0.043928068246524
122 => 0.043437830833574
123 => 0.041469456879655
124 => 0.040986412974072
125 => 0.041333615354228
126 => 0.041167674979211
127 => 0.033225526713518
128 => 0.035091416640992
129 => 0.033982768205722
130 => 0.034493684411157
131 => 0.033362041441866
201 => 0.033902120781301
202 => 0.033802387847847
203 => 0.036802683635528
204 => 0.036755838143576
205 => 0.036778260601565
206 => 0.035707978260323
207 => 0.037412967091254
208 => 0.038252905898786
209 => 0.03809745557976
210 => 0.038136579076013
211 => 0.037464307788036
212 => 0.036784769657145
213 => 0.036031057289819
214 => 0.037431361706647
215 => 0.037275671759489
216 => 0.037632768482794
217 => 0.038540965992934
218 => 0.038674701526209
219 => 0.038854443439142
220 => 0.038790018758256
221 => 0.04032487602973
222 => 0.04013899468684
223 => 0.040586915241492
224 => 0.039665508676758
225 => 0.038622849688048
226 => 0.038821025074711
227 => 0.03880193919135
228 => 0.038558953990401
229 => 0.038339597815587
301 => 0.03797443158774
302 => 0.03912987156708
303 => 0.039082962814
304 => 0.039842361000906
305 => 0.03970812999497
306 => 0.03881170248543
307 => 0.038843718569304
308 => 0.039059042119761
309 => 0.039804279386413
310 => 0.040025516546778
311 => 0.03992303067932
312 => 0.0401656071258
313 => 0.040357329658459
314 => 0.04018968452409
315 => 0.042563186094457
316 => 0.041577542762488
317 => 0.042057938464428
318 => 0.042172510008684
319 => 0.041879037407251
320 => 0.041942681106036
321 => 0.042039083967825
322 => 0.042624423266994
323 => 0.044160522957306
324 => 0.04484085105356
325 => 0.046887651697939
326 => 0.044784359275791
327 => 0.04465955860775
328 => 0.04502824921126
329 => 0.046229937865362
330 => 0.047203793650636
331 => 0.0475268777977
401 => 0.047569578701272
402 => 0.048175706039391
403 => 0.048523126925996
404 => 0.048102106237812
405 => 0.04774533528728
406 => 0.046467426026515
407 => 0.04661534750308
408 => 0.047634379789942
409 => 0.049073822915837
410 => 0.050309014866387
411 => 0.04987649369609
412 => 0.053176324913095
413 => 0.053503489699659
414 => 0.05345828610466
415 => 0.054203616177102
416 => 0.052724287767135
417 => 0.052091846211236
418 => 0.047822473216307
419 => 0.049021992882421
420 => 0.050765565162437
421 => 0.050534796833116
422 => 0.049268568037548
423 => 0.0503080543183
424 => 0.049964367646142
425 => 0.049693287708238
426 => 0.050935157455209
427 => 0.049569670655217
428 => 0.050751943387064
429 => 0.049235666379425
430 => 0.049878469416363
501 => 0.049513583323712
502 => 0.049749709344415
503 => 0.048369321452235
504 => 0.049114145251833
505 => 0.048338334333418
506 => 0.048337966498029
507 => 0.048320840429006
508 => 0.049233578534049
509 => 0.049263342890886
510 => 0.048588828052188
511 => 0.04849161992603
512 => 0.048851049317279
513 => 0.048430251634833
514 => 0.04862714022198
515 => 0.048436215189564
516 => 0.048393233943271
517 => 0.048050752060149
518 => 0.047903201448165
519 => 0.047961059845034
520 => 0.047763559308469
521 => 0.047644558091282
522 => 0.04829716809169
523 => 0.047948504894684
524 => 0.048243730456215
525 => 0.047907283668415
526 => 0.046741012519012
527 => 0.046070277647897
528 => 0.043867299560069
529 => 0.044492061412992
530 => 0.044906279167842
531 => 0.044769380202335
601 => 0.045063492153111
602 => 0.04508154823821
603 => 0.044985929444897
604 => 0.044875215131765
605 => 0.044821325527019
606 => 0.045222974489876
607 => 0.045456145231697
608 => 0.04494785146106
609 => 0.044828765342385
610 => 0.045342678408168
611 => 0.045656165081417
612 => 0.047970774543745
613 => 0.047799300798686
614 => 0.048229666248762
615 => 0.048181213703579
616 => 0.048632305257852
617 => 0.049369649303572
618 => 0.047870422693985
619 => 0.048130636594054
620 => 0.048066838154973
621 => 0.048763372784003
622 => 0.048765547289086
623 => 0.048347939984497
624 => 0.048574331679219
625 => 0.048447966045957
626 => 0.048676325824602
627 => 0.047797010662278
628 => 0.048867921613783
629 => 0.049475059115308
630 => 0.049483489220106
701 => 0.049771267577288
702 => 0.050063667055183
703 => 0.050624902390376
704 => 0.050048014506296
705 => 0.049010249361739
706 => 0.049085172653215
707 => 0.048476731328665
708 => 0.048486959337254
709 => 0.04843236142582
710 => 0.048596213867974
711 => 0.047832967059109
712 => 0.048012099559593
713 => 0.047761313009916
714 => 0.048130091433072
715 => 0.047733346811014
716 => 0.048066807389434
717 => 0.048210717920687
718 => 0.048741750879183
719 => 0.047654912811274
720 => 0.04543877641834
721 => 0.045904635156191
722 => 0.045215593490495
723 => 0.045279366920021
724 => 0.045408199397132
725 => 0.044990611187454
726 => 0.045070273858144
727 => 0.045067427746969
728 => 0.04504290149846
729 => 0.044934270677101
730 => 0.044776734494177
731 => 0.045404310159865
801 => 0.045510947494579
802 => 0.04574798908008
803 => 0.046453264051684
804 => 0.046382790450492
805 => 0.046497735817958
806 => 0.04624681072617
807 => 0.045291006615359
808 => 0.045342911377088
809 => 0.044695658166606
810 => 0.045731437360264
811 => 0.045486151175588
812 => 0.045328013576647
813 => 0.045284864267641
814 => 0.045991887479485
815 => 0.0462034399057
816 => 0.046071614630438
817 => 0.045801237144919
818 => 0.046320441847044
819 => 0.046459359121845
820 => 0.046490457576601
821 => 0.04741038876114
822 => 0.046541871510656
823 => 0.046750932245167
824 => 0.0483819644168
825 => 0.046902843304183
826 => 0.047686366745873
827 => 0.047648017350662
828 => 0.048048841430443
829 => 0.047615138076941
830 => 0.047620514349797
831 => 0.047976418978467
901 => 0.047476615115238
902 => 0.047352856649944
903 => 0.047181885216517
904 => 0.047555195086541
905 => 0.047778977470268
906 => 0.049582499133054
907 => 0.050747656377794
908 => 0.050697073828916
909 => 0.051159303639095
910 => 0.05095106487607
911 => 0.05027860697965
912 => 0.051426410611334
913 => 0.051063197516125
914 => 0.051093140362391
915 => 0.051092025888157
916 => 0.051333530843831
917 => 0.051162402449132
918 => 0.050825090817211
919 => 0.051049014020155
920 => 0.051713985878888
921 => 0.053778078932225
922 => 0.054933172750469
923 => 0.053708540833989
924 => 0.054553275531502
925 => 0.054046735722742
926 => 0.053954682371237
927 => 0.054485238186679
928 => 0.055016722669842
929 => 0.054982869405935
930 => 0.054597038963189
1001 => 0.054379093136167
1002 => 0.056029451955587
1003 => 0.057245408220608
1004 => 0.057162488155208
1005 => 0.057528470356834
1006 => 0.058603005420212
1007 => 0.058701247439896
1008 => 0.058688871203483
1009 => 0.058445368107203
1010 => 0.059503387423109
1011 => 0.060386005750517
1012 => 0.058389004175895
1013 => 0.059149436232841
1014 => 0.059490818682794
1015 => 0.059992069402935
1016 => 0.060837763387188
1017 => 0.061756411363337
1018 => 0.061886318259627
1019 => 0.061794143100092
1020 => 0.061188270065239
1021 => 0.062193465642491
1022 => 0.062782285636908
1023 => 0.063132914468678
1024 => 0.064022050846971
1025 => 0.059492926944585
1026 => 0.056286987934412
1027 => 0.055786334263653
1028 => 0.056804433190375
1029 => 0.057072897758164
1030 => 0.056964680027514
1031 => 0.053356104200342
1101 => 0.055767335858735
1102 => 0.058361618381049
1103 => 0.05846127533828
1104 => 0.05976002741284
1105 => 0.060182954325963
1106 => 0.061228619977309
1107 => 0.061163213306113
1108 => 0.061417816252042
1109 => 0.061359287443881
1110 => 0.06329616287212
1111 => 0.065432824098252
1112 => 0.065358838314158
1113 => 0.065051667983073
1114 => 0.065507868305058
1115 => 0.067713131668958
1116 => 0.067510106357036
1117 => 0.067707328153914
1118 => 0.070307457943149
1119 => 0.073687996533305
1120 => 0.072117396957652
1121 => 0.075525146108965
1122 => 0.077670143562696
1123 => 0.081379694862047
1124 => 0.080915240769443
1125 => 0.082359341868335
1126 => 0.080083771009187
1127 => 0.074858600347836
1128 => 0.074031697089527
1129 => 0.075687178353186
1130 => 0.079757017500394
1201 => 0.075559004635113
1202 => 0.076408257170256
1203 => 0.076163672383002
1204 => 0.076150639499108
1205 => 0.076648051668784
1206 => 0.075926529373395
1207 => 0.072986917742596
1208 => 0.074334124429751
1209 => 0.073813903229662
1210 => 0.074391127436221
1211 => 0.077506168413646
1212 => 0.076128934544224
1213 => 0.074678130540183
1214 => 0.076497760720433
1215 => 0.07881477523266
1216 => 0.07866978062856
1217 => 0.078388430493564
1218 => 0.079974386473524
1219 => 0.082593921110917
1220 => 0.083301970797262
1221 => 0.083824638600283
