Predicción del precio de Piteas - Pronóstico de PTS
$0.01737
-0.3433%
Add to portfolio
Add to favorites
Sentiment
Alcista 3.03%
Bajista 96.97%
SMA 50
$0.025293
SMA 200
$0.043987
RSI (14)
28.44
Momentum (10)
-0.01
MACD (12, 26)
-0
Hull Moving Average (9)
0.0183010
Predicción de precio de Piteas hasta $0.017917 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.0060024 | $0.017917 |
| 2027 | $0.005778 | $0.015179 |
| 2028 | $0.010428 | $0.025542 |
| 2029 | $0.0229078 | $0.075356 |
| 2030 | $0.019482 | $0.056328 |
| 2031 | $0.023033 | $0.051421 |
| 2032 | $0.035159 | $0.095384 |
| 2033 | $0.0817032 | $0.254069 |
| 2034 | $0.065685 | $0.147143 |
| 2035 | $0.07766 | $0.173371 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en Piteas hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,954.45, equivalente a un ROI del 39.54% en los próximos 90 días.
$
≈ $3,954.45
(39.54% ROI)
Predicción del precio a largo plazo de Piteas para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'Piteas'
'name_with_ticker' => 'Piteas <small>PTS</small>'
'name_lang' => 'Piteas'
'name_lang_with_ticker' => 'Piteas <small>PTS</small>'
'name_with_lang' => 'Piteas'
'name_with_lang_with_ticker' => 'Piteas <small>PTS</small>'
'image' => '/uploads/coins/piteas.png?1717240603'
'price_for_sd' => 0.01737
'ticker' => 'PTS'
'marketcap' => '$1.22M'
'low24h' => '$0.01727'
'high24h' => '$0.01845'
'volume24h' => '$7.03K'
'current_supply' => '70M'
'max_supply' => '100M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01737'
'change_24h_pct' => '-0.3433%'
'ath_price' => '$0.1888'
'ath_days' => 669
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '8 mar. 2024'
'ath_pct' => '-90.80%'
'fdv' => '$1.74M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.856614'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.017521'
'next_week_prediction_price_date' => '13 de enero de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.015354'
'next_month_prediction_price_date' => '5 de febrero 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' => '$0.0060024'
'current_year_max_price_prediction' => '$0.017917'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.019482'
'grand_prediction_max_price' => '$0.056328'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.017702331485739
107 => 0.01776842556556
108 => 0.017917338902245
109 => 0.016644890744497
110 => 0.017216182610211
111 => 0.017551763058509
112 => 0.016035598384577
113 => 0.017521793357746
114 => 0.016622740253012
115 => 0.016317588125941
116 => 0.016728435264307
117 => 0.016568327734924
118 => 0.01643067668299
119 => 0.016353865030866
120 => 0.016655545825737
121 => 0.01664147205607
122 => 0.016147863721941
123 => 0.015503971772119
124 => 0.015720083045512
125 => 0.015641567793834
126 => 0.015357018393085
127 => 0.015548770332564
128 => 0.014704391834534
129 => 0.013251682515648
130 => 0.014211386789394
131 => 0.014174439218812
201 => 0.014155808578286
202 => 0.014876999815728
203 => 0.014807673918961
204 => 0.014681846737487
205 => 0.015354707478223
206 => 0.0151091042566
207 => 0.015865995514244
208 => 0.016364533049186
209 => 0.016238087804325
210 => 0.016706964765578
211 => 0.015725061812767
212 => 0.016051210586582
213 => 0.016118429396843
214 => 0.015346404481127
215 => 0.01481901649304
216 => 0.014783845726898
217 => 0.013869427634095
218 => 0.014357902398345
219 => 0.014787739976426
220 => 0.014581881133269
221 => 0.014516712373383
222 => 0.014849645434259
223 => 0.014875517184468
224 => 0.01428563853794
225 => 0.014408292987581
226 => 0.014919782432187
227 => 0.014395404765923
228 => 0.013376624616978
301 => 0.013123953054303
302 => 0.013090242010181
303 => 0.012404976692569
304 => 0.013140837776317
305 => 0.01281961469341
306 => 0.013834354563469
307 => 0.01325474059185
308 => 0.013229754591994
309 => 0.013191984588561
310 => 0.012602148421739
311 => 0.012731285056229
312 => 0.013160554897339
313 => 0.013313723212718
314 => 0.013297746502553
315 => 0.01315845124093
316 => 0.013222219898394
317 => 0.01301679883423
318 => 0.012944260381004
319 => 0.01271530906935
320 => 0.012378813890632
321 => 0.012425605609078
322 => 0.011758920611285
323 => 0.011395675240837
324 => 0.011295133709794
325 => 0.011160685372563
326 => 0.011310320007237
327 => 0.011757031976451
328 => 0.011218202566348
329 => 0.010294417337215
330 => 0.01034993840354
331 => 0.010474677755218
401 => 0.010242226798599
402 => 0.010022231476289
403 => 0.010213499560253
404 => 0.0098220795806239
405 => 0.010521978989725
406 => 0.010503048672154
407 => 0.010763927890378
408 => 0.010927061019314
409 => 0.010551091972095
410 => 0.010456536773447
411 => 0.010510399711891
412 => 0.0096201653205953
413 => 0.01069117674803
414 => 0.010700438899329
415 => 0.010621130736691
416 => 0.011191411258032
417 => 0.012394881033016
418 => 0.011942087294207
419 => 0.011766751872777
420 => 0.01143343910847
421 => 0.011877558576756
422 => 0.011843457130935
423 => 0.011689237460341
424 => 0.011595964922371
425 => 0.011767822433473
426 => 0.011574669874883
427 => 0.011539974367883
428 => 0.011329757344546
429 => 0.01125471943148
430 => 0.011199164347991
501 => 0.0111380036598
502 => 0.011272908897656
503 => 0.010967195880412
504 => 0.010598535951033
505 => 0.010567885866861
506 => 0.010652513444043
507 => 0.010615072040922
508 => 0.010567706611827
509 => 0.010477273108478
510 => 0.010450443419841
511 => 0.010537626891998
512 => 0.010439201835045
513 => 0.01058443336807
514 => 0.010544938427114
515 => 0.010324322897465
516 => 0.010049354265191
517 => 0.010046906467597
518 => 0.0099876649268128
519 => 0.0099122119175985
520 => 0.009891222616566
521 => 0.010197391495712
522 => 0.01083115191268
523 => 0.010706729578227
524 => 0.010796637466183
525 => 0.011238895289816
526 => 0.011379475752793
527 => 0.011279695070003
528 => 0.011143109117196
529 => 0.011149118205934
530 => 0.011615873754056
531 => 0.011644984725058
601 => 0.011718538757226
602 => 0.011813076474929
603 => 0.01129579525212
604 => 0.011124754306858
605 => 0.011043705618002
606 => 0.010794107026116
607 => 0.011063277708499
608 => 0.010906443478912
609 => 0.010927605774704
610 => 0.010913823801808
611 => 0.010921349690942
612 => 0.010521783353576
613 => 0.010667364326324
614 => 0.010425307723237
615 => 0.010101221103832
616 => 0.010100134651845
617 => 0.010179454392811
618 => 0.010132271907102
619 => 0.010005305051234
620 => 0.010023340093843
621 => 0.0098653341432207
622 => 0.010042524877039
623 => 0.010047606073266
624 => 0.0099793779891014
625 => 0.010252364762158
626 => 0.010364207665815
627 => 0.010319298479231
628 => 0.010361056717566
629 => 0.010711899887957
630 => 0.010769102633091
701 => 0.010794508313879
702 => 0.010760468067231
703 => 0.010367469486669
704 => 0.010384900644876
705 => 0.010257002371708
706 => 0.01014894180847
707 => 0.010153263664296
708 => 0.010208820840691
709 => 0.010451442288391
710 => 0.01096202482176
711 => 0.010981401055671
712 => 0.011004885616415
713 => 0.010909362105474
714 => 0.010880551300538
715 => 0.010918560188949
716 => 0.011110308143328
717 => 0.011603535941054
718 => 0.011429196295761
719 => 0.011287455450379
720 => 0.011411800384836
721 => 0.011392658456824
722 => 0.011231081320649
723 => 0.011226546388585
724 => 0.010916428204929
725 => 0.010801784573481
726 => 0.010705979774115
727 => 0.010601363434256
728 => 0.010539343361216
729 => 0.010634634381024
730 => 0.010656428564705
731 => 0.010448073084491
801 => 0.010419675002438
802 => 0.010589822585246
803 => 0.010514946977793
804 => 0.010591958396884
805 => 0.010609825706705
806 => 0.010606948658305
807 => 0.010528769924715
808 => 0.010578598718182
809 => 0.010460738766956
810 => 0.010332583771989
811 => 0.010250828869539
812 => 0.010179486873937
813 => 0.010219071559519
814 => 0.0100779593833
815 => 0.010032814758101
816 => 0.010561717844139
817 => 0.010952424240461
818 => 0.010946743214722
819 => 0.010912161431576
820 => 0.010860779916479
821 => 0.011106549265463
822 => 0.01102092813859
823 => 0.011083224662275
824 => 0.011099081742129
825 => 0.011147076347002
826 => 0.011164230292969
827 => 0.011112379154077
828 => 0.010938360398872
829 => 0.010504722206108
830 => 0.010302862456793
831 => 0.010236245377279
901 => 0.010238666781595
902 => 0.010171873640921
903 => 0.010191547214308
904 => 0.010165031974971
905 => 0.01011481852639
906 => 0.010215971020566
907 => 0.01022762790322
908 => 0.010204017702397
909 => 0.010209578759392
910 => 0.010014096380625
911 => 0.010028958481318
912 => 0.009946204416079
913 => 0.0099306890264618
914 => 0.0097214939557591
915 => 0.0093508745646989
916 => 0.009556233684241
917 => 0.0093081887456961
918 => 0.0092142503689749
919 => 0.0096589400339578
920 => 0.0096143055253649
921 => 0.0095379106488083
922 => 0.0094249067042938
923 => 0.0093829924420416
924 => 0.0091283346530406
925 => 0.0091132881123199
926 => 0.0092395033888875
927 => 0.0091812593815541
928 => 0.0090994627365273
929 => 0.0088032035798335
930 => 0.0084701101996738
1001 => 0.0084801641950705
1002 => 0.0085861150018766
1003 => 0.0088941812620785
1004 => 0.0087738144446172
1005 => 0.008686486937499
1006 => 0.0086701331204709
1007 => 0.0088748353796117
1008 => 0.0091645319627449
1009 => 0.0093004511179553
1010 => 0.0091657593630679
1011 => 0.0090110327273724
1012 => 0.009020450220753
1013 => 0.0090831005851027
1014 => 0.0090896842525674
1015 => 0.0089889731188848
1016 => 0.0090173227130976
1017 => 0.0089742570871471
1018 => 0.0087099634201817
1019 => 0.0087051831858306
1020 => 0.0086403212576462
1021 => 0.0086383572642386
1022 => 0.0085280109438307
1023 => 0.0085125727308175
1024 => 0.0082934734141047
1025 => 0.0084376852478589
1026 => 0.0083409555212377
1027 => 0.0081951610069837
1028 => 0.0081700259777731
1029 => 0.0081692703884436
1030 => 0.0083189687555255
1031 => 0.0084359359352809
1101 => 0.0083426381762459
1102 => 0.0083213960850147
1103 => 0.0085482060455215
1104 => 0.0085193424106283
1105 => 0.0084943466889613
1106 => 0.0091385928111453
1107 => 0.0086286217342848
1108 => 0.0084062452366423
1109 => 0.008131012092658
1110 => 0.0082206293921853
1111 => 0.0082395130739477
1112 => 0.0075776269771688
1113 => 0.0073090998701382
1114 => 0.0072169514862359
1115 => 0.0071639187885132
1116 => 0.0071880864548081
1117 => 0.0069463805633924
1118 => 0.0071088109198702
1119 => 0.0068995140487946
1120 => 0.0068644247472478
1121 => 0.0072386734796381
1122 => 0.0072907480044208
1123 => 0.007068581903411
1124 => 0.0072112485056839
1125 => 0.0071595156124856
1126 => 0.0069031018429307
1127 => 0.0068933087229858
1128 => 0.0067646493068029
1129 => 0.0065633222338489
1130 => 0.0064713103591824
1201 => 0.0064233897759723
1202 => 0.0064431627425583
1203 => 0.0064331649255897
1204 => 0.0063679224070852
1205 => 0.0064369045503802
1206 => 0.0062606836796512
1207 => 0.0061905111090188
1208 => 0.0061588157868555
1209 => 0.0060024096211885
1210 => 0.0062513213849022
1211 => 0.0063003601380615
1212 => 0.0063494955127134
1213 => 0.0067771854029134
1214 => 0.0067558192246381
1215 => 0.006948959070496
1216 => 0.0069414540112473
1217 => 0.0068863673985506
1218 => 0.006653966040891
1219 => 0.0067465970798982
1220 => 0.0064614931398936
1221 => 0.0066751123969285
1222 => 0.0065776254889712
1223 => 0.0066421519752852
1224 => 0.006526127534774
1225 => 0.0065903402506846
1226 => 0.0063119890456534
1227 => 0.0060520686069024
1228 => 0.0061566681790064
1229 => 0.0062703798762955
1230 => 0.0065169358092199
1231 => 0.0063700891296124
]
'min_raw' => 0.0060024096211885
'max_raw' => 0.017917338902245
'avg_raw' => 0.011959874261717