1222 => 0.083896705659774
1223 => 0.084639041161967
1224 => 0.080647316074044
1225 => 0.086982286303348
1226 => 0.088076160661928
1227 => 0.087870557618962
1228 => 0.089086352931254
1229 => 0.088728635108628
1230 => 0.088210358107849
1231 => 0.090137652284911
]
'min_raw' => 0.033225526713518
'max_raw' => 0.090137652284911
'avg_raw' => 0.061681589499215
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.033225'
'max' => '$0.090137'
'avg' => '$0.061681'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.011458625486873
'max_diff' => 0.04154457866876
'year' => 2032
]
7 => [
'items' => [
101 => 0.08792816503553
102 => 0.084792076051743
103 => 0.08307155561043
104 => 0.085337275717976
105 => 0.086720871924918
106 => 0.087635341004461
107 => 0.087912058795394
108 => 0.080957182329635
109 => 0.077208889649724
110 => 0.079611502283284
111 => 0.082542855515694
112 => 0.08063103225883
113 => 0.080705972110939
114 => 0.077980214564965
115 => 0.082784024576116
116 => 0.082084149863893
117 => 0.085715101108964
118 => 0.084848545454123
119 => 0.087809445241763
120 => 0.08702974109712
121 => 0.090266249408862
122 => 0.09155738019938
123 => 0.093725389745122
124 => 0.095320186392356
125 => 0.096256681487211
126 => 0.09620045783442
127 => 0.099911317960238
128 => 0.097723153391621
129 => 0.094974302982647
130 => 0.09492458495126
131 => 0.09634825352958
201 => 0.099331872305336
202 => 0.100105481244
203 => 0.10053782310304
204 => 0.099875676495993
205 => 0.097500580683927
206 => 0.096475026354286
207 => 0.09734882835631
208 => 0.096280243594497
209 => 0.098124920685315
210 => 0.10065805633277
211 => 0.10013497383868
212 => 0.10188356019153
213 => 0.10369316311008
214 => 0.10628097655797
215 => 0.1069575268197
216 => 0.10807583867544
217 => 0.10922694892131
218 => 0.10959665450899
219 => 0.11030253718878
220 => 0.11029881683862
221 => 0.11242604180555
222 => 0.11477243681874
223 => 0.11565814661706
224 => 0.11769478745995
225 => 0.1142071113889
226 => 0.11685255375233
227 => 0.11923880898385
228 => 0.11639381712307
301 => 0.12031497560507
302 => 0.12046722530339
303 => 0.12276601498886
304 => 0.12043575124782
305 => 0.11905204807686
306 => 0.12304674728475
307 => 0.12497965639959
308 => 0.12439744844367
309 => 0.1199668171519
310 => 0.11738799970137
311 => 0.11063873701662
312 => 0.11863353021316
313 => 0.12252756076789
314 => 0.11995673255349
315 => 0.12125330876868
316 => 0.12832700818253
317 => 0.13102021493121
318 => 0.13046004675442
319 => 0.13055470595514
320 => 0.13200791143157
321 => 0.13845222480891
322 => 0.13459064285519
323 => 0.13754267756809
324 => 0.13910842613546
325 => 0.14056278066495
326 => 0.136991345594
327 => 0.13234496104148
328 => 0.13087325601175
329 => 0.11970111435305
330 => 0.11911955586157
331 => 0.11879310945727
401 => 0.11673491105493
402 => 0.11511773089869
403 => 0.11383168919639
404 => 0.11045673172501
405 => 0.11159568079868
406 => 0.10621670299766
407 => 0.10965798237549
408 => 0.10107300392509
409 => 0.10822282908259
410 => 0.10433150431203
411 => 0.10694442423862
412 => 0.10693530800715
413 => 0.10212409399527
414 => 0.099349086160698
415 => 0.10111742915781
416 => 0.10301323322195
417 => 0.10332082105311
418 => 0.10577878050782
419 => 0.10646474415797
420 => 0.10438624227344
421 => 0.10089509932865
422 => 0.10170601221023
423 => 0.099332653037035
424 => 0.095173432375954
425 => 0.098160657267768
426 => 0.099180627184841
427 => 0.099631104006624
428 => 0.095540988176171
429 => 0.094255784981508
430 => 0.093571553584569
501 => 0.10036711673641
502 => 0.10073939302598
503 => 0.09883477489396
504 => 0.10744382945402
505 => 0.10549533526305
506 => 0.10767228066703
507 => 0.10163243036581
508 => 0.10186316078106
509 => 0.099003798855567
510 => 0.10060485047121
511 => 0.099473278793575
512 => 0.10047550132256
513 => 0.10107622937412
514 => 0.10393512210646
515 => 0.10825547304529
516 => 0.10350809886792
517 => 0.10143959995518
518 => 0.10272288504696
519 => 0.10614044235571
520 => 0.11131821661999
521 => 0.10825287004312
522 => 0.10961321880097
523 => 0.10991039448686
524 => 0.10765012140637
525 => 0.11140155611249
526 => 0.1134119804481
527 => 0.11547425981774
528 => 0.11726487921064
529 => 0.11465054008701
530 => 0.11744825770008
531 => 0.11519379116759
601 => 0.11317130162547
602 => 0.11317436890726
603 => 0.11190563167363
604 => 0.1094472934123
605 => 0.10899393811923
606 => 0.11135234960622
607 => 0.11324357227639
608 => 0.11339934243385
609 => 0.11444642047858
610 => 0.11506607047969
611 => 0.12113948286391
612 => 0.12358225956674
613 => 0.12656924067957
614 => 0.12773283816005
615 => 0.13123484940351
616 => 0.12840669090497
617 => 0.12779480102386
618 => 0.11930006724638
619 => 0.12069107942656
620 => 0.12291822413974
621 => 0.1193367920424
622 => 0.12160838637612
623 => 0.12205684721655
624 => 0.11921509635018
625 => 0.12073299827271
626 => 0.11670190079302
627 => 0.10834333995463
628 => 0.11141086158012
629 => 0.1136695900131
630 => 0.11044610604004
701 => 0.1162240762957
702 => 0.11284870535386
703 => 0.11177887481167
704 => 0.10760508444448
705 => 0.10957495283387
706 => 0.11223922803632
707 => 0.11059301571644
708 => 0.11400915346021
709 => 0.11884731555604
710 => 0.12229527798306
711 => 0.12255996972469
712 => 0.12034316087965
713 => 0.12389561120131
714 => 0.1239214869236
715 => 0.11991430844859
716 => 0.11745993394471
717 => 0.11690229489338
718 => 0.11829538657518
719 => 0.11998685705579
720 => 0.12265383456433
721 => 0.12426543321678
722 => 0.12846762777649
723 => 0.12960462113799
724 => 0.13085383212743
725 => 0.13252316325172
726 => 0.13452762327415
727 => 0.13014197885905
728 => 0.13031622868753
729 => 0.12623237733156
730 => 0.12186819647419
731 => 0.12518006574211
801 => 0.12950989425042
802 => 0.12851662680658
803 => 0.12840486392853
804 => 0.12859281808897
805 => 0.12784392687339
806 => 0.12445671966056
807 => 0.12275568540331
808 => 0.12495045357528
809 => 0.12611687518079
810 => 0.12792589336828
811 => 0.12770289369293
812 => 0.13236273026953
813 => 0.13417340185706
814 => 0.13371015458196
815 => 0.13379540322925
816 => 0.13707353764951
817 => 0.14071949732461
818 => 0.14413441968709
819 => 0.14760822538854
820 => 0.1434204170305
821 => 0.1412941062144
822 => 0.14348791621925
823 => 0.14232384975056
824 => 0.14901292096415
825 => 0.14947605774191
826 => 0.15616464525951
827 => 0.1625129112759
828 => 0.15852567913201
829 => 0.16228545945482
830 => 0.16635196841333
831 => 0.1741969239616
901 => 0.1715550189218
902 => 0.16953136106525
903 => 0.16761901416906
904 => 0.17159830448352
905 => 0.17671759790237
906 => 0.1778202446728
907 => 0.1796069536844
908 => 0.17772844762709
909 => 0.17999090126246
910 => 0.18797835676782
911 => 0.18582007578305
912 => 0.1827549698237
913 => 0.1890602988218
914 => 0.19134217287487
915 => 0.20735756000601
916 => 0.22757764782172
917 => 0.21920639869376
918 => 0.21401009422152
919 => 0.21523134903049
920 => 0.22261504060762
921 => 0.22498644799553
922 => 0.21854014524203
923 => 0.2208170883534
924 => 0.23336326876121
925 => 0.24009389202034
926 => 0.23095280159114
927 => 0.20573289563788
928 => 0.18247899056811
929 => 0.18864697332961
930 => 0.18794771549924
1001 => 0.20142702117955
1002 => 0.18576860149536
1003 => 0.18603224912458
1004 => 0.19979029257153
1005 => 0.19611988245246
1006 => 0.19017428813018
1007 => 0.18252239998645
1008 => 0.16837717703878
1009 => 0.15584835860531
1010 => 0.18042025676792
1011 => 0.17936067183805
1012 => 0.17782623583791
1013 => 0.1812409571129
1014 => 0.19782187433872
1015 => 0.19743963052947
1016 => 0.19500799043755
1017 => 0.19685236801578
1018 => 0.18985095982328
1019 => 0.19165538213359
1020 => 0.18247530703074
1021 => 0.18662508437103
1022 => 0.19016153155507
1023 => 0.19087152568526
1024 => 0.19247117871378
1025 => 0.17880231872792
1026 => 0.18493923556492
1027 => 0.18854409925532
1028 => 0.17225719395605
1029 => 0.18822215950395
1030 => 0.17856437428603
1031 => 0.17528637692801
1101 => 0.17969976852728
1102 => 0.17797986552888
1103 => 0.17650119392695
1104 => 0.17567606976627
1105 => 0.17891677746851
1106 => 0.17876559458072
1107 => 0.17346316778558
1108 => 0.1665463681859
1109 => 0.16886787316776
1110 => 0.16802444864362
1111 => 0.16496776936422
1112 => 0.16702760213367
1113 => 0.15795714107452
1114 => 0.14235188426379
1115 => 0.1526611949149
1116 => 0.15226429766921
1117 => 0.15206416408007
1118 => 0.15981132610596
1119 => 0.15906661523461
1120 => 0.15771495771088
1121 => 0.16494294511382
1122 => 0.1623046324816
1123 => 0.17043529034947
1124 => 0.17579066747923
1125 => 0.17443237061082
1126 => 0.17946912868615
1127 => 0.16892135595376
1128 => 0.17242490295227
1129 => 0.17314697913295
1130 => 0.16485375287124
1201 => 0.15918845914316
1202 => 0.15881064864057
1203 => 0.14898781004166
1204 => 0.15423509113402
1205 => 0.15885248134805
1206 => 0.15664110975948
1207 => 0.15594105557739
1208 => 0.15951748057047
1209 => 0.15979539942244
1210 => 0.15345882014498
1211 => 0.15477639563013
1212 => 0.16027090443192
1213 => 0.15463794810578
1214 => 0.14369403410229
1215 => 0.14097979211798
1216 => 0.14061766220386
1217 => 0.13325642267315
1218 => 0.14116117074602
1219 => 0.13771053637814
1220 => 0.14861104900134
1221 => 0.14238473465159
1222 => 0.14211633068435
1223 => 0.14171059872156
1224 => 0.1353744757685
1225 => 0.1367616840136
1226 => 0.14137297549809
1227 => 0.14301833624968
1228 => 0.14284671164324
1229 => 0.14135037765414
1230 => 0.14203539169188
1231 => 0.1398287228016
]
'min_raw' => 0.077208889649724
'max_raw' => 0.24009389202034
'avg_raw' => 0.15865139083503
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.0772088'
'max' => '$0.240093'
'avg' => '$0.158651'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.043983362936206
'max_diff' => 0.14995623973543
'year' => 2033
]
8 => [
'items' => [
101 => 0.1390495020886
102 => 0.13659006717683
103 => 0.13297537729277
104 => 0.13347802209133
105 => 0.12631637559594
106 => 0.1224143304879
107 => 0.12133429583013
108 => 0.11989002834799
109 => 0.12149742968528
110 => 0.12629608755123
111 => 0.12050788807284
112 => 0.11058442606213
113 => 0.11118084303773
114 => 0.11252081490411
115 => 0.1100237861959
116 => 0.10766055808332
117 => 0.10971519319245
118 => 0.10551049151983
119 => 0.11302893301305
120 => 0.11282558024085
121 => 0.11562799029222
122 => 0.11738039480858
123 => 0.11334166974606
124 => 0.11232594131471
125 => 0.11290454639149
126 => 0.10334149333104
127 => 0.11484648483558
128 => 0.11494598047987
129 => 0.11409403836793
130 => 0.12022009116733
131 => 0.13314797333786
201 => 0.12828398404246
202 => 0.12640050037242
203 => 0.12281999653886
204 => 0.1275908053078
205 => 0.12722448163055
206 => 0.12556782703793
207 => 0.12456587717123
208 => 0.12641200052208
209 => 0.12433712205792
210 => 0.12396441687191
211 => 0.12170622895192
212 => 0.12090015860549
213 => 0.12030337621158
214 => 0.11964637743451
215 => 0.12109555302283
216 => 0.11781153048477
217 => 0.11385132124057
218 => 0.11352207269197
219 => 0.11443115688247
220 => 0.11402895480153
221 => 0.11352014710314
222 => 0.11254869464138
223 => 0.11226048544778
224 => 0.11319702550777
225 => 0.11213972638371
226 => 0.11369982883533
227 => 0.1132755672929
228 => 0.11090567680492
301 => 0.10795191581107
302 => 0.1079256211425
303 => 0.10728923818151
304 => 0.10647870879988
305 => 0.10625323806831
306 => 0.10954215755441
307 => 0.11635012246155
308 => 0.11501355604949
309 => 0.11597936225904
310 => 0.1207301729165
311 => 0.12224031276265
312 => 0.12116845126948
313 => 0.11970122114809
314 => 0.11976577182711
315 => 0.12477974131267
316 => 0.12509245643922
317 => 0.1258825866783
318 => 0.12689812732629
319 => 0.12134140223315
320 => 0.11950405057493
321 => 0.11863341142687
322 => 0.11595217983062
323 => 0.11884365823576
324 => 0.11715891759453
325 => 0.11738624666597
326 => 0.11723819830997
327 => 0.11731904272333
328 => 0.11302683145542
329 => 0.11459068764947
330 => 0.11199047341197
331 => 0.10850907843572
401 => 0.10849740757902
402 => 0.10934947406737
403 => 0.10884263157874
404 => 0.10747873147393
405 => 0.10767246704639
406 => 0.10597513957349
407 => 0.10787855333271
408 => 0.10793313642858
409 => 0.10720021845163
410 => 0.1101326899682
411 => 0.1113341259412
412 => 0.11085170362815
413 => 0.11130027790568
414 => 0.11506909641814
415 => 0.11568357828076
416 => 0.11595649053373
417 => 0.11559082426869
418 => 0.11136916498957
419 => 0.11155641353048
420 => 0.11018250797864
421 => 0.10902170256594
422 => 0.10906812869482
423 => 0.10966493357109
424 => 0.11227121546791
425 => 0.11775598207106
426 => 0.11796412495434
427 => 0.11821640020082
428 => 0.11719026998998
429 => 0.11688077929964
430 => 0.11728907740652
501 => 0.11934886736733
502 => 0.12464720637407
503 => 0.12277441950492
504 => 0.12125181462865
505 => 0.12258754959647
506 => 0.12238192366801
507 => 0.12064623389719
508 => 0.12059751886622
509 => 0.11726617526243
510 => 0.11603465338313
511 => 0.11500550152297
512 => 0.11388169455837
513 => 0.11321546411941
514 => 0.11423909686998
515 => 0.1144732137913
516 => 0.11223502289214
517 => 0.11192996574298
518 => 0.11375772074594
519 => 0.11295339391471
520 => 0.11378066400698
521 => 0.11397259776458
522 => 0.11394169200899
523 => 0.11310188242084
524 => 0.11363715200885
525 => 0.11237107986167
526 => 0.11099441655951
527 => 0.11011619114188
528 => 0.1093498229853
529 => 0.10977504858015
530 => 0.10825919697764
531 => 0.10777424554193
601 => 0.11345581471638
602 => 0.1176528509527
603 => 0.11759182438362
604 => 0.11722034083907
605 => 0.11666839164456
606 => 0.11930848884588
607 => 0.11838873177135
608 => 0.11905793189134
609 => 0.11922827140812
610 => 0.11974383782243
611 => 0.11992810850112
612 => 0.11937111452591
613 => 0.11750177471405
614 => 0.11284355763439
615 => 0.11067514500919
616 => 0.10995953272511
617 => 0.10998554387249
618 => 0.10926804030873
619 => 0.10947937726451
620 => 0.10919454594011
621 => 0.1086551443198
622 => 0.10974174205009
623 => 0.10986696231614
624 => 0.10961333742202
625 => 0.10967307526594
626 => 0.10757316946719
627 => 0.10773282074431
628 => 0.10684386214579
629 => 0.10667719312512
630 => 0.10442998319853
701 => 0.10044872507528
702 => 0.10265472854564
703 => 0.099990186564474
704 => 0.098981084141809
705 => 0.10375801806308
706 => 0.10327854638891
707 => 0.10245789930405
708 => 0.10124399122771
709 => 0.10079374091405
710 => 0.098058162540217
711 => 0.097896529976147
712 => 0.09925235648505
713 => 0.098626689202333
714 => 0.097748015378669
715 => 0.094565547859094
716 => 0.090987400688307
717 => 0.091095402459962
718 => 0.092233544501195
719 => 0.095542845985444
720 => 0.094249844644051
721 => 0.093311757335389
722 => 0.093136081781278
723 => 0.095335029142666
724 => 0.098447000352744
725 => 0.099907067618082
726 => 0.098460185301034
727 => 0.096798084800887
728 => 0.096899249156899
729 => 0.097572250295016
730 => 0.097642973198908
731 => 0.096561116640004
801 => 0.096865652924324
802 => 0.09640303446106
803 => 0.093563945805935
804 => 0.093512595695011
805 => 0.092815837552554
806 => 0.09279473999291
807 => 0.091609380578127
808 => 0.091443540601996
809 => 0.08908993753777
810 => 0.09063908620201
811 => 0.089599998611993
812 => 0.088033848517855
813 => 0.087763843651308
814 => 0.087755726978979
815 => 0.089363812940906
816 => 0.090620294781271
817 => 0.089618073985494
818 => 0.089389887737529
819 => 0.091826319881886
820 => 0.091516261682945
821 => 0.091247753282322
822 => 0.098168357463281
823 => 0.092690159232573
824 => 0.090301352119362
825 => 0.087344749694595
826 => 0.088307434352583
827 => 0.088510286154801
828 => 0.081400190290881
829 => 0.078515625284395
830 => 0.077525751276708
831 => 0.07695606479052
901 => 0.077215678075948
902 => 0.074619231244381
903 => 0.076364086456461
904 => 0.074115782972511
905 => 0.073738847576815
906 => 0.077759092717473
907 => 0.078318486342864
908 => 0.075931939346969
909 => 0.077464488865196
910 => 0.076908765105855
911 => 0.074154323682721
912 => 0.074049124280657
913 => 0.072667042397826
914 => 0.070504351874983
915 => 0.06951594427331
916 => 0.06900117301261
917 => 0.069213577667467
918 => 0.069106179374282
919 => 0.068405332864244
920 => 0.069146351075856
921 => 0.067253355755053
922 => 0.06649954976541
923 => 0.066159073088054
924 => 0.064478930784096
925 => 0.067152784352367
926 => 0.067679567189636
927 => 0.068207387951826
928 => 0.07280170732815
929 => 0.07257218811552
930 => 0.074646930017299
1001 => 0.074566309362202
1002 => 0.073974559363224
1003 => 0.071478063455686
1004 => 0.07247312222867
1005 => 0.069410485991893
1006 => 0.071705221299507
1007 => 0.07065799993555
1008 => 0.071351154702943
1009 => 0.070104799931924
1010 => 0.070794584122933
1011 => 0.067804486942707
1012 => 0.065012376267614
1013 => 0.066136003110063
1014 => 0.067357513990121
1015 => 0.070006060813271
1016 => 0.06842860817544
1017 => 0.068995919794092