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.0060024'
'max' => '$0.017917'
'avg' => '$0.011959'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.011370710378811
'max_diff' => 0.00054421890224534
'year' => 2026
]
1 => [
'items' => [
101 => 0.006422900748487
102 => 0.0062459906658154
103 => 0.005880974633397
104 => 0.0058830405844999
105 => 0.0058268908202189
106 => 0.0057783692258802
107 => 0.0063869562372435
108 => 0.0063112688220436
109 => 0.0061906708316465
110 => 0.0063520960341667
111 => 0.0063947794198754
112 => 0.0063959945558608
113 => 0.006513766216632
114 => 0.0065766209730973
115 => 0.0065876993963524
116 => 0.006773015649201
117 => 0.0068351312127754
118 => 0.0070909764282146
119 => 0.006571288186153
120 => 0.0065605855487981
121 => 0.0063543676178079
122 => 0.0062235809457974
123 => 0.0063633226931333
124 => 0.0064871148046221
125 => 0.006358214183781
126 => 0.0063750458836222
127 => 0.0062020073317107
128 => 0.0062638604717984
129 => 0.0063171367285598
130 => 0.0062877207110098
131 => 0.0062436835089861
201 => 0.0064769652631867
202 => 0.0064638025923761
203 => 0.006681039925012
204 => 0.0068503919605924
205 => 0.0071539010836499
206 => 0.006837173491451
207 => 0.0068256306791131
208 => 0.0069384635212413
209 => 0.0068351139386552
210 => 0.0069004273073433
211 => 0.0071433780902135
212 => 0.0071485112574188
213 => 0.007062524093019
214 => 0.0070572917662507
215 => 0.0070738065417702
216 => 0.0071705340978175
217 => 0.007136734517597
218 => 0.0071758482475288
219 => 0.0072247605657392
220 => 0.0074270826522508
221 => 0.0074758618223505
222 => 0.0073573537281082
223 => 0.0073680536821394
224 => 0.0073237284017728
225 => 0.0072809107363328
226 => 0.007377158595224
227 => 0.0075530534491041
228 => 0.0075519592163471
301 => 0.0075927634035398
302 => 0.0076181840741208
303 => 0.0075090599469191
304 => 0.0074380241527162
305 => 0.0074652637963386
306 => 0.0075088205796931
307 => 0.0074511389185404
308 => 0.0070951009851609
309 => 0.007203100150357
310 => 0.007185123808379
311 => 0.0071595233114045
312 => 0.007268117307142
313 => 0.0072576431513363
314 => 0.0069439015201199
315 => 0.0069639862414182
316 => 0.0069451229385447
317 => 0.0070060741291974
318 => 0.0068318223743352
319 => 0.0068854210405273
320 => 0.0069190376215067
321 => 0.0069388380459584
322 => 0.0070103707563558
323 => 0.0070019772184181
324 => 0.0070098490022525
325 => 0.0071159131278365
326 => 0.0076523490782278
327 => 0.0076815461034284
328 => 0.0075377692730305
329 => 0.0075952052809019
330 => 0.0074849407056629
331 => 0.0075589620537293
401 => 0.0076096055801379
402 => 0.0073807572224874
403 => 0.0073672063079609
404 => 0.0072564866315967
405 => 0.0073159811141918
406 => 0.0072213211145783
407 => 0.0072445473674172
408 => 0.0071796047396512
409 => 0.0072964885396818
410 => 0.0074271827900223
411 => 0.0074602013189307
412 => 0.0073733437847433
413 => 0.0073104532058011
414 => 0.0072000380666234
415 => 0.0073836609038379
416 => 0.0074373578172439
417 => 0.0073833788568112
418 => 0.0073708707522154
419 => 0.0073471679166079
420 => 0.00737589942084
421 => 0.0074370653723215
422 => 0.0074082206391606
423 => 0.0074272730935922
424 => 0.0073546647841047
425 => 0.0075090960715459
426 => 0.0077543701219156
427 => 0.0077551587180939
428 => 0.0077263138294492
429 => 0.0077145111224875
430 => 0.0077441077286913
501 => 0.0077601626734404
502 => 0.007855872670814
503 => 0.0079585733112503
504 => 0.0084378323883666
505 => 0.0083032583572985
506 => 0.0087284855217662
507 => 0.0090647850000234
508 => 0.0091656265089588
509 => 0.0090728570656978
510 => 0.0087554978116089
511 => 0.0087399266525611
512 => 0.0092141953637909
513 => 0.0090801927299854
514 => 0.009064253543087
515 => 0.0088946875241702
516 => 0.00899492204251
517 => 0.0089729992829974
518 => 0.0089383931346087
519 => 0.0091296336132041
520 => 0.0094876187169795
521 => 0.009431823381393
522 => 0.0093901747516489
523 => 0.0092076825798439
524 => 0.0093175836283727
525 => 0.0092784499700076
526 => 0.0094465930011776
527 => 0.0093469887943367
528 => 0.009079177528239
529 => 0.0091218273550826
530 => 0.0091153809195547
531 => 0.0092480481059187
601 => 0.0092082247095742
602 => 0.0091076047622758
603 => 0.0094863951628127
604 => 0.0094617986211448
605 => 0.0094966708936777
606 => 0.0095120227465075
607 => 0.0097425857882788
608 => 0.0098370400892981
609 => 0.0098584828692847
610 => 0.0099482071498952
611 => 0.0098562504474462
612 => 0.01022414282126
613 => 0.010468769782731
614 => 0.010752916586868
615 => 0.011168131439173
616 => 0.011324256064592
617 => 0.011296053548427
618 => 0.011610864710663
619 => 0.012176573371342
620 => 0.01141039944298
621 => 0.012217182449961
622 => 0.011961764264708
623 => 0.011356172342252
624 => 0.011317179361905
625 => 0.01172729324286
626 => 0.012636886358818
627 => 0.01240904359979
628 => 0.01263725902795
629 => 0.012371033608626
630 => 0.012357813272632
701 => 0.012624329053559
702 => 0.013247057702714
703 => 0.012951222664135
704 => 0.012527070594604
705 => 0.012840257882209
706 => 0.012568946069571
707 => 0.011957604620302
708 => 0.012408869372727
709 => 0.012107121484061
710 => 0.012195187559773
711 => 0.012829416740138
712 => 0.012753104607194
713 => 0.012851859573537
714 => 0.01267755964281
715 => 0.012514736022935
716 => 0.012210813644997
717 => 0.012120837212081
718 => 0.012145703461126
719 => 0.012120824889603
720 => 0.011950783112338
721 => 0.011914062606727
722 => 0.01185286015528
723 => 0.011871829354144
724 => 0.011756750840016
725 => 0.011973927772611
726 => 0.012014237725057
727 => 0.012172280985546
728 => 0.012188689561138
729 => 0.012628837791996
730 => 0.01238641154283
731 => 0.012549052000846
801 => 0.01253450390745
802 => 0.011369297355527
803 => 0.011529852537677
804 => 0.011779626016112
805 => 0.011667103402637
806 => 0.01150802275342
807 => 0.011379556599813
808 => 0.011184917240759
809 => 0.011458868400909
810 => 0.011819085045049
811 => 0.012197825249682
812 => 0.012652856789506
813 => 0.012551299046969
814 => 0.012189318751558
815 => 0.012205556923183
816 => 0.012305934910686
817 => 0.012175936296568
818 => 0.01213759716739
819 => 0.012300667703075
820 => 0.012301790680232
821 => 0.012152211563832
822 => 0.011985981748642
823 => 0.011985285239647
824 => 0.011955706249624
825 => 0.012376295645241
826 => 0.012607577286446
827 => 0.012634093353881
828 => 0.012605792543839
829 => 0.012616684402405
830 => 0.012482106711331
831 => 0.012789711405352
901 => 0.013071999891537
902 => 0.012996340547025
903 => 0.012882916433993
904 => 0.012792568664718
905 => 0.012975057483877
906 => 0.012966931544024
907 => 0.013069534347873
908 => 0.013064879692028
909 => 0.01303037822818
910 => 0.012996341779181
911 => 0.013131292452156
912 => 0.013092428825581
913 => 0.013053504833059
914 => 0.012975436807092
915 => 0.012986047548393
916 => 0.012872643019633
917 => 0.012820176895591
918 => 0.012031212273825
919 => 0.011820375146727
920 => 0.011886708798897
921 => 0.011908547559544
922 => 0.011816790971636
923 => 0.011948346348363
924 => 0.011927843582252
925 => 0.012007607851474
926 => 0.011957774599026
927 => 0.011959819773089
928 => 0.012106368742969
929 => 0.012148912532389
930 => 0.012127274417719
1001 => 0.012142429011523
1002 => 0.012491660229367
1003 => 0.012442010717975
1004 => 0.0124156354046
1005 => 0.012422941546657
1006 => 0.012512177610417
1007 => 0.012537158836162
1008 => 0.012431311627283
1009 => 0.012481229782886
1010 => 0.012693774953886
1011 => 0.012768153734721
1012 => 0.013005535099307
1013 => 0.012904691276514
1014 => 0.013089794477669
1015 => 0.013658738611691
1016 => 0.014113250553886
1017 => 0.013695262588343
1018 => 0.014529915888439
1019 => 0.015179813206468
1020 => 0.015154869064941
1021 => 0.015041544435147
1022 => 0.014301653616985
1023 => 0.013620795054961
1024 => 0.014190362152876
1025 => 0.014191814096541
1026 => 0.014142887777706
1027 => 0.013839010613422
1028 => 0.014132313511081
1029 => 0.014155594829977
1030 => 0.014142563482397
1031 => 0.013909581573019
1101 => 0.013553861259651
1102 => 0.013623368157409
1103 => 0.013737221873839
1104 => 0.013521673036264
1105 => 0.013452792122094
1106 => 0.013580854846666
1107 => 0.013993499628164
1108 => 0.01391549152251
1109 => 0.013913454415616
1110 => 0.014247206172188
1111 => 0.01400831194262
1112 => 0.013624244861982
1113 => 0.013527262858898
1114 => 0.013183042082857
1115 => 0.013420796598941
1116 => 0.013429352960708
1117 => 0.013299137242042
1118 => 0.013634811149892
1119 => 0.013631717855737
1120 => 0.013950390272773
1121 => 0.014559572246251
1122 => 0.014379407160669
1123 => 0.014169894768043
1124 => 0.01419267457427
1125 => 0.014442512823227
1126 => 0.014291454914655
1127 => 0.014345776391791
1128 => 0.014442430601166
1129 => 0.014500744485471
1130 => 0.014184284103718
1201 => 0.014110502050682
1202 => 0.013959569864151
1203 => 0.013920194473968
1204 => 0.014043125590594
1205 => 0.014010737584583
1206 => 0.013428633831634
1207 => 0.013367800750656
1208 => 0.0133696664144
1209 => 0.013216698739825
1210 => 0.012983386319651
1211 => 0.013596517429509
1212 => 0.013547274420623
1213 => 0.013492913949919
1214 => 0.013499572797403
1215 => 0.013765712231251
1216 => 0.013611337919256
1217 => 0.014021767329147
1218 => 0.013937395381111
1219 => 0.013850859610972
1220 => 0.013838897731595
1221 => 0.013805588842976
1222 => 0.013691360270212
1223 => 0.013553422404526
1224 => 0.013462343877626
1225 => 0.012418300610305
1226 => 0.0126120689678
1227 => 0.012834981800556
1228 => 0.012911930417156
1229 => 0.012780304483779
1230 => 0.013696557664331
1231 => 0.013863965949653
]
'min_raw' => 0.0057783692258802
'max_raw' => 0.015179813206468
'avg_raw' => 0.010479091216174
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.005778'
'max' => '$0.015179'
'avg' => '$0.010479'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0002240403953083
'max_diff' => -0.0027375256957775
'year' => 2027
]
2 => [
'items' => [
101 => 0.01335687533364
102 => 0.013262019383758
103 => 0.013702776404614
104 => 0.013436946040683
105 => 0.013556649437284
106 => 0.01329791616809
107 => 0.013823642196006
108 => 0.013819637044505
109 => 0.013615117745585
110 => 0.013787976056545
111 => 0.013757937671181
112 => 0.013527035886409
113 => 0.013830962194435
114 => 0.013831112938092
115 => 0.013634267559515
116 => 0.01340439525233
117 => 0.013363299513147
118 => 0.013332339394108
119 => 0.01354903514589
120 => 0.013743323879348
121 => 0.014104847044051
122 => 0.014195742557235
123 => 0.014550513796453
124 => 0.014339264796997
125 => 0.014432908742323
126 => 0.01453457249172
127 => 0.014583313831741
128 => 0.014503892433781
129 => 0.015054998197953
130 => 0.015101528409893
131 => 0.015117129587472
201 => 0.014931299824555
202 => 0.015096360148023
203 => 0.015019133888896
204 => 0.015220055161072
205 => 0.015251562182041
206 => 0.015224876856175
207 => 0.015234877681936
208 => 0.014764606133933
209 => 0.014740220073289
210 => 0.014407714406053
211 => 0.01454321292321
212 => 0.014289904939998
213 => 0.014370231510836
214 => 0.014405638697882
215 => 0.014387143992709
216 => 0.014550873806069
217 => 0.014411670016922
218 => 0.014044288330141
219 => 0.013676806550465
220 => 0.013672193116065
221 => 0.013575441650069
222 => 0.013505508061068
223 => 0.013518979751337
224 => 0.013566455744985
225 => 0.013502748670011
226 => 0.013516343804487
227 => 0.013742113620702
228 => 0.013787390147227
229 => 0.013633522819414
301 => 0.013015723295291
302 => 0.012864113742439
303 => 0.012973087682481
304 => 0.012921005157962