1018 => 0.067095520838425
1019 => 0.06317445497076
1020 => 0.063196647777744
1021 => 0.062593477219068
1022 => 0.062072249792027
1023 => 0.068609797586712
1024 => 0.067796750175106
1025 => 0.066501265533727
1026 => 0.068235323206726
1027 => 0.068693835578663
1028 => 0.0687068887813
1029 => 0.069972012497013
1030 => 0.070647209250875
1031 => 0.070766215605214
1101 => 0.072756915106696
1102 => 0.073424171321632
1103 => 0.076172505237317
1104 => 0.070589923523647
1105 => 0.070474953926974
1106 => 0.068259724954293
1107 => 0.066854791718435
1108 => 0.068355921934926
1109 => 0.069685718382027
1110 => 0.068301045436698
1111 => 0.068481854491317
1112 => 0.066623044194149
1113 => 0.067287481410233
1114 => 0.067859784250083
1115 => 0.067543792260324
1116 => 0.067070736957469
1117 => 0.069576690238164
1118 => 0.069435294533157
1119 => 0.071768895839757
1120 => 0.073588104935682
1121 => 0.076848452858103
1122 => 0.073446109835275
1123 => 0.073322114932435
1124 => 0.074534184997109
1125 => 0.07342398576002
1126 => 0.074125593355085
1127 => 0.076735413027727
1128 => 0.07679055440491
1129 => 0.075866865291444
1130 => 0.075810658724945
1201 => 0.075988063323238
1202 => 0.07702712759657
1203 => 0.076664046612248
1204 => 0.077084213119392
1205 => 0.077609637770393
1206 => 0.079783016902371
1207 => 0.08030701125315
1208 => 0.079033976640678
1209 => 0.07914891741262
1210 => 0.078672767521974
1211 => 0.078212812693751
1212 => 0.079246723976589
1213 => 0.081136217167552
1214 => 0.081124462728476
1215 => 0.081562788422281
1216 => 0.081835861698235
1217 => 0.080663631295985
1218 => 0.079900552408227
1219 => 0.080193165409764
1220 => 0.080661059971505
1221 => 0.080041433509517
1222 => 0.076216811947229
1223 => 0.077376957811456
1224 => 0.077183852811414
1225 => 0.076908847808984
1226 => 0.078075383446607
1227 => 0.077962868238575
1228 => 0.074592600929281
1229 => 0.074808354507616
1230 => 0.074605721618977
1231 => 0.075260469936958
]
'min_raw' => 0.062072249792027
'max_raw' => 0.1390495020886
'avg_raw' => 0.10056087594031
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.062072'
'max' => '$0.139049'
'avg' => '$0.10056'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.015136639857697
'max_diff' => -0.10104438993174
'year' => 2034
]
9 => [
'items' => [
101 => 0.073388627202148
102 => 0.073964393420323
103 => 0.074325508594888
104 => 0.074538208206925
105 => 0.075306625055091
106 => 0.075216460206993
107 => 0.075301020281536
108 => 0.076440379612839
109 => 0.082202868129665
110 => 0.082516507665421
111 => 0.080972031883085
112 => 0.081589019494691
113 => 0.080404538200766
114 => 0.081199688428713
115 => 0.081743710020048
116 => 0.079285381058141
117 => 0.07913981477144
118 => 0.077950444701872
119 => 0.078589544807893
120 => 0.077572690586289
121 => 0.07782219104422
122 => 0.077124566012786
123 => 0.078380152173609
124 => 0.079784092599773
125 => 0.08013878339471
126 => 0.07920574461722
127 => 0.078530163052066
128 => 0.077344064374057
129 => 0.079316572909518
130 => 0.079893394516396
131 => 0.079313543111178
201 => 0.079179178870586
202 => 0.078924558877454
203 => 0.079233197705795
204 => 0.079890253022046
205 => 0.079580397868809
206 => 0.079785062656467
207 => 0.079005091535325
208 => 0.080664019353024
209 => 0.083298795970252
210 => 0.083307267207905
211 => 0.082997410384433
212 => 0.082870623648227
213 => 0.083188555552794
214 => 0.083361020568772
215 => 0.084389154049401
216 => 0.08549238223676
217 => 0.090640666811
218 => 0.089195049103747
219 => 0.093762913450832
220 => 0.097375501086426
221 => 0.098458758159029
222 => 0.097462212623418
223 => 0.094053084178425
224 => 0.093885816072808
225 => 0.098980493266531
226 => 0.097541013608306
227 => 0.097369792083346
228 => 0.095548284341109
301 => 0.096625021014894
302 => 0.096389522909563
303 => 0.096017777629337
304 => 0.098072116196792
305 => 0.101917654603
306 => 0.10131829137916
307 => 0.10087089453623
308 => 0.098910531805746
309 => 0.10009110803236
310 => 0.099670727450512
311 => 0.10147694921025
312 => 0.10040698345249
313 => 0.097530108134127
314 => 0.097988260010882
315 => 0.097919011276384
316 => 0.099344145325331
317 => 0.098916355457839
318 => 0.097835478438974
319 => 0.10190451097079
320 => 0.10164029063132
321 => 0.10201489466351
322 => 0.10217980694349
323 => 0.10465655534121
324 => 0.10567119991265
325 => 0.10590154199422
326 => 0.10686537586166
327 => 0.10587756092956
328 => 0.10982952495804
329 => 0.11245735043349
330 => 0.11550970494988
331 => 0.11997001529388
401 => 0.1216471332434
402 => 0.12134417689712
403 => 0.12472593329512
404 => 0.1308028743701
405 => 0.12257250043477
406 => 0.13123910417359
407 => 0.12849535749063
408 => 0.12198998346323
409 => 0.12157111406919
410 => 0.12597662888949
411 => 0.13574763674582
412 => 0.13330011009966
413 => 0.13575164002261
414 => 0.13289180014681
415 => 0.13274978499236
416 => 0.13561274398313
417 => 0.14230220371683
418 => 0.139124292148
419 => 0.13456797665819
420 => 0.13793228911174
421 => 0.13501781031205
422 => 0.1284506738651
423 => 0.13329823852216
424 => 0.13005681008668
425 => 0.13100283122797
426 => 0.13781583167326
427 => 0.13699607343472
428 => 0.13805691650296
429 => 0.13618455625461
430 => 0.13443547653855
501 => 0.13117068936014
502 => 0.13020414682868
503 => 0.13047126441181
504 => 0.13020401445847
505 => 0.12837739603709
506 => 0.12798293796291
507 => 0.12732549055767
508 => 0.1275292609995
509 => 0.12629306753462
510 => 0.12862602001345
511 => 0.12905903655143
512 => 0.13075676481342
513 => 0.13093302859358
514 => 0.1356611776376
515 => 0.13305699259747
516 => 0.13480410475691
517 => 0.13464782660091
518 => 0.12213097464442
519 => 0.12385568640691
520 => 0.12653879666496
521 => 0.12533005913058
522 => 0.12362118705798
523 => 0.12224118123543
524 => 0.12015033130144
525 => 0.12309316243232
526 => 0.12696267243424
527 => 0.13103116575289
528 => 0.13591919389702
529 => 0.13482824291817
530 => 0.13093978746678
531 => 0.13111422073781
601 => 0.13219249858236
602 => 0.1307960308018
603 => 0.13038418519102
604 => 0.13213591731976
605 => 0.1321479805362
606 => 0.13054117558589
607 => 0.12875550592582
608 => 0.12874802390474
609 => 0.12843028123626
610 => 0.13294832586167
611 => 0.13543279357981
612 => 0.13571763379978
613 => 0.13541362156352
614 => 0.13553062380744
615 => 0.13408496678376
616 => 0.13738931004361
617 => 0.14042170218453
618 => 0.13960895631316
619 => 0.13839053471333
620 => 0.13742000322194
621 => 0.13938032993772
622 => 0.13929303967491
623 => 0.14039521688458
624 => 0.14034521575987
625 => 0.13997459501923
626 => 0.13960896954919
627 => 0.14105863320948
628 => 0.14064115335621
629 => 0.1402230250414
630 => 0.13938440469383
701 => 0.13949838712707
702 => 0.13828017590492
703 => 0.13771657565199
704 => 0.12924138011413
705 => 0.12697653093141
706 => 0.12768909858955
707 => 0.12792369436442
708 => 0.12693802909762
709 => 0.12835121989358
710 => 0.12813097560497
711 => 0.12898781729336
712 => 0.12845249980619
713 => 0.12847446942259
714 => 0.13004872401062
715 => 0.13050573681488
716 => 0.13027329641409
717 => 0.13043608970321
718 => 0.13418759234034
719 => 0.13365424863164
720 => 0.13337092041633
721 => 0.13344940426827
722 => 0.13440799362518
723 => 0.13467634630808
724 => 0.13353931713384
725 => 0.13407554666549
726 => 0.13635874395364
727 => 0.13715773378671
728 => 0.13970772579701
729 => 0.13862444386854
730 => 0.14061285473159
731 => 0.14672455182538
801 => 0.15160699836118
802 => 0.14711689875123
803 => 0.15608289003839
804 => 0.16306420035051
805 => 0.16279624603275
806 => 0.16157889309922
807 => 0.15363085691661
808 => 0.14631695552282
809 => 0.15243534460338
810 => 0.1524509416354
811 => 0.15192536658725
812 => 0.1486610651018
813 => 0.15181177597134
814 => 0.15206186795847
815 => 0.1519218829505
816 => 0.14941915065517
817 => 0.14559794102243
818 => 0.14634459623798
819 => 0.14756763271241
820 => 0.14525216951418
821 => 0.14451223872348
822 => 0.14588791084098
823 => 0.15032061303624
824 => 0.14948263636312
825 => 0.14946075340566
826 => 0.15304597297066
827 => 0.15047972950093
828 => 0.14635401395137
829 => 0.14531221636361
830 => 0.14161453676599
831 => 0.14416853723475
901 => 0.14426045116482
902 => 0.14286165120933
903 => 0.14646751885853
904 => 0.14643429015335
905 => 0.14985752482369
906 => 0.15640146380516
907 => 0.15446609904066
908 => 0.15221548038663
909 => 0.15246018503721
910 => 0.15514399107152
911 => 0.15352130067785
912 => 0.15410483145721
913 => 0.1551431078278
914 => 0.15576952574113
915 => 0.15237005313951
916 => 0.1515774734605
917 => 0.14995613359492
918 => 0.14953315628773
919 => 0.15085370377788
920 => 0.15050578616986
921 => 0.14425272615491
922 => 0.14359924659165
923 => 0.1436192878769
924 => 0.14197608244382
925 => 0.13946979974389
926 => 0.14605616103695
927 => 0.14552718404905
928 => 0.14494323439397
929 => 0.14501476489475
930 => 0.14787368109957
1001 => 0.14621536532205
1002 => 0.15062426960921
1003 => 0.14971793143156
1004 => 0.14878834909958
1005 => 0.14865985250554
1006 => 0.14830204261596
1007 => 0.14707497936942
1008 => 0.14559322676415
1009 => 0.14461484534694
1010 => 0.13339955052075
1011 => 0.13548104400412
1012 => 0.13787561252264
1013 => 0.1387022079796
1014 => 0.13728825925181
1015 => 0.14713081068331
1016 => 0.14892913967503
1017 => 0.14348188385701
1018 => 0.14246292470345
1019 => 0.14719761347578
1020 => 0.1443420173539
1021 => 0.14562789211273
1022 => 0.14284853422003
1023 => 0.14849597488215
1024 => 0.14845295084635
1025 => 0.14625596887556
1026 => 0.14811284299299
1027 => 0.14779016541966
1028 => 0.14530977818556
1029 => 0.14857460758166
1030 => 0.1485762268963
1031 => 0.14646167951592
1101 => 0.14399235110957
1102 => 0.14355089351345
1103 => 0.14321831451626
1104 => 0.14554609806689
1105 => 0.14763318151959
1106 => 0.15151672639321
1107 => 0.15249314184519
1108 => 0.15630415635791
1109 => 0.15403488277052
1110 => 0.1550408223598
1111 => 0.1561329120828
1112 => 0.15665650005628
1113 => 0.15580334155078
1114 => 0.1617234157652
1115 => 0.16222325141528
1116 => 0.16239084198519
1117 => 0.16039462626901
1118 => 0.16216773304509
1119 => 0.16133815510369
1120 => 0.16349648644382
1121 => 0.16383494035691
1122 => 0.16354828193337
1123 => 0.16365571254752
1124 => 0.15860397357817
1125 => 0.15834201426256
1126 => 0.15477018040648
1127 => 0.15622572910449
1128 => 0.15350465057981
1129 => 0.1543675326102
1130 => 0.15474788278736
1201 => 0.1545492094395
1202 => 0.15630802364399
1203 => 0.15481267226817
1204 => 0.15086619412884
1205 => 0.14691864077418
1206 => 0.14686908245742
1207 => 0.14582976133924
1208 => 0.14507852253196
1209 => 0.14522323777787
1210 => 0.14573323317997
1211 => 0.14504888067207
1212 => 0.14519492197718
1213 => 0.14762018071019
1214 => 0.14810654905294
1215 => 0.14645367938789
1216 => 0.13981716917478
1217 => 0.13818855292205
1218 => 0.13935916998765
1219 => 0.13879969042769
1220 => 0.11202218304682
1221 => 0.11831316120958
1222 => 0.1145752756067
1223 => 0.11629786526435
1224 => 0.1124824519846
1225 => 0.11430336718464
1226 => 0.11396711063637
1227 => 0.1240828173585
1228 => 0.12392487451174
1229 => 0.12400047339433
1230 => 0.12039194175611
1231 => 0.12614043063811
]
'min_raw' => 0.073388627202148
'max_raw' => 0.16383494035691
'avg_raw' => 0.11861178377953
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.073388'
'max' => '$0.163834'
'avg' => '$0.118611'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.011316377410121
'max_diff' => 0.024785438268312
'year' => 2035
]
10 => [
'items' => [
101 => 0.12897234297036
102 => 0.12844823136657
103 => 0.1285801389657
104 => 0.1263135293818
105 => 0.12402241912967
106 => 0.12148122526071
107 => 0.12620244936818
108 => 0.12567752984141
109 => 0.12688150637573
110 => 0.12994355768949
111 => 0.13039445637705
112 => 0.13100046878568
113 => 0.13078325647609
114 => 0.13595813492717
115 => 0.1353314230018
116 => 0.13684161842462
117 => 0.13373503186107
118 => 0.13021963428451
119 => 0.13088779643681
120 => 0.13082344704852
121 => 0.13000420547883
122 => 0.12926463082049
123 => 0.12803344738821
124 => 0.1319290939488
125 => 0.13177093781273
126 => 0.13433130181937
127 => 0.13387873261115
128 => 0.13085636467616
129 => 0.13096430913823
130 => 0.13169028752201
131 => 0.13420290699733
201 => 0.13494882352979
202 => 0.13460328527232
203 => 0.13542114869777
204 => 0.13606755460227
205 => 0.13550232732714
206 => 0.14350475358422
207 => 0.14018158827507
208 => 0.14180127592431
209 => 0.1421875618849
210 => 0.14119809851957
211 => 0.14141267769348
212 => 0.14173770667264
213 => 0.14371121898687
214 => 0.14889028633981
215 => 0.15118406001532
216 => 0.1580849912909
217 => 0.15099359404244
218 => 0.15057281987684
219 => 0.15181588598773
220 => 0.15586746318426
221 => 0.15915088595675
222 => 0.16024018671559
223 => 0.16038415579326
224 => 0.16242775643219
225 => 0.16359911020753
226 => 0.16217960956259
227 => 0.16097673139392
228 => 0.15666817110048
229 => 0.15716689868626
301 => 0.16060263718798
302 => 0.16545582018565
303 => 0.16962035608528
304 => 0.16816208076196
305 => 0.17928769209695
306 => 0.18039075101676
307 => 0.18023834394021
308 => 0.18275127631673
309 => 0.17776361729912
310 => 0.17563129643774
311 => 0.16123680730724
312 => 0.16528107160933
313 => 0.17115964728373
314 => 0.1703815957497
315 => 0.16611241696017
316 => 0.16961711753034
317 => 0.16845835391972
318 => 0.16754438898288
319 => 0.17173143953937
320 => 0.16712760545795
321 => 0.17111372051702
322 => 0.16600148672268
323 => 0.1681687420408
324 => 0.16693850310389
325 => 0.16773461846848
326 => 0.16308054431439
327 => 0.16559176975667
328 => 0.16297606907985
329 => 0.16297482889715
330 => 0.16291708715974
331 => 0.16599444740623
401 => 0.16609480001339
402 => 0.1638206261416
403 => 0.1634928821574
404 => 0.16470472344455
405 => 0.16328597467903
406 => 0.16394979829692
407 => 0.16330608122017
408 => 0.16316116694744
409 => 0.16200646536717
410 => 0.16150898817721
411 => 0.1617040618018
412 => 0.16103817495372
413 => 0.16063695404158
414 => 0.16283727422173
415 => 0.16166173191014
416 => 0.16265710550283
417 => 0.16152275166779
418 => 0.15759058706113
419 => 0.15532915761396
420 => 0.14790166318382
421 => 0.15000809139043
422 => 0.15140465547067
423 => 0.15094309105048
424 => 0.15193471002676
425 => 0.15199558737831
426 => 0.15167320194076
427 => 0.15129992090421
428 => 0.15111822833936
429 => 0.15247241585987
430 => 0.15325856729538
501 => 0.15154481935974
502 => 0.1511433121963
503 => 0.15287600597785
504 => 0.15393294818365
505 => 0.16173681558676
506 => 0.16115867988338
507 => 0.16260968704547
508 => 0.16244632590654
509 => 0.16396721257597
510 => 0.16645321950584
511 => 0.16139847231895
512 => 0.16227580165059
513 => 0.16206070075896
514 => 0.16440911589123
515 => 0.16441644738694
516 => 0.16300845520311
517 => 0.16377175060803
518 => 0.16334570005291
519 => 0.16411563099019
520 => 0.16115095852859
521 => 0.1647616095702
522 => 0.16680861604558
523 => 0.16683703873248
524 => 0.16780730355576
525 => 0.16879314881016
526 => 0.17068539292697
527 => 0.16874037514876
528 => 0.16524147750944
529 => 0.16549408661763
530 => 0.16344268421189
531 => 0.16347716865695
601 => 0.16329308798664
602 => 0.16384552793518
603 => 0.1612721880309
604 => 0.16187614576291
605 => 0.16103060140132
606 => 0.16227396360228
607 => 0.16093631140918
608 => 0.1620605970308
609 => 0.16254580143443
610 => 0.16433621612954
611 => 0.16067186570297
612 => 0.15320000712849
613 => 0.15477068238838
614 => 0.15244753030513
615 => 0.1526625468753
616 => 0.15309691456667
617 => 0.15168898676267
618 => 0.15195757501877
619 => 0.15194797915623
620 => 0.15186528719701
621 => 0.15149903079844
622 => 0.15096788655889
623 => 0.15308380173169
624 => 0.15344333695086
625 => 0.15424253920609
626 => 0.15662042301358
627 => 0.15638281634685
628 => 0.15677036267849
629 => 0.1559243512125
630 => 0.15270179092079
701 => 0.15287679144883
702 => 0.15069453205991
703 => 0.15418673392713
704 => 0.15335973443016
705 => 0.15282656247451
706 => 0.15268108156661
707 => 0.15506485968813
708 => 0.15577812346323
709 => 0.15533366534394
710 => 0.15442206877435
711 => 0.15617260367728
712 => 0.15664097296817
713 => 0.15674582357961
714 => 0.15984743579582
715 => 0.15691916924788
716 => 0.15762403211044
717 => 0.16312317095213
718 => 0.158136210852
719 => 0.16077791483952
720 => 0.16064861717609
721 => 0.16200002354572
722 => 0.16053776240919
723 => 0.16055588888848
724 => 0.16175584619251
725 => 0.16007072257244
726 => 0.15965346226616
727 => 0.15907702014152
728 => 0.16033566043197
729 => 0.16109015836269
730 => 0.16717085756663
731 => 0.17109926656596
801 => 0.17092872397085
802 => 0.17248716404773
803 => 0.17178507251942
804 => 0.16951783377213
805 => 0.17338773385344
806 => 0.17216313554422
807 => 0.17226408994094
808 => 0.17226033241326
809 => 0.17307458323265
810 => 0.17249761190212
811 => 0.17136034218475