305 => 0.01042825960558
306 => 0.011013893197695
307 => 0.010665929603498
308 => 0.010826287236739
309 => 0.0104711065118
310 => 0.010640617370358
311 => 0.010609314904328
312 => 0.01155099639029
313 => 0.011536293329127
314 => 0.011543330906437
315 => 0.011207409005124
316 => 0.01174254171519
317 => 0.012006167330918
318 => 0.011957377245615
319 => 0.011969656658945
320 => 0.0117586556543
321 => 0.011545373857387
322 => 0.011308811520778
323 => 0.01174831510221
324 => 0.011699449806531
325 => 0.011811529213639
326 => 0.012096578702562
327 => 0.012138553322604
328 => 0.012194967637604
329 => 0.012174747121521
330 => 0.012656481849835
331 => 0.012598140595648
401 => 0.012738726232315
402 => 0.012449530911434
403 => 0.012122278955187
404 => 0.012184478853397
405 => 0.012178488503019
406 => 0.012102224467308
407 => 0.012033376705863
408 => 0.011918764580794
409 => 0.012281414303915
410 => 0.012266691387433
411 => 0.012505038291768
412 => 0.012462908161248
413 => 0.012181552838647
414 => 0.012191601499036
415 => 0.012259183569374
416 => 0.012493085886451
417 => 0.012562524019444
418 => 0.012530357509611
419 => 0.012606493252466
420 => 0.012666667839314
421 => 0.01261405025411
422 => 0.013359004299939
423 => 0.013049647442096
424 => 0.013200425822117
425 => 0.013236385577315
426 => 0.013144275420529
427 => 0.013164250815318
428 => 0.013194508095455
429 => 0.013378224375462
430 => 0.013860349052935
501 => 0.014073878790654
502 => 0.014716293541953
503 => 0.014056148118414
504 => 0.014016977820934
505 => 0.01413269611671
506 => 0.01450986158223
507 => 0.014815518766684
508 => 0.014916922888553
509 => 0.014930325117258
510 => 0.015120565991103
511 => 0.015229608512208
512 => 0.015097465745186
513 => 0.014985488586059
514 => 0.014584400301183
515 => 0.014630827362285
516 => 0.014950663773773
517 => 0.015402451543271
518 => 0.015790132450007
519 => 0.015654380108512
520 => 0.016690074647901
521 => 0.016792759531049
522 => 0.016778571800397
523 => 0.017012503245767
524 => 0.016548196966018
525 => 0.016349697035915
526 => 0.015009699318857
527 => 0.015386184019554
528 => 0.015933426642188
529 => 0.015860997029028
530 => 0.015463574808634
531 => 0.015789830969615
601 => 0.015681960479821
602 => 0.01559687854897
603 => 0.015986655368142
604 => 0.015558079744313
605 => 0.015929151272497
606 => 0.015453248199358
607 => 0.015655000213773
608 => 0.015540476012744
609 => 0.015614587206368
610 => 0.015181334682783
611 => 0.015415107227899
612 => 0.015171608976333
613 => 0.015171493526458
614 => 0.015166118289059
615 => 0.015452592902189
616 => 0.015461934829038
617 => 0.015250229657096
618 => 0.015219719634363
619 => 0.015332531179357
620 => 0.015200458405559
621 => 0.015262254425163
622 => 0.01520233014404
623 => 0.015188839926161
624 => 0.015081347574927
625 => 0.015035036914452
626 => 0.015053196517703
627 => 0.014991208429891
628 => 0.014953858364776
629 => 0.01515868842102
630 => 0.01504925598479
701 => 0.015141916330685
702 => 0.015036318171869
703 => 0.014670268946485
704 => 0.014459750166066
705 => 0.013768317112097
706 => 0.013964406668483
707 => 0.014094414247236
708 => 0.014051446743233
709 => 0.014143757568047
710 => 0.014149424702973
711 => 0.014119413512829
712 => 0.014084664399313
713 => 0.0140677504526
714 => 0.014193813154062
715 => 0.014266996795336
716 => 0.014107462247041
717 => 0.014070085534501
718 => 0.014231383770971
719 => 0.014329775602038
720 => 0.015056245601049
721 => 0.015002426357055
722 => 0.015137502097986
723 => 0.015122294642464
724 => 0.015263875538213
725 => 0.015495300466212
726 => 0.015024748880162
727 => 0.015106420365051
728 => 0.015086396403026
729 => 0.015305012769847
730 => 0.015305695266281
731 => 0.015174623833675
801 => 0.015245679783682
802 => 0.015206018301706
803 => 0.015277691960207
804 => 0.015001707568239
805 => 0.015337826766982
806 => 0.015528384693626
807 => 0.015531030590623
808 => 0.015621353535491
809 => 0.015713126878629
810 => 0.015889277819009
811 => 0.015708214124508
812 => 0.015382498164295
813 => 0.015406013804567
814 => 0.015215046656269
815 => 0.015218256848533
816 => 0.015201120590641
817 => 0.015252547790532
818 => 0.015012992946613
819 => 0.015069215989666
820 => 0.014990503400151
821 => 0.015106249259254
822 => 0.014981725848335
823 => 0.015086386746865
824 => 0.015131554921108
825 => 0.015298226456462
826 => 0.014957108327046
827 => 0.0142615453695
828 => 0.014407761136062
829 => 0.014191496532316
830 => 0.01421151264477
831 => 0.014251948377468
901 => 0.014120882938046
902 => 0.014145886093541
903 => 0.014144992804882
904 => 0.014137294925814
905 => 0.014103199743033
906 => 0.014053754982474
907 => 0.014250727690246
908 => 0.014284197191562
909 => 0.014358595746993
910 => 0.014579955382933
911 => 0.014557836335283
912 => 0.01459391341971
913 => 0.014515157346969
914 => 0.014215165913107
915 => 0.014231456891268
916 => 0.014028308132554
917 => 0.014353400776492
918 => 0.014276414547394
919 => 0.01422678102467
920 => 0.014213238058143
921 => 0.014435146401805
922 => 0.014501544856215
923 => 0.014460169795261
924 => 0.014375308338141
925 => 0.01453826742285
926 => 0.014581868399226
927 => 0.014591629049894
928 => 0.014880361303693
929 => 0.014607765975467
930 => 0.014673382380335
1001 => 0.015185302840092
1002 => 0.014721061623287
1003 => 0.014966980549643
1004 => 0.014954944097898
1005 => 0.015080747899179
1006 => 0.014944624514256
1007 => 0.014946311926754
1008 => 0.015058017179604
1009 => 0.014901147298125
1010 => 0.014862304109405
1011 => 0.014808642522388
1012 => 0.014925810634469
1013 => 0.014996047618604
1014 => 0.015562106127352
1015 => 0.015927805739408
1016 => 0.015911929754784
1017 => 0.016057006535645
1018 => 0.015991648117116
1019 => 0.015780588543008
1020 => 0.016140841500038
1021 => 0.016026842390809
1022 => 0.016036240338865
1023 => 0.016035890546769
1024 => 0.016111689988431
1025 => 0.016057979137097
1026 => 0.015952109535811
1027 => 0.016022390717872
1028 => 0.01623110070261
1029 => 0.01687894289924
1030 => 0.017241483975241
1031 => 0.016857117471244
1101 => 0.017122248338829
1102 => 0.016963264294066
1103 => 0.016934372163767
1104 => 0.017100893941627
1105 => 0.017267707193816
1106 => 0.017257081910805
1107 => 0.017135984055671
1108 => 0.01706757895005
1109 => 0.017585565327202
1110 => 0.017967208866219
1111 => 0.017941183335429
1112 => 0.018056051564381
1113 => 0.018393308237325
1114 => 0.01842414276086
1115 => 0.018420258319618
1116 => 0.018343831735785
1117 => 0.018675904728612
1118 => 0.018952925861496
1119 => 0.018326141189804
1120 => 0.01856481258757
1121 => 0.01867195986754
1122 => 0.018829283863701
1123 => 0.019094715815787
1124 => 0.019383045318101
1125 => 0.0194238182711
1126 => 0.019394887909782
1127 => 0.019204726852293
1128 => 0.019520220434211
1129 => 0.019705029175264
1130 => 0.019815078551288
1201 => 0.020094145458415
1202 => 0.018672621572664
1203 => 0.017666396312008
1204 => 0.017509259707488
1205 => 0.017828803171871
1206 => 0.017913064235118
1207 => 0.017879098706178
1208 => 0.016746500693311
1209 => 0.017503296813346
1210 => 0.018317545805279
1211 => 0.018348824425193
1212 => 0.018756454495698
1213 => 0.018889195555975
1214 => 0.019217391192026
1215 => 0.019196862465633
1216 => 0.019276772880279
1217 => 0.019258402859807
1218 => 0.019866316165847
1219 => 0.020536934818409
1220 => 0.020513713426908
1221 => 0.020417304061202
1222 => 0.020560488409515
1223 => 0.021252638726821
1224 => 0.021188916617086
1225 => 0.021250817218857
1226 => 0.022066901450844
1227 => 0.023127927039055
1228 => 0.022634974128103
1229 => 0.023704540101489
1230 => 0.024377775186479
1231 => 0.025542065652162
]
'min_raw' => 0.01042825960558
'max_raw' => 0.025542065652162
'avg_raw' => 0.017985162628871
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.010428'
'max' => '$0.025542'
'avg' => '$0.017985'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0046498903797001
'max_diff' => 0.010362252445694
'year' => 2028
]
3 => [
'items' => [
101 => 0.025396290751607
102 => 0.025849540485939
103 => 0.025135323255474
104 => 0.023495336127207
105 => 0.023235801886541
106 => 0.023755396008809
107 => 0.025032767457153
108 => 0.023715167036122
109 => 0.02398171588525
110 => 0.023904949798769
111 => 0.023900859260255
112 => 0.024056978477901
113 => 0.023830519410076
114 => 0.022907884428549
115 => 0.02333072260346
116 => 0.02316744447777
117 => 0.023348613731414
118 => 0.024326309473447
119 => 0.023894046880539
120 => 0.023438693353072
121 => 0.024009807727553
122 => 0.024737032582458
123 => 0.024691524157987
124 => 0.024603218793467
125 => 0.025100991509748
126 => 0.025923166203323
127 => 0.02614539671923
128 => 0.02630944274277
129 => 0.026332061917836
130 => 0.026565053478754
131 => 0.025312199134265
201 => 0.027300511154551
202 => 0.027643837714443
203 => 0.027579306550611
204 => 0.027960899572541
205 => 0.027848625225409
206 => 0.027685957311719
207 => 0.028290863418642
208 => 0.027597387380461
209 => 0.026613085450469
210 => 0.02607307794439
211 => 0.026784203389557
212 => 0.027218462884063
213 => 0.02750548078584
214 => 0.027592332229497
215 => 0.025409454650609
216 => 0.024233004703529
217 => 0.024987095631581
218 => 0.025907138608381
219 => 0.025307088249075
220 => 0.025330609087114
221 => 0.024475094965205
222 => 0.02598283262499
223 => 0.025763167930029
224 => 0.026902788756067
225 => 0.026630809099905
226 => 0.027560125643713
227 => 0.027315405452939
228 => 0.028331225282719
301 => 0.028736463315042
302 => 0.029416921041576
303 => 0.029917468515175
304 => 0.03021139956562
305 => 0.030193753047859
306 => 0.031358454305591
307 => 0.030671670665469
308 => 0.029808908551
309 => 0.029793303906329
310 => 0.030240140630846
311 => 0.031176587821765
312 => 0.031419394953618
313 => 0.031555091015965
314 => 0.031347267772866
315 => 0.030601813353741
316 => 0.030279929915103
317 => 0.030554183930684
318 => 0.030218794836544
319 => 0.030797770506588
320 => 0.031592827764088
321 => 0.031428651584412
322 => 0.031977467938402
323 => 0.032545435127618
324 => 0.0333576537172
325 => 0.033569997732884
326 => 0.033920994316089
327 => 0.034282285096579
328 => 0.034398321958213
329 => 0.034619872331196
330 => 0.03461870465137
331 => 0.035286361612413
401 => 0.036022807916058
402 => 0.036300799346913
403 => 0.036940025313627
404 => 0.035845373246779
405 => 0.03667567941394
406 => 0.037424636360631
407 => 0.036531699012915
408 => 0.037762405119022
409 => 0.037810190648283
410 => 0.038531695406517
411 => 0.03780031211046
412 => 0.037366019043919
413 => 0.038619806854273
414 => 0.039226475281757
415 => 0.039043741814168
416 => 0.037653131103146
417 => 0.036843736023232
418 => 0.034725392978447
419 => 0.037234661820605
420 => 0.038456853477244
421 => 0.037649965922015
422 => 0.038056913071026
423 => 0.040277084762976
424 => 0.041122382397799
425 => 0.040946566398832
426 => 0.04097627640848
427 => 0.041432383668993
428 => 0.043455014444964
429 => 0.042243007199787
430 => 0.04316954132568
501 => 0.043660971685185
502 => 0.044117439590806
503 => 0.042996498682765
504 => 0.041538171031296
505 => 0.041076257447646
506 => 0.037569736856663
507 => 0.037387207231856
508 => 0.037284747822237
509 => 0.036638755737765
510 => 0.036131182911494
511 => 0.035727542155073
512 => 0.034668268272889
513 => 0.035025742112815
514 => 0.033337480632256
515 => 0.034417570499205
516 => 0.031723064411734
517 => 0.03396712914906
518 => 0.032745786737637
519 => 0.033565885319009
520 => 0.033563024072316
521 => 0.032052962571518
522 => 0.031181990612038
523 => 0.031737007843355