812 => 0.17211531489729
813 => 0.17435731394587
814 => 0.18131654778557
815 => 0.18521102723985
816 => 0.18108209523237
817 => 0.18393017724253
818 => 0.18222234291181
819 => 0.18191197861025
820 => 0.18370078458424
821 => 0.18549272162629
822 => 0.18537858298346
823 => 0.18407772870792
824 => 0.18334290913563
825 => 0.18890720911968
826 => 0.19300689056255
827 => 0.19272731977276
828 => 0.1939612543176
829 => 0.19758412430543
830 => 0.19791535413383
831 => 0.19787362678868
901 => 0.19705263909873
902 => 0.20061982509086
903 => 0.20359563440415
904 => 0.19686260416912
905 => 0.19942645394078
906 => 0.20057744870536
907 => 0.20226745050453
908 => 0.2051187668169
909 => 0.20821605260644
910 => 0.20865404277709
911 => 0.20834326779126
912 => 0.20630052455355
913 => 0.20968961162277
914 => 0.21167485934404
915 => 0.21285702893048
916 => 0.21585481430741
917 => 0.20058455685718
918 => 0.18977550965287
919 => 0.18808752084739
920 => 0.19152011246023
921 => 0.19242525949413
922 => 0.19206039585972
923 => 0.17989383051569
924 => 0.18802346639878
925 => 0.19677027104978
926 => 0.19710627143891
927 => 0.20148510473426
928 => 0.20291103234967
929 => 0.20643656709923
930 => 0.20621604394075
1001 => 0.20707445554875
1002 => 0.20687712158569
1003 => 0.21340743232032
1004 => 0.22061133482115
1005 => 0.22036188658455
1006 => 0.21932624036735
1007 => 0.22086435160381
1008 => 0.22829955100178
1009 => 0.22761503698785
1010 => 0.22827998404561
1011 => 0.23704650316529
1012 => 0.24844422504366
1013 => 0.24314883891859
1014 => 0.25463830310369
1015 => 0.26187031177788
1016 => 0.27437732297625
1017 => 0.27281138357588
1018 => 0.27768027125472
1019 => 0.27000802522782
1020 => 0.2523909975333
1021 => 0.24960303546537
1022 => 0.25518460612781
1023 => 0.26890635295972
1024 => 0.25475245948852
1025 => 0.25761577370368
1026 => 0.25679113901709
1027 => 0.25674719773911
1028 => 0.25842425759738
1029 => 0.2559915948034
1030 => 0.24608048895303
1031 => 0.25062269035774
1101 => 0.24886872826096
1102 => 0.25081487997388
1103 => 0.26131745811448
1104 => 0.25667401796833
1105 => 0.2517825309768
1106 => 0.25791754117204
1107 => 0.2657295173688
1108 => 0.26524065793787
1109 => 0.2642920663145
1110 => 0.26963922762884
1111 => 0.27847117154888
1112 => 0.28085841050084
1113 => 0.28262062149023
1114 => 0.28286360061287
1115 => 0.28536643658672
1116 => 0.27190805675944
1117 => 0.29326685118104
1118 => 0.29695492495286
1119 => 0.29626171993875
1120 => 0.30036085871826
1121 => 0.29915478810422
1122 => 0.29740738101115
1123 => 0.30390538788849
1124 => 0.29645594736573
1125 => 0.28588240440215
1126 => 0.28008154961137
1127 => 0.28772058314148
1128 => 0.29238547435279
1129 => 0.29546867070066
1130 => 0.29640164405261
1201 => 0.27295279247434
1202 => 0.26031516200658
1203 => 0.26841573824568
1204 => 0.2782990003293
1205 => 0.27185315473955
1206 => 0.27210581968307
1207 => 0.2629157378105
1208 => 0.2791121186544
1209 => 0.27675244219845
1210 => 0.28899444782612
1211 => 0.28607279493485
1212 => 0.29605567529229
1213 => 0.29342684833142
1214 => 0.30433896207026
1215 => 0.30869209967436
1216 => 0.31600169522342
1217 => 0.32137866346472
1218 => 0.32453612206102
1219 => 0.32434656009023
1220 => 0.3368579840884
1221 => 0.32948043447254
1222 => 0.32021249340008
1223 => 0.32004486558606
1224 => 0.32484486359523
1225 => 0.3349043426073
1226 => 0.33751261915566
1227 => 0.33897028991857
1228 => 0.3367378164033
1229 => 0.32873001504902
1230 => 0.32527228702472
1231 => 0.32821837148145
]
'min_raw' => 0.12148122526071
'max_raw' => 0.33897028991857
'avg_raw' => 0.23022575758964
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.121481'
'max' => '$0.33897'
'avg' => '$0.230225'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.048092598058562
'max_diff' => 0.17513534956166
'year' => 2036
]
11 => [
'items' => [
101 => 0.32461556335079
102 => 0.33083502095373
103 => 0.33937566464702
104 => 0.33761205549772
105 => 0.34350753646876
106 => 0.34960873905111
107 => 0.35833373276602
108 => 0.36061476920868
109 => 0.36438523570835
110 => 0.36826628427023
111 => 0.36951277247112
112 => 0.37189270520918
113 => 0.37188016178888
114 => 0.37905224928298
115 => 0.38696328389004
116 => 0.38994951631333
117 => 0.39681619310888
118 => 0.38505724973356
119 => 0.39397654336074
120 => 0.40202196947686
121 => 0.39242988078724
122 => 0.40565034037586
123 => 0.40616366086348
124 => 0.41391419078439
125 => 0.40605754388767
126 => 0.40139229203971
127 => 0.41486069932008
128 => 0.42137763735219
129 => 0.41941468258032
130 => 0.40447649984333
131 => 0.3957818367616
201 => 0.37302622640146
202 => 0.39998122984226
203 => 0.41311022573004
204 => 0.40444249891571
205 => 0.4088139961493
206 => 0.43266346759301
207 => 0.44174380217986
208 => 0.43985515606212
209 => 0.44017430616626
210 => 0.44507388988959
211 => 0.46680134236888
212 => 0.45378174920488
213 => 0.46373474034391
214 => 0.46901377095587
215 => 0.47391722879183
216 => 0.46187588610048
217 => 0.44621027618148
218 => 0.44124831992256
219 => 0.40358066430625
220 => 0.40161989924908
221 => 0.40051926240523
222 => 0.39357990279294
223 => 0.38812746698824
224 => 0.38379148760038
225 => 0.3724125828536
226 => 0.37625262917439
227 => 0.35811702997
228 => 0.36971954365479
301 => 0.34077468942524
302 => 0.3648808241286
303 => 0.35176095098101
304 => 0.36057059294176
305 => 0.36053985693088
306 => 0.34431851298161
307 => 0.33496238032249
308 => 0.34092447219901
309 => 0.34731630796209
310 => 0.34835336180993
311 => 0.35664054372074
312 => 0.35895331805967
313 => 0.35194550383961
314 => 0.34017487165742
315 => 0.3429089210538
316 => 0.33490697489873
317 => 0.32088387205238
318 => 0.33095550933652
319 => 0.33439440912395
320 => 0.33591322317988
321 => 0.32212311209474
322 => 0.31778995979391
323 => 0.31548302586762
324 => 0.33839474148512
325 => 0.33964989698693
326 => 0.33322834397861
327 => 0.36225437249283
328 => 0.35568488828846
329 => 0.36302461170745
330 => 0.34266083472803
331 => 0.34343875843211
401 => 0.33379822006605
402 => 0.33919627737003
403 => 0.33538110445508
404 => 0.33876016768451
405 => 0.34078556425183
406 => 0.35042452070041
407 => 0.36499088552797
408 => 0.34898478203787
409 => 0.3420106935356
410 => 0.34633737881864
411 => 0.3578599118913
412 => 0.375317139324
413 => 0.3649821093244
414 => 0.36956862013803
415 => 0.37057056871115
416 => 0.36294990021305
417 => 0.37559812424153
418 => 0.38237641025239
419 => 0.38932952913086
420 => 0.39536672743108
421 => 0.38655230054844
422 => 0.39598500081133
423 => 0.38838390949518
424 => 0.38156494479823
425 => 0.38157528635293
426 => 0.37729765018935
427 => 0.36900919110557
428 => 0.36748067208274
429 => 0.37543222107016
430 => 0.38180861034357
501 => 0.38233380030497
502 => 0.38586409703744
503 => 0.38795329027877
504 => 0.40843022416427
505 => 0.4166662163671
506 => 0.42673703173337
507 => 0.43066018187858
508 => 0.44246745728851
509 => 0.43293212345497
510 => 0.43086909400002
511 => 0.40222850598589
512 => 0.40691840066873
513 => 0.41442737456348
514 => 0.40235232619969
515 => 0.41001116509351
516 => 0.41152318212754
517 => 0.40194202067686
518 => 0.40705973298522
519 => 0.39346860639018
520 => 0.36528713494748
521 => 0.37562949827535
522 => 0.38324495888651
523 => 0.37237675761486
524 => 0.39185758773682
525 => 0.38047728894553
526 => 0.37687028057937
527 => 0.36279805495165
528 => 0.3694396037583
529 => 0.37842239361711
530 => 0.37287207384577
531 => 0.384389820756
601 => 0.40070202205178
602 => 0.41232706810354
603 => 0.41321949479062
604 => 0.40574536899694
605 => 0.41772270328055
606 => 0.41780994508485
607 => 0.40429946308409
608 => 0.3960243680853
609 => 0.39414424909063
610 => 0.39884115495837
611 => 0.40454406577845
612 => 0.41353596665089
613 => 0.41896958402586
614 => 0.43313757637179
615 => 0.43697102887242
616 => 0.44118283094045
617 => 0.44681109737498
618 => 0.45356927428752
619 => 0.4387827679461
620 => 0.43937026340854
621 => 0.42560127343651
622 => 0.41088713297851
623 => 0.42205333144263
624 => 0.43665165055734
625 => 0.43330278002272
626 => 0.43292596367636
627 => 0.4335596642508
628 => 0.43103472523158
629 => 0.41961451962626
630 => 0.41387936386554
701 => 0.42127917799115
702 => 0.42521184987107
703 => 0.43131108099181
704 => 0.43055922201703
705 => 0.44627018637445
706 => 0.45237499204884
707 => 0.45081312151797
708 => 0.45110054328416
709 => 0.46215300235412
710 => 0.47444560995149
711 => 0.48595925911886
712 => 0.49767143757465
713 => 0.48355194931209
714 => 0.47638294394133
715 => 0.48377952753959
716 => 0.4798547961679
717 => 0.50240746678055
718 => 0.50396896476193
719 => 0.5265200045598
720 => 0.54792362665584
721 => 0.53448039510303
722 => 0.54715675696088
723 => 0.56086727582909
724 => 0.58731709117737
725 => 0.57840972388379
726 => 0.57158682013315
727 => 0.56513920905683
728 => 0.57855566417723
729 => 0.59581571935652
730 => 0.59953336992738
731 => 0.60555738410401
801 => 0.59922386977869
802 => 0.60685189016981
803 => 0.63378215407247
804 => 0.62650535904596
805 => 0.61617114030514
806 => 0.63742999724625
807 => 0.64512349493152
808 => 0.69912049080279
809 => 0.76729392859491
810 => 0.73906967769805
811 => 0.72154997437548
812 => 0.7256675202292
813 => 0.75056215189438
814 => 0.75855751746912
815 => 0.73682335766918
816 => 0.74450023034029
817 => 0.78680055353155
818 => 0.80949331976681
819 => 0.77867349517421
820 => 0.69364282145519
821 => 0.61524065697666
822 => 0.63603644149185
823 => 0.63367884489615
824 => 0.67912526509237
825 => 0.62633180989117
826 => 0.6272207162804
827 => 0.67360692031768
828 => 0.6612318763414
829 => 0.6411858899757
830 => 0.61538701486135
831 => 0.56769540810536
901 => 0.52545362202274
902 => 0.6082994922331
903 => 0.60472702766419
904 => 0.59955356955882
905 => 0.61106654074569
906 => 0.66697026081521
907 => 0.66568149912493
908 => 0.65748305478332
909 => 0.66370150255865
910 => 0.64009576601493
911 => 0.64617950181487
912 => 0.61522823767324
913 => 0.62921950170423
914 => 0.64114288029207
915 => 0.64353667507221
916 => 0.64893001694207
917 => 0.60284450117042
918 => 0.62353554475223
919 => 0.63568959436795
920 => 0.58077715603604
921 => 0.63460415201908
922 => 0.60204225487185
923 => 0.59099025791681
924 => 0.6058703158269
925 => 0.60007154278801
926 => 0.59508609824454
927 => 0.59230413452848
928 => 0.60323040680559
929 => 0.60272068314414
930 => 0.58484318100073
1001 => 0.56152270823485
1002 => 0.5693498243635
1003 => 0.56650615969436
1004 => 0.55620035209333
1005 => 0.56314522208847
1006 => 0.53256352934817
1007 => 0.47994931648656
1008 => 0.51470787711986
1009 => 0.51336971034552
1010 => 0.51269494597686
1011 => 0.53881504363674
1012 => 0.53630419893992
1013 => 0.53174699122894
1014 => 0.55611665539992
1015 => 0.54722140015927
1016 => 0.57463448082522
1017 => 0.5926905087187
1018 => 0.5881109159936
1019 => 0.60509269749978
1020 => 0.56953014531055
1021 => 0.58134259862586
1022 => 0.5837771288828
1023 => 0.55581593752685
1024 => 0.53671500418446
1025 => 0.53544118969711
1026 => 0.50232280355216
1027 => 0.52001437810852
1028 => 0.53558223159102
1029 => 0.52812643788713
1030 => 0.52576615633599
1031 => 0.53782432289819
1101 => 0.53876134571129
1102 => 0.51739712627147
1103 => 0.52183942400985
1104 => 0.54036454404944
1105 => 0.52137263851542
1106 => 0.48447446837296
1107 => 0.47532321202052
1108 => 0.47410226573199
1109 => 0.44928333270887
1110 => 0.47593474272843
1111 => 0.46430068804151
1112 => 0.50105252740011
1113 => 0.48006007386254
1114 => 0.47915513114762
1115 => 0.47778717750779
1116 => 0.45642449659758
1117 => 0.46110156604772
1118 => 0.47664885723777
1119 => 0.48219630588715
1120 => 0.48161766154411
1121 => 0.47657266702914
1122 => 0.47888223968355
1123 => 0.47144230145526
1124 => 0.46881510441793
1125 => 0.46052294790064
1126 => 0.44833576858693
1127 => 0.45003047061882
1128 => 0.42588447944943
1129 => 0.41272846193559
1130 => 0.40908704968129
1201 => 0.40421760102974
1202 => 0.40963706686359
1203 => 0.42581607689023
1204 => 0.40630075822965
1205 => 0.37284311322653
1206 => 0.37485397470027
1207 => 0.37937178340164
1208 => 0.37095287677494
1209 => 0.36298508819804
1210 => 0.36991243391853
1211 => 0.35573598866637
1212 => 0.38108493908159
1213 => 0.38039932101247
1214 => 0.38984784215869
1215 => 0.39575619633459
1216 => 0.38213935281152
1217 => 0.37871475348932
1218 => 0.38066556090261
1219 => 0.34842305983826
1220 => 0.38721294194867
1221 => 0.38754839845995
1222 => 0.38467601614885
1223 => 0.4053304308694
1224 => 0.44891768820325
1225 => 0.43251840870089
1226 => 0.42616811200673
1227 => 0.41409619334909
1228 => 0.43018130820079
1229 => 0.42894622234706
1230 => 0.42336069572409
1231 => 0.41998255179462
]
'min_raw' => 0.31548302586762
'max_raw' => 0.80949331976681
'avg_raw' => 0.56248817281722
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.315483'
'max' => '$0.809493'
'avg' => '$0.562488'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.19400180060691
'max_diff' => 0.47052302984824
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0099026516876057
]
1 => [
'year' => 2028
'avg' => 0.016995825056257
]
2 => [
'year' => 2029
'avg' => 0.046429530854261
]
3 => [
'year' => 2030
'avg' => 0.035820313909131
]
4 => [
'year' => 2031
'avg' => 0.035179987421398
]
5 => [
'year' => 2032
'avg' => 0.061681589499215
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0099026516876057
'min' => '$0.0099026'
'max_raw' => 0.061681589499215
'max' => '$0.061681'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.061681589499215
]
1 => [
'year' => 2033
'avg' => 0.15865139083503
]
2 => [
'year' => 2034
'avg' => 0.10056087594031
]
3 => [
'year' => 2035
'avg' => 0.11861178377953
]
4 => [
'year' => 2036
'avg' => 0.23022575758964
]
5 => [
'year' => 2037
'avg' => 0.56248817281722
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.061681589499215
'min' => '$0.061681'
'max_raw' => 0.56248817281722
'max' => '$0.562488'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.56248817281722
]
]
]
]
'prediction_2025_max_price' => '$0.016931'
'last_price' => 0.01641745
'sma_50day_nextmonth' => '$0.016474'
'sma_200day_nextmonth' => '$0.031391'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '$0.016647'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.016747'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.01770027'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.018667'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.018734'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.027887'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.03750052'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.016625'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.016865'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.017447'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.018228'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.020648'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.026572'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.047044'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.029128'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.06885'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.017264'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.018178'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.021518'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.032206'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.07831'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.05559'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.027795'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '35.36'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => -4.16
'stoch_rsi_14_action' => 'BUY'
'momentum_10' => -0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.017682'
'vwma_10_action' => 'SELL'
'hma_9' => '0.016262'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 0
'stochastic_fast_14_action' => 'BUY'
'cci_20' => -121.27
'cci_20_action' => 'BUY'
'adx_14' => 19.55
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.002188'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => -0
'macd_12_26_action' => 'SELL'
'williams_percent_r_14' => -100
'williams_percent_r_14_action' => 'BUY'
'ultimate_oscillator' => 14.28
'ultimate_oscillator_action' => 'BUY'
'ichimoku_cloud' => '-0.013089'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 31
'buy_signals' => 1
'sell_pct' => 96.88
'buy_pct' => 3.13
'overall_action' => 'bearish'
'overall_action_label' => 'Baixista'
'overall_action_dir' => -1
'last_updated' => 1767675653
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de PinGo para 2026
A previsão de preço para PinGo em 2026 sugere que o preço médio poderia variar entre $0.005672 na extremidade inferior e $0.016931 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, PinGo poderia potencialmente ganhar 3.13% até 2026 se PINGO atingir a meta de preço prevista.