524 => 0.032332030372649
525 => 0.032428570776131
526 => 0.033200033017038
527 => 0.03341533154595
528 => 0.03276296695202
529 => 0.031667226762183
530 => 0.031921742217109
531 => 0.031176832864467
601 => 0.029871407876486
602 => 0.030808986893388
603 => 0.031129117592197
604 => 0.031270505546235
605 => 0.029986769999629
606 => 0.029583392419631
607 => 0.029368637580705
608 => 0.031501512623577
609 => 0.031618356333118
610 => 0.031020567395067
611 => 0.03372263007973
612 => 0.033111070075322
613 => 0.033794332436085
614 => 0.031898647607279
615 => 0.031971065320618
616 => 0.031073617742964
617 => 0.031576128418981
618 => 0.031220970069848
619 => 0.031535530522266
620 => 0.031724076760465
621 => 0.032621377075802
622 => 0.033977374877308
623 => 0.032487350331019
624 => 0.031838125298657
625 => 0.032240900857354
626 => 0.033313545247308
627 => 0.034938656405745
628 => 0.03397655789154
629 => 0.034403520874652
630 => 0.034496793292201
701 => 0.03378737746665
702 => 0.034964813579133
703 => 0.035595811157287
704 => 0.036243084105922
705 => 0.036805093071045
706 => 0.0359845490564
707 => 0.036862648772435
708 => 0.036155055406777
709 => 0.035520271008124
710 => 0.035521233714029
711 => 0.035123024188034
712 => 0.034351443053789
713 => 0.034209151654456
714 => 0.03494936948321
715 => 0.035542954082981
716 => 0.035591844553697
717 => 0.035920483487608
718 => 0.036114968623447
719 => 0.038021187344386
720 => 0.038787884283016
721 => 0.039725386786743
722 => 0.04009059684669
723 => 0.041189748192079
724 => 0.04030209421197
725 => 0.040110044689768
726 => 0.037443863055519
727 => 0.037880450148765
728 => 0.038579468209441
729 => 0.037455389605876
730 => 0.038168358752609
731 => 0.038309113964925
801 => 0.03741719384506
802 => 0.037893606918674
803 => 0.036628395041789
804 => 0.034004953038799
805 => 0.034967734220033
806 => 0.035676665238063
807 => 0.03466493326477
808 => 0.036478423667463
809 => 0.03541902001225
810 => 0.035083239913892
811 => 0.033773242035946
812 => 0.034391510607894
813 => 0.035227727704207
814 => 0.034711042759357
815 => 0.035783241600555
816 => 0.037301761104676
817 => 0.038383948532713
818 => 0.038467025445863
819 => 0.037771251430562
820 => 0.038886233730453
821 => 0.038894355159253
822 => 0.037636650570141
823 => 0.036866313512237
824 => 0.036691291311879
825 => 0.037128531083498
826 => 0.037659420885159
827 => 0.03849648613505
828 => 0.039002307134449
829 => 0.040321220034151
830 => 0.040678080048614
831 => 0.041070161011313
901 => 0.04159410209077
902 => 0.042223227692393
903 => 0.040846736692182
904 => 0.04090142724572
905 => 0.039619657885139
906 => 0.038249903499037
907 => 0.039289376335794
908 => 0.040648348794576
909 => 0.040336599011
910 => 0.040301520791878
911 => 0.040360512626555
912 => 0.040125463470535
913 => 0.039062344849185
914 => 0.038528453333017
915 => 0.039217309599125
916 => 0.039583406047097
917 => 0.040151189710935
918 => 0.040081198389908
919 => 0.041543748132441
920 => 0.042112050737181
921 => 0.041966654611849
922 => 0.041993410998063
923 => 0.043022295718275
924 => 0.044166627133431
925 => 0.045238444511555
926 => 0.04632874318421
927 => 0.045014345579243
928 => 0.044346975536215
929 => 0.045035531069226
930 => 0.04467017381129
1001 => 0.046769624987397
1002 => 0.046914986431716
1003 => 0.049014285793608
1004 => 0.051006770867961
1005 => 0.049755326691838
1006 => 0.050935382183638
1007 => 0.052211708409357
1008 => 0.054673948775234
1009 => 0.053844752842667
1010 => 0.053209601753478
1011 => 0.052609387043221
1012 => 0.053858338573863
1013 => 0.055465094765545
1014 => 0.055811174659914
1015 => 0.056371956301487
1016 => 0.05578236297449
1017 => 0.056492463195283
1018 => 0.05899942900853
1019 => 0.058322024716191
1020 => 0.057360001722896
1021 => 0.059339010460899
1022 => 0.06005520602998
1023 => 0.065081841608326
1024 => 0.071428176665945
1025 => 0.068800752279808
1026 => 0.067169825176877
1027 => 0.067553131732174
1028 => 0.069870598458218
1029 => 0.070614895217906
1030 => 0.068591640050595
1031 => 0.069306287980102
1101 => 0.07324406833432
1102 => 0.075356561155239
1103 => 0.072487512158794
1104 => 0.064571919765735
1105 => 0.057273382078072
1106 => 0.059209282930275
1107 => 0.058989811851633
1108 => 0.063220465594137
1109 => 0.058305868847852
1110 => 0.058388618052873
1111 => 0.062706757234432
1112 => 0.061554751732439
1113 => 0.059688650356928
1114 => 0.057287006683264
1115 => 0.052847346227345
1116 => 0.048915015152447
1117 => 0.056627221952084
1118 => 0.056294657571146
1119 => 0.055813055064267
1120 => 0.056884809328492
1121 => 0.062088943812811
1122 => 0.061968971668808
1123 => 0.061205770098986
1124 => 0.061784651763146
1125 => 0.059587169602349
1126 => 0.060153510790925
1127 => 0.057272225952413
1128 => 0.058574687032504
1129 => 0.059684646541485
1130 => 0.059907487346144
1201 => 0.060409559057575
1202 => 0.056119411254234
1203 => 0.058045561665812
1204 => 0.059176994576727
1205 => 0.05406513952333
1206 => 0.059075949638189
1207 => 0.056044729325695
1208 => 0.055015887624233
1209 => 0.056401087435664
1210 => 0.055861273721998
1211 => 0.055397173589914
1212 => 0.055138197741958
1213 => 0.056155335604548
1214 => 0.056107884907516
1215 => 0.054443649946366
1216 => 0.052272723282441
1217 => 0.053001357529092
1218 => 0.052736637876301
1219 => 0.051777259705072
1220 => 0.052423764756718
1221 => 0.049576883697985
1222 => 0.044678972804436
1223 => 0.047914682767783
1224 => 0.047790111453969
1225 => 0.047727296948685
1226 => 0.050158843557685
1227 => 0.049925106456555
1228 => 0.049500871329243
1229 => 0.051769468294269
1230 => 0.050941399885099
1231 => 0.053493311604707
]
'min_raw' => 0.022907884428549
'max_raw' => 0.075356561155239
'avg_raw' => 0.049132222791894
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.0229078'
'max' => '$0.075356'
'avg' => '$0.049132'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.012479624822968
'max_diff' => 0.049814495503077
'year' => 2029
]
4 => [
'items' => [
101 => 0.055174165710541
102 => 0.054747846739368
103 => 0.056328698150178
104 => 0.053018143790501
105 => 0.054117777152399
106 => 0.05434441006426
107 => 0.051741474159866
108 => 0.049963348736975
109 => 0.049844768043382
110 => 0.046761743600866
111 => 0.048408670372755
112 => 0.049857897777556
113 => 0.049163830315246
114 => 0.048944109291354
115 => 0.050066616350741
116 => 0.050153844762878
117 => 0.048165027722098
118 => 0.04857856576252
119 => 0.050303088136063
120 => 0.048535112223376
121 => 0.04510022382225
122 => 0.044248324007723
123 => 0.044134664868836
124 => 0.041824245006813
125 => 0.044305252026847
126 => 0.043222225975748
127 => 0.046643492294526
128 => 0.044689283321859
129 => 0.044605041278875
130 => 0.044477697075285
131 => 0.042489023257799
201 => 0.042924416437014
202 => 0.044371729676979
203 => 0.044888147346149
204 => 0.044834280752369
205 => 0.044364637052524
206 => 0.044579637533348
207 => 0.04388704607348
208 => 0.043642477613956
209 => 0.042870552281843
210 => 0.041736035293453
211 => 0.041893796839086
212 => 0.039646021822568
213 => 0.038421314695119
214 => 0.038082331903622
215 => 0.037629029947766
216 => 0.038133533565726
217 => 0.039639654158364
218 => 0.037822953182335
219 => 0.034708346785689
220 => 0.034895539937158
221 => 0.035316107370364
222 => 0.034532382740916
223 => 0.033790653152166
224 => 0.034435526851161
225 => 0.033115827061771
226 => 0.035475586784972
227 => 0.03541176189761
228 => 0.036291334395856
301 => 0.036841349129655
302 => 0.035573743237634
303 => 0.035254943783762
304 => 0.035436546441315
305 => 0.032435059036881
306 => 0.036046048840107
307 => 0.036077276829875
308 => 0.03580988382242
309 => 0.037732624415836
310 => 0.041790206785773
311 => 0.04026358108233
312 => 0.03967242546745
313 => 0.038548638211433
314 => 0.040046018006192
315 => 0.039931042600718
316 => 0.039411080214037
317 => 0.039096605340191
318 => 0.039676034937578
319 => 0.039024807600812
320 => 0.038907829276598
321 => 0.038199067905535
322 => 0.037946072342653
323 => 0.037758764499939
324 => 0.037552556969599
325 => 0.038007399397814
326 => 0.036976666615975
327 => 0.035733703925057
328 => 0.03563036502635
329 => 0.035915692811329
330 => 0.035789456506631
331 => 0.03562976065549
401 => 0.035324857785084
402 => 0.035234399616653
403 => 0.035528344779988
404 => 0.035196497828651
405 => 0.035686156081988
406 => 0.035552996131107
407 => 0.034809175470008
408 => 0.0338820995286
409 => 0.033873846608114
410 => 0.033674109617247
411 => 0.03341971452872
412 => 0.033348947634862
413 => 0.03438121738693
414 => 0.036517984880477
415 => 0.036098486292981
416 => 0.036401617014391
417 => 0.037892720144227
418 => 0.038366696990167
419 => 0.038030279451676
420 => 0.037569770375659
421 => 0.037590030437881
422 => 0.039163729356207
423 => 0.039261879027404
424 => 0.039509871582237
425 => 0.039828612097884
426 => 0.038084562339764
427 => 0.037507885851113
428 => 0.037234624537997
429 => 0.036393085459037
430 => 0.037300613207588
501 => 0.03677183565272
502 => 0.036843185810485
503 => 0.036796718926639
504 => 0.036822092987296
505 => 0.035474927184037
506 => 0.035965763597795
507 => 0.035149652860635
508 => 0.034056972196307
509 => 0.034053309147577
510 => 0.034320741192172
511 => 0.03416166214743
512 => 0.033733584528326
513 => 0.033794390933651
514 => 0.033261662839503
515 => 0.033859073769634
516 => 0.033876205377471
517 => 0.033646169628177
518 => 0.034566563592865
519 => 0.034943649751168
520 => 0.034792235293139
521 => 0.034933026109152
522 => 0.036115918353214
523 => 0.036308781402203
524 => 0.036394438428746
525 => 0.03627966936056
526 => 0.034954647207908
527 => 0.035013417574807
528 => 0.034582199617251
529 => 0.034217865883745
530 => 0.034232437322406
531 => 0.034419752221498
601 => 0.035237767371708
602 => 0.036959232030698
603 => 0.037024560356132
604 => 0.03710374019232
605 => 0.036781676005946
606 => 0.036684538365596
607 => 0.03681268798657
608 => 0.037459179602174
609 => 0.039122131558271
610 => 0.03853433327216
611 => 0.038056444115926
612 => 0.038475681743935
613 => 0.038411143397196
614 => 0.037866374801624
615 => 0.037851084961555
616 => 0.036805499853597
617 => 0.036418970846006
618 => 0.036095958276068
619 => 0.035743236982152
620 => 0.035534131975795
621 => 0.035855412302086
622 => 0.035928892913986
623 => 0.03522640786553
624 => 0.035130661749197
625 => 0.035704326203959
626 => 0.035451877865785
627 => 0.035711527242015
628 => 0.035771768124531
629 => 0.035762067954981
630 => 0.03549848289642
701 => 0.035666484152527
702 => 0.035269111098249
703 => 0.034837027585224
704 => 0.034561385223669
705 => 0.034320850704558
706 => 0.034454313235709
707 => 0.033978543681451
708 => 0.033826335425695
709 => 0.035609569107106
710 => 0.036926863000557
711 => 0.03690770902564
712 => 0.036791114129339
713 => 0.036617877763846
714 => 0.037446506283016
715 => 0.037157828675888
716 => 0.037367865754895
717 => 0.03742132900673
718 => 0.037583146167936
719 => 0.037640981894412
720 => 0.037466162159507
721 => 0.036879445776732
722 => 0.035417404334178
723 => 0.034736820095963
724 => 0.034512215961325
725 => 0.034520379895035
726 => 0.034295182157906
727 => 0.034361512984145
728 => 0.034272115003482
729 => 0.034102816855801
730 => 0.034443859552159
731 => 0.034483161545882
801 => 0.034403558105395
802 => 0.034422307597317
803 => 0.033763225109161
804 => 0.033813333719284
805 => 0.033534322610627
806 => 0.033482011391283
807 => 0.032776695604875
808 => 0.031527126452096
809 => 0.032219509061348
810 => 0.031383208233099
811 => 0.031066488437416
812 => 0.032565790690147
813 => 0.032415302328144
814 => 0.032157731668113
815 => 0.031776730979499
816 => 0.031635414117956
817 => 0.0307768176027
818 => 0.030726087140144
819 => 0.031151630757161
820 => 0.030955257019969
821 => 0.030679473920402
822 => 0.029680615489455
823 => 0.02855756790241
824 => 0.028591465649837
825 => 0.028948686192233
826 => 0.029987353097003
827 => 0.02958152796819
828 => 0.029287097180929
829 => 0.029231959145032
830 => 0.02992212710358
831 => 0.030898859359583
901 => 0.031357120280948
902 => 0.030902997625467
903 => 0.03038132597055
904 => 0.030413077706992
905 => 0.030624307784505
906 => 0.03064650507902
907 => 0.030306950460382
908 => 0.030402533096576
909 => 0.030257334331938
910 => 0.029366249781369
911 => 0.029350132887509
912 => 0.02913144636812
913 => 0.029124824627225
914 => 0.028752784303836
915 => 0.0287007332908
916 => 0.027962024647477
917 => 0.028448244913528
918 => 0.028122113886771
919 => 0.027630557502916
920 => 0.02754581299706
921 => 0.027543265474882
922 => 0.028047983971105
923 => 0.028442346984038
924 => 0.02812778707561
925 => 0.028056167881949
926 => 0.028820873499163
927 => 0.028723557738926
928 => 0.02863928291818
929 => 0.030811403698951
930 => 0.029092000608273
1001 => 0.02834224272064
1002 => 0.027414274959532
1003 => 0.027716425941768
1004 => 0.027780093593247
1005 => 0.025548498406545
1006 => 0.024643140517228
1007 => 0.024332455807306
1008 => 0.02415365236431
1009 => 0.024235135338556
1010 => 0.023420207050281
1011 => 0.023967852337671
1012 => 0.023262193324199
1013 => 0.023143887294177
1014 => 0.024405693024643
1015 => 0.024581265920675
1016 => 0.023832217399979
1017 => 0.024313227810206
1018 => 0.024138806748913
1019 => 0.023274289822621
1020 => 0.023241271634993
1021 => 0.022807487430619
1022 => 0.022128699147947
1023 => 0.021818474688445
1024 => 0.021656907096444
1025 => 0.021723573033793
1026 => 0.021689864695858
1027 => 0.021469894989633
1028 => 0.021702473101931
1029 => 0.02110833213292
1030 => 0.02087174041174
1031 => 0.02076487742017
1101 => 0.020237543112694
1102 => 0.021076766502519
1103 => 0.021242104082572
1104 => 0.021407767428734
1105 => 0.022849753753897
1106 => 0.022777716192103
1107 => 0.023428900667006
1108 => 0.023403596835763
1109 => 0.023217868475032
1110 => 0.022434311071938
1111 => 0.022746623087243
1112 => 0.021785375248196
1113 => 0.02250560748771
1114 => 0.022176923571213
1115 => 0.022394479124916
1116 => 0.022003294623165
1117 => 0.022219792278046
1118 => 0.021281311756423
1119 => 0.020404971850108
1120 => 0.020757636610366
1121 => 0.021141023536873
1122 => 0.021972304078713
1123 => 0.021477200245909
1124 => 0.021655258306134
1125 => 0.021058793610939
1126 => 0.019828116573035
1127 => 0.019835082071419
1128 => 0.019645769220894
1129 => 0.019482175277911
1130 => 0.021534068876911
1201 => 0.021278883472238
1202 => 0.020872278927731
1203 => 0.021416535268376
1204 => 0.021560445283352
1205 => 0.021564542199164
1206 => 0.021961617576009
1207 => 0.022173536775811
1208 => 0.022210888453286
1209 => 0.022835695138133
1210 => 0.023045122097494
1211 => 0.02390772210389
1212 => 0.022155556912305
1213 => 0.022119472223228
1214 => 0.021424194071219
1215 => 0.020983237675302
1216 => 0.021454386732902
1217 => 0.021871760479676
1218 => 0.021437163036956
1219 => 0.021493912288122
1220 => 0.020910500729187
1221 => 0.021119042909441
1222 => 0.021298667528741
1223 => 0.021199489371811
1224 => 0.021051014870609
1225 => 0.021837540592108
1226 => 0.021793161728482
1227 => 0.02252559256249
1228 => 0.023096574774231
1229 => 0.024119876972949
1230 => 0.023052007782636
1231 => 0.023013090384946
]
'min_raw' => 0.019482175277911
'max_raw' => 0.056328698150178
'avg_raw' => 0.037905436714045
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.019482'
'max' => '$0.056328'
'avg' => '$0.0379054'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0034257091506373
'max_diff' => -0.019027863005061
'year' => 2030
]
5 => [
'items' => [
101 => 0.023393514189918
102 => 0.023045063856592
103 => 0.023265272439158
104 => 0.024084397965887
105 => 0.024101704797505
106 => 0.023811793069299
107 => 0.023794151914291
108 => 0.02384983263298
109 => 0.024175956341495
110 => 0.02406199869697
111 => 0.024193873368269
112 => 0.024358784664065
113 => 0.025040927704415
114 => 0.025205390082059
115 => 0.02480583176835
116 => 0.024841907410414
117 => 0.024692461632965
118 => 0.024548098884501
119 => 0.024872605260563
120 => 0.025465647041006
121 => 0.025461957758869
122 => 0.025599531924847
123 => 0.025685239490525
124 => 0.025317319876861
125 => 0.025077817737145
126 => 0.02516965809743
127 => 0.025316512833547
128 => 0.025122035085765
129 => 0.023921628335602
130 => 0.024285755061321
131 => 0.024225146569275
201 => 0.024138832706355
202 => 0.024504964944775
203 => 0.024469650597194
204 => 0.023411848782807
205 => 0.023479565822934
206 => 0.023415966880303
207 => 0.023621468075064
208 => 0.023033966117677
209 => 0.023214677762883
210 => 0.02332801841269
211 => 0.023394776926151
212 => 0.02363595445351
213 => 0.023607655054335
214 => 0.023634195323123
215 => 0.02399179792769
216 => 0.025800429187196
217 => 0.025898868996131
218 => 0.025414115374267
219 => 0.025607764884859
220 => 0.025236000171015
221 => 0.025485568314026
222 => 0.02565631649913
223 => 0.02488473828363
224 => 0.024839050429209
225 => 0.024465751310146
226 => 0.024666341111988
227 => 0.024347188314341
228 => 0.024425497247392
301 => 0.02420653864373
302 => 0.024600620536099
303 => 0.025041265325903
304 => 0.025152589601398
305 => 0.024859743360686
306 => 0.024647703382902
307 => 0.024275431032226
308 => 0.024894528248031
309 => 0.025075571140579
310 => 0.024893577306789
311 => 0.024851405358856
312 => 0.024771489593727
313 => 0.024868359866215
314 => 0.025074585142105
315 => 0.024977333110378
316 => 0.025041569790694
317 => 0.024796765805907
318 => 0.025317441673563
319 => 0.026144400258872
320 => 0.026147059065945
321 => 0.026049806509993
322 => 0.026010012859433
323 => 0.026109799883618
324 => 0.026163930250761
325 => 0.026486623189164
326 => 0.026832885568725
327 => 0.028448741008023
328 => 0.027995015266618
329 => 0.029428698340033
330 => 0.030562555510657
331 => 0.030902549698562
401 => 0.030589771043652
402 => 0.029519772161176
403 => 0.029467272911302
404 => 0.031066302983598
405 => 0.030614503747957
406 => 0.030560763666491
407 => 0.029989059994991
408 => 0.030327007671725
409 => 0.03025309355743
410 => 0.030136416512013
411 => 0.030781197137582
412 => 0.031988168908682
413 => 0.031800051039246
414 => 0.03165962977625
415 => 0.031044344677813
416 => 0.031414883735974
417 => 0.031282941874571
418 => 0.031849847843532
419 => 0.031514025306024
420 => 0.03061108092439
421 => 0.030754877793309
422 => 0.030733143185851
423 => 0.031180439867204
424 => 0.031046172506048
425 => 0.030706925328671
426 => 0.031984043610383
427 => 0.031901114652874
428 => 0.032018688954423
429 => 0.032070448798071
430 => 0.0328478081908
501 => 0.033166267461275
502 => 0.033238563291087
503 => 0.033541074967515
504 => 0.033231036524996
505 => 0.034471411348734
506 => 0.035296188228643
507 => 0.036254209017287
508 => 0.037654134881208
509 => 0.038180519956081
510 => 0.038085433203795
511 => 0.039146841016687
512 => 0.041054167262684
513 => 0.038470958370656
514 => 0.041191083606483
515 => 0.040329923362176
516 => 0.038288127914536
517 => 0.038156660358895
518 => 0.039539387941769
519 => 0.042606144637987
520 => 0.041837956868451
521 => 0.042607401117982
522 => 0.041709803529466
523 => 0.04166523024365
524 => 0.042563806806583
525 => 0.044663379924736
526 => 0.043665951437623
527 => 0.042235893121848
528 => 0.043291825928044
529 => 0.042377079209349
530 => 0.040315898830644
531 => 0.041837369449741
601 => 0.040820005375739
602 => 0.041116926298582
603 => 0.043255274260649
604 => 0.042997982576486
605 => 0.043330941840361
606 => 0.042743277454683
607 => 0.042194306252291
608 => 0.04116961073589
609 => 0.040866248910362
610 => 0.040950087205123
611 => 0.040866207364267
612 => 0.040292899640279
613 => 0.040169093891869
614 => 0.039962745553797
615 => 0.040026701532154
616 => 0.039638706287245
617 => 0.040370933478297
618 => 0.04050684129732
619 => 0.041039695184288
620 => 0.041095017842508
621 => 0.042579008333012
622 => 0.041761651308289
623 => 0.042310004967684
624 => 0.042260955055083
625 => 0.038332379813151
626 => 0.038873702819377
627 => 0.039715831540546
628 => 0.039336453693138
629 => 0.038800102177647
630 => 0.038366969571539
701 => 0.037710729383203
702 => 0.038634374846309
703 => 0.03984887041155
704 => 0.041125819454265
705 => 0.042659990060072
706 => 0.04231758104057
707 => 0.041097139201936
708 => 0.041151887331284
709 => 0.041490318724317
710 => 0.041052019320605
711 => 0.040922756269829
712 => 0.04147255996611
713 => 0.041476346162
714 => 0.040972029727776
715 => 0.04041157430007
716 => 0.040409225971364
717 => 0.04030949834136
718 => 0.041727544853298
719 => 0.04250732705419
720 => 0.04259672782684
721 => 0.042501309669882
722 => 0.042538032331484
723 => 0.042084294250113
724 => 0.043121404952279
725 => 0.044073160292204
726 => 0.043818069529817
727 => 0.04343565221371
728 => 0.043131038401718
729 => 0.043746312196478
730 => 0.043718915022928
731 => 0.044064847539603
801 => 0.044049154042443
802 => 0.043932829948266
803 => 0.043818073684117
804 => 0.044273069300007
805 => 0.044142037869637
806 => 0.044010802911263
807 => 0.043747591111178
808 => 0.043783365966294
809 => 0.043401014679929
810 => 0.043224121479652
811 => 0.040564072173618
812 => 0.039853220079428
813 => 0.040076868618989
814 => 0.040150499525244
815 => 0.03984113578287
816 => 0.040284683920409
817 => 0.040215557413007
818 => 0.040484488215653
819 => 0.040316471925778
820 => 0.040323367372921
821 => 0.040817467456593
822 => 0.040960906812935
823 => 0.040887952398602
824 => 0.04093904716967
825 => 0.042116504603176
826 => 0.041949107809101
827 => 0.04186018159859
828 => 0.041884814766634
829 => 0.042185680385867
830 => 0.042269906332598
831 => 0.041913035077845
901 => 0.042081337624635
902 => 0.042797948508092
903 => 0.043048721760639
904 => 0.043849069604778
905 => 0.043509067615539
906 => 0.044133155981729
907 => 0.046051390851992
908 => 0.047583809598116
909 => 0.046174533989298
910 => 0.048988625864203
911 => 0.05117980004632
912 => 0.051095699131619
913 => 0.050713617230195
914 => 0.048219023679234
915 => 0.045923461501344
916 => 0.047843796737867
917 => 0.047848692067306
918 => 0.047683733567427
919 => 0.046659190492017
920 => 0.047648081689229
921 => 0.047726576281338
922 => 0.047682640183154
923 => 0.046897125409405
924 => 0.045697789537288
925 => 0.045932136895895
926 => 0.046316002649851
927 => 0.045589264694828
928 => 0.045357027883592
929 => 0.04578880030054
930 => 0.0471800609913
1001 => 0.046917051216737
1002 => 0.046910182968617
1003 => 0.048035450317703
1004 => 0.04723000174365
1005 => 0.045935092766571
1006 => 0.045608111172108
1007 => 0.044447546792957
1008 => 0.045249152743425
1009 => 0.045278001114511
1010 => 0.044838969727654
1011 => 0.045970717743975
1012 => 0.045960288486764
1013 => 0.047034714789798
1014 => 0.049088614345109
1015 => 0.048481175180345
1016 => 0.047774789520917
1017 => 0.047851593228047
1018 => 0.048693940327556
1019 => 0.048184638042279
1020 => 0.048367786695046
1021 => 0.048693663110135
1022 => 0.048890272442414
1023 => 0.047823304170778
1024 => 0.047574542827667
1025 => 0.04706566442303
1026 => 0.046932907545926
1027 => 0.047347378388406
1028 => 0.047238179964884
1029 => 0.045275576520628
1030 => 0.04507047354088