Previsão de preço de PinGo 2027-2032
A previsão de preço de PINGO para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.0099026 na extremidade inferior e $0.061681 na extremidade superior. Considerando a volatilidade de preços no mercado, se PinGo atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de PinGo | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.00546 | $0.0099026 | $0.014344 |
| 2028 | $0.009854 | $0.016995 | $0.024137 |
| 2029 | $0.021647 | $0.046429 | $0.071211 |
| 2030 | $0.01841 | $0.03582 | $0.05323 |
| 2031 | $0.021766 | $0.035179 | $0.048593 |
| 2032 | $0.033225 | $0.061681 | $0.090137 |
Previsão de preço de PinGo 2032-2037
A previsão de preço de PinGo para 2032-2037 é atualmente estimada entre $0.061681 na extremidade inferior e $0.562488 na extremidade superior. Comparado ao preço atual, PinGo poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de PinGo | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.033225 | $0.061681 | $0.090137 |
| 2033 | $0.0772088 | $0.158651 | $0.240093 |
| 2034 | $0.062072 | $0.10056 | $0.139049 |
| 2035 | $0.073388 | $0.118611 | $0.163834 |
| 2036 | $0.121481 | $0.230225 | $0.33897 |
| 2037 | $0.315483 | $0.562488 | $0.809493 |
PinGo Histograma de preços potenciais
Previsão de preço de PinGo baseada na análise técnica
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para PinGo é Baixista, com 1 indicadores técnicos mostrando sinais de alta e 31 indicando sinais de baixa. A previsão de preço de PINGO 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 PinGo
De acordo com nossos indicadores técnicos, o SMA de 200 dias de PinGo está projetado para aumentar no próximo mês, alcançando $0.031391 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para PinGo é esperado para alcançar $0.016474 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 35.36, sugerindo que o mercado de PINGO está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de PINGO para Sábado, 19 de Outubro de 2024
Médias móveis (MA) são indicadores amplamente utilizados nos mercados financeiros, projetados para suavizar movimentos de preços ao longo de um período definido. Como indicadores atrasados, eles se baseiam em dados históricos de preços. A tabela abaixo destaca dois tipos: a média móvel simples (SMA) e a média móvel exponencial (EMA).
Média Móvel Simples Diária (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 3 | $0.016647 | SELL |
| SMA 5 | $0.016747 | SELL |
| SMA 10 | $0.01770027 | SELL |
| SMA 21 | $0.018667 | SELL |
| SMA 50 | $0.018734 | SELL |
| SMA 100 | $0.027887 | SELL |
| SMA 200 | $0.03750052 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.016625 | SELL |
| EMA 5 | $0.016865 | SELL |
| EMA 10 | $0.017447 | SELL |
| EMA 21 | $0.018228 | SELL |
| EMA 50 | $0.020648 | SELL |
| EMA 100 | $0.026572 | SELL |
| EMA 200 | $0.047044 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.029128 | SELL |
| SMA 50 | $0.06885 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.032206 | SELL |
| EMA 50 | $0.07831 | SELL |
| EMA 100 | $0.05559 | SELL |
| EMA 200 | $0.027795 | SELL |
Osciladores de PinGo
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 35.36 | NEUTRAL |
| Stoch RSI (14) | -4.16 | BUY |
| Estocástico Rápido (14) | 0 | BUY |
| Índice de Canal de Commodities (20) | -121.27 | BUY |
| Índice Direcional Médio (14) | 19.55 | NEUTRAL |
| Oscilador Impressionante (5, 34) | -0.002188 | NEUTRAL |
| Momentum (10) | -0 | SELL |
| MACD (12, 26) | -0 | SELL |
| Williams Percent Range (14) | -100 | BUY |
| Oscilador Ultimate (7, 14, 28) | 14.28 | BUY |
| VWMA (10) | 0.017682 | SELL |
| Média Móvel de Hull (9) | 0.016262 | SELL |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.013089 | SELL |
Previsão do preço de PinGo com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do PinGo
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de PinGo por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.023069 | $0.032416 | $0.04555 | $0.0640055 | $0.089938 | $0.126378 |
| Amazon.com stock | $0.034255 | $0.071477 | $0.149141 | $0.311192 | $0.649321 | $1.35 |
| Apple stock | $0.023286 | $0.03303 | $0.046851 | $0.066455 | $0.094261 | $0.1337031 |
| Netflix stock | $0.0259041 | $0.040872 | $0.06449 | $0.101756 | $0.160555 | $0.253331 |
| Google stock | $0.02126 | $0.027532 | $0.035654 | $0.046172 | $0.059792 | $0.077431 |
| Tesla stock | $0.037217 | $0.084368 | $0.191256 | $0.433564 | $0.982858 | $2.22 |
| Kodak stock | $0.012311 | $0.009232 | $0.006923 | $0.005191 | $0.003893 | $0.002919 |
| Nokia stock | $0.010875 | $0.0072048 | $0.004772 | $0.003161 | $0.002094 | $0.001387 |
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 PinGo
Você pode fazer perguntas como: 'Devo investir em PinGo agora?', 'Devo comprar PINGO hoje?', 'PinGo será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para PinGo regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como PinGo, 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 PinGo para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de PinGo é de $0.01641 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão do preço de PinGo com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se PinGo tiver 1% da média anterior do crescimento anual do Bitcoin | $0.016844 | $0.017282 | $0.017731 | $0.018192 |
| Se PinGo tiver 2% da média anterior do crescimento anual do Bitcoin | $0.01727 | $0.018168 | $0.019113 | $0.0201069 |
| Se PinGo tiver 5% da média anterior do crescimento anual do Bitcoin | $0.018551 | $0.020962 | $0.023686 | $0.026765 |
| Se PinGo tiver 10% da média anterior do crescimento anual do Bitcoin | $0.020684 | $0.026061 | $0.032835 | $0.04137 |
| Se PinGo tiver 20% da média anterior do crescimento anual do Bitcoin | $0.024952 | $0.037924 | $0.057639 | $0.0876041 |
| Se PinGo tiver 50% da média anterior do crescimento anual do Bitcoin | $0.037754 | $0.086822 | $0.199662 | $0.459156 |
| Se PinGo tiver 100% da média anterior do crescimento anual do Bitcoin | $0.059091 | $0.212689 | $0.765539 | $2.75 |
Perguntas Frequentes sobre PinGo
PINGO é um bom investimento?
A decisão de adquirir PinGo depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de PinGo experimentou uma queda de -1.9303% nas últimas 24 horas, e PinGo registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em PinGo dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
PinGo pode subir?
Parece que o valor médio de PinGo pode potencialmente subir para $0.016931 até o final deste ano. Observando as perspectivas de PinGo em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.05323. 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 PinGo na próxima semana?
Com base na nossa nova previsão experimental de PinGo, o preço de PinGo aumentará 0.86% na próxima semana e atingirá $0.016557 até 13 de janeiro de 2026.
Qual será o preço de PinGo no próximo mês?
Com base na nossa nova previsão experimental de PinGo, o preço de PinGo diminuirá -11.62% no próximo mês e atingirá $0.01451 até 5 de fevereiro de 2026.
Até onde o preço de PinGo pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de PinGo em 2026, espera-se que PINGO fluctue dentro do intervalo de $0.005672 e $0.016931. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de PinGo não considera flutuações repentinas e extremas de preço.
Onde estará PinGo em 5 anos?
O futuro de PinGo parece seguir uma tendência de alta, com um preço máximo de $0.05323 projetada após um período de cinco anos. Com base na previsão de PinGo para 2030, o valor de PinGo pode potencialmente atingir seu pico mais alto de aproximadamente $0.05323, enquanto seu pico mais baixo está previsto para cerca de $0.01841.
Quanto será PinGo em 2026?
Com base na nossa nova simulação experimental de previsão de preços de PinGo, espera-se que o valor de PINGO em 2026 aumente 3.13% para $0.016931 se o melhor cenário ocorrer. O preço ficará entre $0.016931 e $0.005672 durante 2026.
Quanto será PinGo em 2027?
De acordo com nossa última simulação experimental para previsão de preços de PinGo, o valor de PINGO pode diminuir -12.62% para $0.014344 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.014344 e $0.00546 ao longo do ano.
Quanto será PinGo em 2028?
Nosso novo modelo experimental de previsão de preços de PinGo sugere que o valor de PINGO em 2028 pode aumentar 47.02%, alcançando $0.024137 no melhor cenário. O preço é esperado para variar entre $0.024137 e $0.009854 durante o ano.
Quanto será PinGo em 2029?
Com base no nosso modelo de previsão experimental, o valor de PinGo pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.071211 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.071211 e $0.021647.
Quanto será PinGo em 2030?
Usando nossa nova simulação experimental para previsões de preços de PinGo, espera-se que o valor de PINGO em 2030 aumente 224.23%, alcançando $0.05323 no melhor cenário. O preço está previsto para variar entre $0.05323 e $0.01841 ao longo de 2030.
Quanto será PinGo em 2031?
Nossa simulação experimental indica que o preço de PinGo poderia aumentar 195.98% em 2031, potencialmente atingindo $0.048593 sob condições ideais. O preço provavelmente oscilará entre $0.048593 e $0.021766 durante o ano.
Quanto será PinGo em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de PinGo, PINGO poderia ver um 449.04% aumento em valor, atingindo $0.090137 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.090137 e $0.033225 ao longo do ano.
Quanto será PinGo em 2033?
De acordo com nossa previsão experimental de preços de PinGo, espera-se que o valor de PINGO seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.240093. Ao longo do ano, o preço de PINGO poderia variar entre $0.240093 e $0.0772088.
Quanto será PinGo em 2034?
Os resultados da nossa nova simulação de previsão de preços de PinGo sugerem que PINGO pode aumentar 746.96% em 2034, atingindo potencialmente $0.139049 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.139049 e $0.062072.
Quanto será PinGo em 2035?
Com base em nossa previsão experimental para o preço de PinGo, PINGO poderia aumentar 897.93%, com o valor potencialmente atingindo $0.163834 em 2035. A faixa de preço esperada para o ano está entre $0.163834 e $0.073388.
Quanto será PinGo em 2036?
Nossa recente simulação de previsão de preços de PinGo sugere que o valor de PINGO pode aumentar 1964.7% em 2036, possivelmente atingindo $0.33897 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.33897 e $0.121481.
Quanto será PinGo em 2037?
De acordo com a simulação experimental, o valor de PinGo poderia aumentar 4830.69% em 2037, com um pico de $0.809493 sob condições favoráveis. O preço é esperado para cair entre $0.809493 e $0.315483 ao longo do ano.
Previsões relacionadas
Como ler e prever os movimentos de preço de PinGo?
Traders de PinGo 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 PinGo
Médias móveis são ferramentas populares para a previsão de preço de PinGo. Uma média móvel simples (SMA) calcula o preço médio de fechamento de PINGO 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 PINGO 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 PINGO.
Como ler gráficos de PinGo 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 PinGo 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 PINGO 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 PinGo?
A ação de preço de PinGo 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 PINGO. A capitalização de mercado de PinGo pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de PINGO, grandes detentores de PinGo, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de PinGo.
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