1031 => 0.04507676375645
1101 => 0.04456102256176
1102 => 0.043774393447789
1103 => 0.045841607792121
1104 => 0.045675581549625
1105 => 0.04549230142732
1106 => 0.04551475219652
1107 => 0.046412059879
1108 => 0.045891576108038
1109 => 0.047275367518753
1110 => 0.046990901605288
1111 => 0.04669914021453
1112 => 0.046658809903057
1113 => 0.046546506659528
1114 => 0.046161377051268
1115 => 0.045696309906593
1116 => 0.045389232294252
1117 => 0.041869167525706
1118 => 0.042522471071474
1119 => 0.043274037250387
1120 => 0.043533474883635
1121 => 0.043089688859426
1122 => 0.046178900428411
1123 => 0.046743329150448
1124 => 0.045033637734624
1125 => 0.044713824276964
1126 => 0.046199867345453
1127 => 0.045303601713777
1128 => 0.045707190072841
1129 => 0.044834852791574
1130 => 0.046607374799712
1201 => 0.046593871151796
1202 => 0.045904320056405
1203 => 0.046487123920388
1204 => 0.046385847406922
1205 => 0.045607345918515
1206 => 0.046632054685482
1207 => 0.046632562928246
1208 => 0.045968884991066
1209 => 0.045193854458222
1210 => 0.045055297304353
1211 => 0.044950913101448
1212 => 0.045681517957795
1213 => 0.046336575987453
1214 => 0.04755547657799
1215 => 0.047861937146814
1216 => 0.049058073149172
1217 => 0.048345832398573
1218 => 0.048661559498252
1219 => 0.049004325927278
1220 => 0.049168660758172
1221 => 0.048900885969924
1222 => 0.050758977530807
1223 => 0.050915857389
1224 => 0.050968457848446
1225 => 0.050341919828551
1226 => 0.050898432233267
1227 => 0.050638058508854
1228 => 0.051315478605873
1229 => 0.05142170672682
1230 => 0.051331735287553
1231 => 0.051365453769838
]
'min_raw' => 0.023033966117677
'max_raw' => 0.05142170672682
'avg_raw' => 0.037227836422249
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.023033'
'max' => '$0.051421'
'avg' => '$0.037227'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0035517908397659
'max_diff' => -0.0049069914233585
'year' => 2031
]
6 => [
'items' => [
101 => 0.049779900412438
102 => 0.049697681106396
103 => 0.048576615034505
104 => 0.049033457745303
105 => 0.048179412194507
106 => 0.048450238836308
107 => 0.048569616639483
108 => 0.048507260449735
109 => 0.04905928694673
110 => 0.048589951652722
111 => 0.047351298645969
112 => 0.046112308169032
113 => 0.046096753652854
114 => 0.045770549330275
115 => 0.045534763352352
116 => 0.045580184096657
117 => 0.045740252723908
118 => 0.045525459872747
119 => 0.045571296817817
120 => 0.046332495515932
121 => 0.046485148486218
122 => 0.04596637404782
123 => 0.043883419818856
124 => 0.043372257626373
125 => 0.043739670873543
126 => 0.04356407100584
127 => 0.03515960533805
128 => 0.037134109881495
129 => 0.035960926329619
130 => 0.036501583285903
131 => 0.035304066673845
201 => 0.035875584368342
202 => 0.035770045918653
203 => 0.038944990794677
204 => 0.038895418397432
205 => 0.03891914608068
206 => 0.037786561937084
207 => 0.039590799230843
208 => 0.040479631400024
209 => 0.040315132221011
210 => 0.040356533120373
211 => 0.039645128501593
212 => 0.038926034032444
213 => 0.038128447598311
214 => 0.039610264608266
215 => 0.039445511852219
216 => 0.039823395398421
217 => 0.040784459651844
218 => 0.040925980013888
219 => 0.041116184815634
220 => 0.041048009933908
221 => 0.042672212204064
222 => 0.042475510592317
223 => 0.042949504881713
224 => 0.041974462666392
225 => 0.040871109847901
226 => 0.041080821147375
227 => 0.041060624262844
228 => 0.040803494741858
229 => 0.040571369707349
301 => 0.040184946925716
302 => 0.041407645786616
303 => 0.041358006445773
304 => 0.042161609674588
305 => 0.042019564998109
306 => 0.04107095588436
307 => 0.041104835644436
308 => 0.041332693313009
309 => 0.042121311305573
310 => 0.042355426818973
311 => 0.042246975185276
312 => 0.04250367215794
313 => 0.042706554978755
314 => 0.042529151116596
315 => 0.045040815693139
316 => 0.043997797448315
317 => 0.044506157283568
318 => 0.044627398108846
319 => 0.044316842284317
320 => 0.044384190722487
321 => 0.044486205254964
322 => 0.045105617519669
323 => 0.046731134530638
324 => 0.047451064949528
325 => 0.049617011135499
326 => 0.047391284750154
327 => 0.047259219357419
328 => 0.047649371670821
329 => 0.048921011370675
330 => 0.049951555908362
331 => 0.050293446985054
401 => 0.050338633534845
402 => 0.050980043923208
403 => 0.051347688396222
404 => 0.050902159831293
405 => 0.050524621021301
406 => 0.049172323865751
407 => 0.049328855943688
408 => 0.050407206735287
409 => 0.051930440742965
410 => 0.05323753398704
411 => 0.052779835489764
412 => 0.056271751939198
413 => 0.05661796119196
414 => 0.056570126267514
415 => 0.05735884246815
416 => 0.055793401429148
417 => 0.055124145055983
418 => 0.050606249197269
419 => 0.05187559365099
420 => 0.05372066036046
421 => 0.053476458862817
422 => 0.052136522099625
423 => 0.05323651752485
424 => 0.052872824637233
425 => 0.052585964967138
426 => 0.053900124726327
427 => 0.052455152088392
428 => 0.05370624565305
429 => 0.05210170521547
430 => 0.052781926217946
501 => 0.052395799878352
502 => 0.052645670941933
503 => 0.051184929809943
504 => 0.051973110267278
505 => 0.051152138911621
506 => 0.051151749664305
507 => 0.051133626676126
508 => 0.052099495835313
509 => 0.052130992793918
510 => 0.051417214025932
511 => 0.051314347354145
512 => 0.051694699354346
513 => 0.051249406776457
514 => 0.051457756371013
515 => 0.051255717473427
516 => 0.051210234261991
517 => 0.050847816294931
518 => 0.050691676669832
519 => 0.050752903040056
520 => 0.050543905874125
521 => 0.050417977521894
522 => 0.051108576357297
523 => 0.050739617258219
524 => 0.051052028083745
525 => 0.050695996518668
526 => 0.049461835998545
527 => 0.048752057232411
528 => 0.046420842416638
529 => 0.047081972046528
530 => 0.047520301675133
531 => 0.047375433735494
601 => 0.04768666612629
602 => 0.04770577326736
603 => 0.047604588444474
604 => 0.04748742938215
605 => 0.047430402829913
606 => 0.047855432029307
607 => 0.048102175785381
608 => 0.047564293917458
609 => 0.047438275721571
610 => 0.047982103987313
611 => 0.048313838915256
612 => 0.050763183237435
613 => 0.05058172789877
614 => 0.051037145190008
615 => 0.050985872191962
616 => 0.051463222066843
617 => 0.052243487369164
618 => 0.050656989843936
619 => 0.050932350957359
620 => 0.050864838771364
621 => 0.051601919115406
622 => 0.051604220199785
623 => 0.051162303713638
624 => 0.051401873810055
625 => 0.051268152354497
626 => 0.051509805098229
627 => 0.050579304452094
628 => 0.051712553797748
629 => 0.052355033151759
630 => 0.052363953978213
701 => 0.052668484092982
702 => 0.052977904326783
703 => 0.053571809520741
704 => 0.052961340633266
705 => 0.051863166532648
706 => 0.051942451155632
707 => 0.051298592082245
708 => 0.051309415469591
709 => 0.051251639379693
710 => 0.051425029774659
711 => 0.050617353893202
712 => 0.05080691380822
713 => 0.050541528817133
714 => 0.050931774062217
715 => 0.050511934688357
716 => 0.050864806214944
717 => 0.051017093867942
718 => 0.051579038586026
719 => 0.050428934996592
720 => 0.048083795922569
721 => 0.048576772587992
722 => 0.047847621377351
723 => 0.04791510709797
724 => 0.048051438993894
725 => 0.047609542714184
726 => 0.047693842598601
727 => 0.04769083081352
728 => 0.047664876876794
729 => 0.047549922587598
730 => 0.04738321612525
731 => 0.048047323361701
801 => 0.048160168122152
802 => 0.048411008046129
803 => 0.049157337513536
804 => 0.049082761600081
805 => 0.049204398009051
806 => 0.048938866411229
807 => 0.04792742434723
808 => 0.0479823505175
809 => 0.047297420294104
810 => 0.048393492840383
811 => 0.048133928393974
812 => 0.047966585506807
813 => 0.047920924449622
814 => 0.048669103923423
815 => 0.04889297094826
816 => 0.048753472041539
817 => 0.04846735571402
818 => 0.049016783645555
819 => 0.049163787381531
820 => 0.049196696096726
821 => 0.050170177049051
822 => 0.049251102867937
823 => 0.049472333158143
824 => 0.051198308729358
825 => 0.049633087054614
826 => 0.050462219884335
827 => 0.050421638146919
828 => 0.050845794446279
829 => 0.050386844950176
830 => 0.050392534179227
831 => 0.050769156238222
901 => 0.050240258480509
902 => 0.050109295957794
903 => 0.049928372170634
904 => 0.050323412640934
905 => 0.050560221536735
906 => 0.052468727319922
907 => 0.053701709094298
908 => 0.053648182103714
909 => 0.054137318599322
910 => 0.053916958128074
911 => 0.053205356038258
912 => 0.054419974034943
913 => 0.054035618079017
914 => 0.054067303917031
915 => 0.054066124568557
916 => 0.054321687678268
917 => 0.054140597793023
918 => 0.05378365104071
919 => 0.054020608952903
920 => 0.054724289238112
921 => 0.056908534434947
922 => 0.058130866984497
923 => 0.056834948480658
924 => 0.057728855711566
925 => 0.057192829904735
926 => 0.057095418070248
927 => 0.057656857870483
928 => 0.058219280396766
929 => 0.058183456513261
930 => 0.057775166639896
1001 => 0.057544534050404
1002 => 0.059290961285623
1003 => 0.060577699122921
1004 => 0.060489952228818
1005 => 0.060877238482573
1006 => 0.062014322901912
1007 => 0.062118283650811
1008 => 0.06210518698596
1009 => 0.061847509422633
1010 => 0.062967116702543
1011 => 0.06390111279306
1012 => 0.061787864511743
1013 => 0.062592561792817
1014 => 0.062953816328019
1015 => 0.063484245165085
1016 => 0.064379167523411
1017 => 0.065351290570985
1018 => 0.065488759428699
1019 => 0.065391218695661
1020 => 0.064750077413715
1021 => 0.065813786052211
1022 => 0.066436881625605
1023 => 0.066807920780272
1024 => 0.06774881434148
1025 => 0.062956047313042
1026 => 0.059563488594337
1027 => 0.059033691561269
1028 => 0.060111054661252
1029 => 0.060395146718907
1030 => 0.060280629566687
1031 => 0.05646199629084
1101 => 0.059013587247356
1102 => 0.061758884572706
1103 => 0.061864342623548
1104 => 0.063238695866079
1105 => 0.06368624161849
1106 => 0.064792776119324
1107 => 0.06472356208502
1108 => 0.064992985627163
1109 => 0.06493104982059
1110 => 0.066980671975056
1111 => 0.069241709583268
1112 => 0.069163417040555
1113 => 0.068838366132992
1114 => 0.069321122160139
1115 => 0.071654755279329
1116 => 0.071439911737423
1117 => 0.071648613938055
1118 => 0.074400098903379
1119 => 0.077977420752473
1120 => 0.076315395596328
1121 => 0.079921511950308
1122 => 0.082191371043125
1123 => 0.08611685763634
1124 => 0.08562536738144
1125 => 0.087153530505628
1126 => 0.084745497248058
1127 => 0.079216166144864
1128 => 0.078341128332354
1129 => 0.080092976192485
1130 => 0.084399723213803
1201 => 0.079957341402372
1202 => 0.080856029457054
1203 => 0.080597207236848
1204 => 0.080583415700657
1205 => 0.081109782542843
1206 => 0.080346259984804
1207 => 0.077235531728268
1208 => 0.078661160156602
1209 => 0.078110656556122
1210 => 0.078721481343616
1211 => 0.082017850798418
1212 => 0.080560447286817
1213 => 0.079025191077193
1214 => 0.080950743064688
1215 => 0.083402632436221
1216 => 0.083249197605819
1217 => 0.082951469904056
1218 => 0.084629745370378
1219 => 0.087401764752169
1220 => 0.088151030452191
1221 => 0.088704123073885
1222 => 0.08878038520184
1223 => 0.089565932516426
1224 => 0.085341846622484
1225 => 0.092045579418389
1226 => 0.093203128885361
1227 => 0.09298555756108
1228 => 0.094272125076491
1229 => 0.093893584276389
1230 => 0.093345138048274
1231 => 0.095384621220959
]
'min_raw' => 0.03515960533805
'max_raw' => 0.095384621220959
'avg_raw' => 0.065272113279504
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.035159'
'max' => '$0.095384'
'avg' => '$0.065272'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.012125639220372
'max_diff' => 0.043962914494139
'year' => 2032
]
7 => [
'items' => [
101 => 0.093046518341281
102 => 0.089727875662546
103 => 0.087907202653682
104 => 0.090304811741256
105 => 0.091768947946011
106 => 0.092736648840802
107 => 0.093029474546865
108 => 0.085669750386
109 => 0.081703267252309
110 => 0.084245737465184
111 => 0.087347726596811
112 => 0.085324614916235
113 => 0.085403917063856
114 => 0.082519491471751
115 => 0.087602934258598
116 => 0.086862319403038
117 => 0.090704630583809
118 => 0.089787632184045
119 => 0.092920887794303
120 => 0.092095796585292
121 => 0.095520704063669
122 => 0.096886992382462
123 => 0.099181203115513
124 => 0.10086883386986
125 => 0.10185984292805
126 => 0.10180034646138
127 => 0.10572721806866
128 => 0.10341167907629
129 => 0.10050281637123
130 => 0.10045020422224
131 => 0.10195674543609
201 => 0.10511404252093
202 => 0.10593268371823
203 => 0.10639019246643
204 => 0.10568950189256
205 => 0.10317615027252
206 => 0.10209089778596
207 => 0.1030155643473
208 => 0.10188477660029
209 => 0.10383683349463
210 => 0.10651742454742
211 => 0.10596389309523
212 => 0.10781426574984
213 => 0.10972920678248
214 => 0.11246765846455
215 => 0.11318359113881
216 => 0.11436700062489
217 => 0.11558511771583
218 => 0.11597634409626
219 => 0.11672331664693
220 => 0.11671937973287
221 => 0.11897043179134
222 => 0.12145341192112
223 => 0.12239067943899
224 => 0.1245458744151
225 => 0.12085517854556
226 => 0.12365461375827
227 => 0.12617977439454
228 => 0.12316917378382
301 => 0.12731858534572
302 => 0.1274796975939
303 => 0.12991230126014
304 => 0.12744639141393
305 => 0.12598214201871
306 => 0.13020937515799
307 => 0.13225480011749
308 => 0.13163870147347
309 => 0.12695016037192
310 => 0.12422122834983
311 => 0.11707908687635
312 => 0.12553926196924
313 => 0.1296599664703
314 => 0.12693948874275
315 => 0.12831153946779
316 => 0.13579700333463
317 => 0.13864698332723
318 => 0.13805420741164
319 => 0.13815437678345
320 => 0.13969217425666
321 => 0.14651161513342
322 => 0.14242524808666
323 => 0.14554912258066
324 => 0.1472060143483
325 => 0.14874502776167
326 => 0.14496569722862
327 => 0.1400488437345
328 => 0.13849146983745
329 => 0.1266689908475
330 => 0.12605357947365
331 => 0.12570813042064
401 => 0.12353012300611
402 => 0.12181880578474
403 => 0.12045790279316
404 => 0.11688648694324
405 => 0.11809173495258
406 => 0.11239964350022
407 => 0.11604124189611
408 => 0.10695652649779
409 => 0.11452254743528
410 => 0.11040470622376
411 => 0.11316972584831
412 => 0.11316007895532
413 => 0.10806880117626
414 => 0.10513225840555
415 => 0.107003537751
416 => 0.10900969775166
417 => 0.10933519046224
418 => 0.11193622926923
419 => 0.11266212329112
420 => 0.11046263051604
421 => 0.10676826596387
422 => 0.10762638258985
423 => 0.10511486869951
424 => 0.10071353721067
425 => 0.10387465032583
426 => 0.10495399332768
427 => 0.10543069268611
428 => 0.10110248866317
429 => 0.099742472989285
430 => 0.099018412056144
501 => 0.10620954917577
502 => 0.10660349590025
503 => 0.10458800875932
504 => 0.11369820175266
505 => 0.11163628450004
506 => 0.1139399512532
507 => 0.1075485175004
508 => 0.10779267887696
509 => 0.10476687171111
510 => 0.10646112153948
511 => 0.10526368036901
512 => 0.10632424289625
513 => 0.10695993970222
514 => 0.10998525036288
515 => 0.1145570916234
516 => 0.1095333698354
517 => 0.10734446231134
518 => 0.10870244822839
519 => 0.11231894367876
520 => 0.11779811941106
521 => 0.11455433709885
522 => 0.11599387260601
523 => 0.11630834707385
524 => 0.11391650208817
525 => 0.11788631014738
526 => 0.12001376253697
527 => 0.12219608847444
528 => 0.12409094093857
529 => 0.12132441950464
530 => 0.12428499400421
531 => 0.12189929356931
601 => 0.11975907365002
602 => 0.11976231948019
603 => 0.1184197282612
604 => 0.11581828859702
605 => 0.1153385432097
606 => 0.1178342392997
607 => 0.11983555122058
608 => 0.12000038885602
609 => 0.12110841796654
610 => 0.12176413818054
611 => 0.12819108768613
612 => 0.13077605994379
613 => 0.13393691508944
614 => 0.1351682463047
615 => 0.13887411180598
616 => 0.13588132443802
617 => 0.13523381606545
618 => 0.12624459853872
619 => 0.12771658240513
620 => 0.13007337060058
621 => 0.126283461108
622 => 0.12868728636413
623 => 0.12916185238967
624 => 0.12615468143367
625 => 0.12776094137346
626 => 0.12349519119627
627 => 0.11465007332032
628 => 0.11789615729208
629 => 0.12028636771535
630 => 0.11687524273053
701 => 0.12298955223706
702 => 0.11941769884831
703 => 0.11828559280328
704 => 0.11386884349665
705 => 0.11595337915311
706 => 0.11877274347614
707 => 0.11703070411079
708 => 0.12064569736242
709 => 0.12576549189021
710 => 0.12941416235975
711 => 0.12969426197268
712 => 0.1273484113027
713 => 0.13110765197236
714 => 0.13113503393658
715 => 0.12689459510426
716 => 0.12429734993032
717 => 0.12370725036215
718 => 0.12518143477927
719 => 0.12697136681112
720 => 0.12979359074315
721 => 0.13149900155792
722 => 0.13594580848282
723 => 0.13714898693676
724 => 0.13847091527672
725 => 0.1402374192065
726 => 0.14235856009652
727 => 0.13771762458578
728 => 0.1379020176054
729 => 0.13358044271593
730 => 0.12896222016999
731 => 0.13246687541279
801 => 0.137048745938
802 => 0.135997659777
803 => 0.13587939111214
804 => 0.13607828620144
805 => 0.13528580156131
806 => 0.13170142290485
807 => 0.12990137038298
808 => 0.13222389737857
809 => 0.13345821711294
810 => 0.13537253937696
811 => 0.13513655875148
812 => 0.1400676473204
813 => 0.1419837192299
814 => 0.14149350604211
815 => 0.1415837170663
816 => 0.14505267373493
817 => 0.1489108669958
818 => 0.15252457411804
819 => 0.15620059221512
820 => 0.15176900892166
821 => 0.14951892422731
822 => 0.15184043728027
823 => 0.1506086097767
824 => 0.15768705599595
825 => 0.15817715225429
826 => 0.1652550866213
827 => 0.17197288916035
828 => 0.16775355774751
829 => 0.17173219722696
830 => 0.17603542020722
831 => 0.18433703550891
901 => 0.18154134352965
902 => 0.17939988728761
903 => 0.17737622148633
904 => 0.1815871487709
905 => 0.18700443945129
906 => 0.18817127197768
907 => 0.19006198643477
908 => 0.18807413136871
909 => 0.19046828384072
910 => 0.19892069411085
911 => 0.19663677824437
912 => 0.19339325055618
913 => 0.20006561668633
914 => 0.20248032005067
915 => 0.21942797285155
916 => 0.24082508458528
917 => 0.2319665398265
918 => 0.22646775523128
919 => 0.22776010004407
920 => 0.23557360091129
921 => 0.23808304940171
922 => 0.23126150334596
923 => 0.23367098873542
924 => 0.24694749012671
925 => 0.25406990716198
926 => 0.24439670815986
927 => 0.21770873575765
928 => 0.19310120637606
929 => 0.19962823125955
930 => 0.19888826919492
1001 => 0.21315221366259
1002 => 0.1965823076063
1003 => 0.19686130232839
1004 => 0.21142021006187
1005 => 0.20753614308144
1006 => 0.20124445200687
1007 => 0.19314714268371
1008 => 0.17817851748938
1009 => 0.16492038872377
1010 => 0.19092263239784
1011 => 0.1898013683686
1012 => 0.18817761189224
1013 => 0.19179110622157
1014 => 0.20933720897652
1015 => 0.20893271451682
1016 => 0.20635952713914
1017 => 0.20831126708608
1018 => 0.20090230255765
1019 => 0.20281176141561
1020 => 0.19309730841768
1021 => 0.19748864688414
1022 => 0.20123095286357
1023 => 0.20198227619472
1024 => 0.20367504602334
1025 => 0.18921051317582
1026 => 0.19570466376798
1027 => 0.19951936882126
1028 => 0.18228439261041
1029 => 0.19917868875624
1030 => 0.18895871783963
1031 => 0.18548990621172
1101 => 0.19016020408752
1102 => 0.1883401844633
1103 => 0.18677543846554
1104 => 0.18590228331304
1105 => 0.18933163463107
1106 => 0.18917165129312
1107 => 0.18356056692843
1108 => 0.17624113611174
1109 => 0.17869777734595
1110 => 0.17780525655443
1111 => 0.17457064606848
1112 => 0.17675038298765
1113 => 0.16715192473524
1114 => 0.15063827619642
1115 => 0.1615476982479
1116 => 0.16112769736609
1117 => 0.16091591387595
1118 => 0.16911404303336
1119 => 0.1683259820779
1120 => 0.16689564372701
1121 => 0.17454437678298
1122 => 0.17175248632758
1123 => 0.18035643485902
1124 => 0.18602355183033
1125 => 0.18458618765437
1126 => 0.18991613855744
1127 => 0.17875437339827
1128 => 0.18246186405185
1129 => 0.1832259727372
1130 => 0.17444999260435
1201 => 0.16845491859632
1202 => 0.16805511550884
1203 => 0.157660483351
1204 => 0.16321321194718
1205 => 0.16809938332429
1206 => 0.16575928641687
1207 => 0.16501848164439
1208 => 0.16880309256605
1209 => 0.16909718924766
1210 => 0.1623917537399
1211 => 0.16378602611549
1212 => 0.1696003737002
1213 => 0.16363951947444
1214 => 0.15205855341379
1215 => 0.14918631371137
1216 => 0.14880310398918
1217 => 0.14101336211601
1218 => 0.14937825050243
1219 => 0.14572675255669
1220 => 0.15726179081563
1221 => 0.15067303882577
1222 => 0.15038901089626
1223 => 0.14995966102297
1224 => 0.14325470840254
1225 => 0.14472266690445
1226 => 0.14960238454117
1227 => 0.15134352276791
1228 => 0.15116190778613
1229 => 0.14957847126263
1230 => 0.15030336039458
1231 => 0.14796823993245
]
'min_raw' => 0.081703267252309
'max_raw' => 0.25406990716198
'avg_raw' => 0.16788658720714
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.0817032'
'max' => '$0.254069'
'avg' => '$0.167886'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.046543661914259
'max_diff' => 0.15868528594102
'year' => 2033
]
8 => [
'items' => [
101 => 0.14714366029594
102 => 0.14454106014461
103 => 0.14071595690881
104 => 0.14124786097447
105 => 0.13366933057164
106 => 0.12954014498512
107 => 0.12839724083657
108 => 0.12686890164387
109 => 0.12856987081514
110 => 0.1336478615472
111 => 0.1275227273685
112 => 0.11702161444734
113 => 0.11765274922693
114 => 0.11907072169106
115 => 0.11642833938497
116 => 0.11392754629059
117 => 0.1161017829904
118 => 0.11165232301197
119 => 0.11960841767191
120 => 0.11939322760805
121 => 0.12235876769568
122 => 0.12421318077149
123 => 0.11993935900512
124 => 0.11886450438852
125 => 0.11947679042756
126 => 0.10935706608635
127 => 0.12153177031919
128 => 0.12163705766696
129 => 0.12073552347354
130 => 0.1272181776257
131 => 0.1408985998773
201 => 0.13575147473254
202 => 0.1337583523038
203 => 0.12996942510982
204 => 0.13501794563157
205 => 0.13463029802469
206 => 0.13287720853538
207 => 0.13181693454227
208 => 0.13377052188434
209 => 0.1315748634512
210 => 0.13118046286394
211 => 0.12879082441727
212 => 0.12793783221342
213 => 0.1273063107443
214 => 0.12661106765881
215 => 0.12814460066162
216 => 0.12466941312418
217 => 0.12047867763087
218 => 0.12013026331899
219 => 0.12109226586699
220 => 0.12066665135217
221 => 0.12012822564043
222 => 0.11910022432522
223 => 0.11879523829477
224 => 0.11978629493555
225 => 0.1186674497703
226 => 0.12031836675827
227 => 0.11986940868695
228 => 0.11736156539616
301 => 0.11423586413332
302 => 0.1142080388357
303 => 0.1135346116258
304 => 0.11267690082354
305 => 0.11243830530011
306 => 0.11591867483998
307 => 0.12312293562881
308 => 0.12170856685262
309 => 0.12273059324376
310 => 0.1277579515515
311 => 0.12935599757959
312 => 0.12822174236065
313 => 0.12666910385914
314 => 0.12673741207343
315 => 0.13204324784872
316 => 0.13237416631775
317 => 0.13321029053066
318 => 0.13428494643291
319 => 0.12840476090774
320 => 0.12646045586399
321 => 0.12553913626833
322 => 0.12270182850923
323 => 0.12576162167503
324 => 0.12397881123073
325 => 0.12421937326914
326 => 0.12406270692604
327 => 0.1241482573431
328 => 0.1196061937813
329 => 0.12126108301939
330 => 0.11850950869003
331 => 0.11482545954172
401 => 0.11481310931718
402 => 0.11571477512704
403 => 0.11517842902115
404 => 0.11373513544091
405 => 0.11394014848183
406 => 0.11214401851853
407 => 0.11415823117936
408 => 0.11421599159127
409 => 0.11344041000195
410 => 0.11654358251375
411 => 0.11781495482378
412 => 0.11730445040712
413 => 0.11777913647301
414 => 0.12176734026076
415 => 0.12241759149569
416 => 0.12270639014107
417 => 0.12231943821476
418 => 0.117852033517
419 => 0.11805018191221
420 => 0.11659630046164
421 => 0.11536792384215
422 => 0.11541705246494
423 => 0.11604859772514
424 => 0.11880659291607
425 => 0.12461063120268
426 => 0.12483089021296
427 => 0.12509785055882
428 => 0.12401198866866
429 => 0.12368448233229
430 => 0.12411654772652
501 => 0.12629623934513
502 => 0.13190299796871
503 => 0.12992119500832
504 => 0.12830995835292
505 => 0.12972344728599
506 => 0.12950585174404
507 => 0.12766912638954
508 => 0.12761757562624
509 => 0.12409231243434
510 => 0.12278910289865
511 => 0.12170004346709
512 => 0.12051081899844
513 => 0.11980580687026
514 => 0.12088902592143
515 => 0.1211367709347
516 => 0.11876829354789
517 => 0.1184454788319
518 => 0.1203796285931
519 => 0.11952848139557
520 => 0.12040390739566
521 => 0.12060701373695
522 => 0.12057430893807
523 => 0.11968561351021
524 => 0.12025204147465
525 => 0.11891227047845
526 => 0.11745547074718
527 => 0.11652612328046
528 => 0.11571514435569
529 => 0.11616512259753
530 => 0.11456103232818
531 => 0.11404785156705
601 => 0.12006014842533
602 => 0.12450149675762
603 => 0.1244369177939
604 => 0.12404380996063
605 => 0.12345973145939
606 => 0.12625351036477
607 => 0.12528021365751
608 => 0.1259883683337
609 => 0.12616862341995
610 => 0.12671420127667
611 => 0.12690919846644
612 => 0.12631978152469
613 => 0.12434162627693
614 => 0.11941225147689
615 => 0.11711761420087
616 => 0.11636034567958
617 => 0.11638787095207
618 => 0.11562860105853
619 => 0.11585224007027
620 => 0.1155508285369
621 => 0.11498002801197
622 => 0.11612987727359
623 => 0.1162623866894
624 => 0.11599399813206
625 => 0.11605721335312
626 => 0.11383507072864
627 => 0.11400401540614
628 => 0.11306330997337
629 => 0.1128869390451
630 => 0.11050891762765
701 => 0.10629590798692
702 => 0.10863032429462
703 => 0.10581067766352
704 => 0.10474283475971
705 => 0.10979783698273
706 => 0.10929045496347
707 => 0.10842203750017
708 => 0.10713746707789
709 => 0.10666100741277
710 => 0.10376618931629
711 => 0.10359514801989
712 => 0.10502989803517
713 => 0.10436781026986
714 => 0.1034379882951
715 => 0.1000702673571
716 => 0.096283834008695
717 => 0.096398122630812
718 => 0.097602516629842
719 => 0.10110445461668
720 => 0.099736186861081
721 => 0.09874349290533
722 => 0.098557591167688
723 => 0.10088454062592
724 => 0.10417766162031
725 => 0.10572272031144
726 => 0.10419161407266
727 => 0.10243276166615
728 => 0.1025398148624
729 => 0.10325199181635
730 => 0.10332683154457
731 => 0.10218199944089
801 => 0.10250426297218
802 => 0.10201471519975
803 => 0.099010361423973
804 => 0.098956022191078
805 => 0.098218705322753
806 => 0.098196379661009
807 => 0.096942019735676
808 => 0.096766526111141
809 => 0.094275918345187
810 => 0.095915243918993
811 => 0.09481567039254
812 => 0.093158353725001
813 => 0.092872631706837
814 => 0.092864042557952
815 => 0.094565736206288
816 => 0.095895358637938
817 => 0.094834797944801
818 => 0.094593328833079
819 => 0.097171587211559
820 => 0.09684348033155
821 => 0.096559341889525
822 => 0.10388279875453
823 => 0.098085711189412
824 => 0.095557850124833
825 => 0.092429142029619
826 => 0.093447865161736
827 => 0.09366252509383
828 => 0.086138546116865
829 => 0.083086068782961
830 => 0.082038573592148
831 => 0.081435725300426
901 => 0.081710450837056
902 => 0.078962863216662
903 => 0.080809287538472
904 => 0.078430108907011
905 => 0.078031231866929
906 => 0.082285497983657
907 => 0.082877454260738
908 => 0.080351984876312
909 => 0.081973745057468
910 => 0.081385672271628
911 => 0.07847089309599
912 => 0.078359569971145
913 => 0.076897036240252
914 => 0.07460845415374
915 => 0.073562510729348
916 => 0.073017774312628
917 => 0.073242543174868
918 => 0.073128893160079
919 => 0.072387249937747
920 => 0.073171403281446
921 => 0.071168215522827
922 => 0.070370530016564
923 => 0.070010233979548
924 => 0.068232289544588
925 => 0.071061789796089
926 => 0.071619236990739
927 => 0.072177782528567
928 => 0.077039540100127
929 => 0.076796660431036
930 => 0.078992174352421
1001 => 0.078906860718727
1002 => 0.078280664583381
1003 => 0.075638846092618
1004 => 0.076691827857149
1005 => 0.073450913655621
1006 => 0.07587922693615
1007 => 0.074771046163704
1008 => 0.075504549902257
1009 => 0.074185644042973
1010 => 0.074915581001789
1011 => 0.071751428400518
1012 => 0.06879678722228
1013 => 0.069985821083756
1014 => 0.071278436873696
1015 => 0.074081157258664
1016 => 0.072411880119318
1017 => 0.073012215300984
1018 => 0.0710011929373
1019 => 0.066851879380879
1020 => 0.066875364044995
1021 => 0.066237082552049
1022 => 0.06568551415152
1023 => 0.072603616679183
1024 => 0.071743241270852
1025 => 0.070372345660825
1026 => 0.072207343912072
1027 => 0.07269254657504
1028 => 0.07270635961274
1029 => 0.07404512696869
1030 => 0.074759627346548
1031 => 0.074885561134967
1101 => 0.076992140495537
1102 => 0.077698238110747
1103 => 0.08060655425712
1104 => 0.074699006981423
1105 => 0.074577344932849
1106 => 0.072233166100579
1107 => 0.070746450825151
1108 => 0.072334962767427
1109 => 0.07374216749478
1110 => 0.072276891874025
1111 => 0.072468225936439
1112 => 0.070501213132993
1113 => 0.07120432765367
1114 => 0.071809944598632
1115 => 0.071475558518143
1116 => 0.070974966371181
1117 => 0.073626792754688
1118 => 0.073477166317539
1119 => 0.075946608011086
1120 => 0.077871714402675
1121 => 0.081321849210333
1122 => 0.077721453678947
1123 => 0.077590240955507
1124 => 0.078872866374314
1125 => 0.077698041747478
1126 => 0.07844049035807
1127 => 0.081202229260956
1128 => 0.081260580452082
1129 => 0.080283122819445
1130 => 0.080223644433668
1201 => 0.080411375864231
1202 => 0.081510924716721
1203 => 0.081126708561938
1204 => 0.081571333223416
1205 => 0.08212734317093
1206 => 0.084427236057178
1207 => 0.084981732445802
1208 => 0.083634593694862
1209 => 0.083756225240799
1210 => 0.083252358368161
1211 => 0.082765629282627
1212 => 0.083859725185833
1213 => 0.085859206953452
1214 => 0.085846768281149
1215 => 0.086310609186865
1216 => 0.086599578228461
1217 => 0.085359111563666
1218 => 0.084551613378108
1219 => 0.084861259564895
1220 => 0.085356390560785
1221 => 0.084700695256137
1222 => 0.080653440088238
1223 => 0.081881118766517
1224 => 0.081676773004031
1225 => 0.081385759788957
1226 => 0.082620200193326
1227 => 0.082501135404887
1228 => 0.078934682734317
1229 => 0.079162995462959
1230 => 0.078948567187541
1231 => 0.079641428813315
]
'min_raw' => 0.06568551415152
'max_raw' => 0.14714366029594
'avg_raw' => 0.10641458722373
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.065685'
'max' => '$0.147143'
'avg' => '$0.106414'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.016017753100789
'max_diff' => -0.10692624686604
'year' => 2034
]
9 => [
'items' => [
101 => 0.077660624945908
102 => 0.078269906874605
103 => 0.07865204278862
104 => 0.078877123777682
105 => 0.079690270649651
106 => 0.079594857249531
107 => 0.079684339618733
108 => 0.080890021767048
109 => 0.086987948333075
110 => 0.087319845021748
111 => 0.085685464341215
112 => 0.086338367186354
113 => 0.085084936497842
114 => 0.085926372916296
115 => 0.086502062343634
116 => 0.083900632520203
117 => 0.0837465927292
118 => 0.082487988686366
119 => 0.083164291208008
120 => 0.082088245268204
121 => 0.082352269303343
122 => 0.081614035083893
123 => 0.082942709697936
124 => 0.084428374371597
125 => 0.08480371193884
126 => 0.083816360392407
127 => 0.083101452803152
128 => 0.08184631058162
129 => 0.083933640068696
130 => 0.084544038820931
131 => 0.083930433903906
201 => 0.083788248237099
202 => 0.083518806655423
203 => 0.083845411542384
204 => 0.084540714458237
205 => 0.084212822443349
206 => 0.084429400895896
207 => 0.083604027169517
208 => 0.085359522209748
209 => 0.088147670816522
210 => 0.088156635170201
211 => 0.087828741387853
212 => 0.087694574316686
213 => 0.088031013235634
214 => 0.088213517547716
215 => 0.089301499319245
216 => 0.090468947107201
217 => 0.095916916536218
218 => 0.094387148520952
219 => 0.099220911099527
220 => 0.10304378971367
221 => 0.10419010385582
222 => 0.10313554878329
223 => 0.099527972846081
224 => 0.099350967959752
225 => 0.10474220948921
226 => 0.10321893682263
227 => 0.10303774838596
228 => 0.10111020954242
301 => 0.10224962372928
302 => 0.10200041713242
303 => 0.10160703232766
304 => 0.10378095522391
305 => 0.10785034481826
306 => 0.10721609228748
307 => 0.10674265219539
308 => 0.10466817552818
309 => 0.10591747383298
310 => 0.10547262263537
311 => 0.10738398568983
312 => 0.10625173655825
313 => 0.103207396534
314 => 0.10369221771714
315 => 0.10361893797063
316 => 0.10512702996107
317 => 0.10467433817869
318 => 0.10353054263468
319 => 0.10783643608702
320 => 0.10755683531686
321 => 0.10795324528331
322 => 0.10812775720993
323 => 0.11074867867601
324 => 0.11182238634054
325 => 0.11206613677828
326 => 0.11308607601605
327 => 0.1120407597609
328 => 0.11622277007934
329 => 0.11900356291404
330 => 0.12223359688983
331 => 0.12695354467974
401 => 0.1287282887107
402 => 0.12840769708663
403 => 0.13198630763292
404 => 0.13841699123656
405 => 0.12970752210321
406 => 0.13887861424888
407 => 0.13597515236091
408 => 0.12909109645558
409 => 0.12864784441297
410 => 0.13330980699759
411 => 0.143649591313
412 => 0.14105959261485
413 => 0.14365382762303
414 => 0.14062751468508
415 => 0.14047723273995
416 => 0.14350684635849
417 => 0.15058570371385
418 => 0.14722280393132
419 => 0.1424012624762
420 => 0.14596141365517
421 => 0.14287728122751
422 => 0.13592786767368
423 => 0.14105761209166
424 => 0.13762749808607
425 => 0.13862858770779
426 => 0.14583817715659
427 => 0.1449707002799
428 => 0.14609329568453
429 => 0.1441119441788
430 => 0.14226104944199
501 => 0.13880621696649
502 => 0.13778341139167
503 => 0.13806607805586
504 => 0.13778327131611
505 => 0.13585032429762
506 => 0.13543290457301
507 => 0.13473718674442
508 => 0.13495281879072
509 => 0.13364466573354
510 => 0.13611342083065
511 => 0.13657164353126
512 => 0.13836819761384
513 => 0.13855472181854
514 => 0.14355809936618
515 => 0.14080232309128
516 => 0.14265113573876
517 => 0.14248576053387
518 => 0.12924029482133
519 => 0.13106540313079
520 => 0.13390469890976
521 => 0.13262560000991
522 => 0.13081725342856
523 => 0.12935691660672
524 => 0.12714435699452
525 => 0.13025849216025
526 => 0.13435324875183
527 => 0.13865857160308
528 => 0.14383113491293
529 => 0.14267667899744
530 => 0.13856187412996
531 => 0.13874646127045
601 => 0.13988750634058
602 => 0.13840974929988
603 => 0.13797392989933
604 => 0.13982763144741
605 => 0.1398403968712
606 => 0.13814005880296
607 => 0.1362504441987
608 => 0.13624252664452
609 => 0.1359062879772
610 => 0.14068733079704
611 => 0.14331642093
612 => 0.14361784187676
613 => 0.14329613289869
614 => 0.14341994591618
615 => 0.14189013629585
616 => 0.14538682743696
617 => 0.14859573701495
618 => 0.1477356806997
619 => 0.14644633401892
620 => 0.14541930728433
621 => 0.14749374584041
622 => 0.14740137435697
623 => 0.14856770998918
624 => 0.14851479826782
625 => 0.14812260346281
626 => 0.14773569470621
627 => 0.14926974419196
628 => 0.14882796257615
629 => 0.14838549475146
630 => 0.14749805779061
701 => 0.14761867521236
702 => 0.14632955115546
703 => 0.14573314338044
704 => 0.13676460142643
705 => 0.13436791396076
706 => 0.13512196062653
707 => 0.13537021236772
708 => 0.13432717091122
709 => 0.13582262442447
710 => 0.13558955957851
711 => 0.13649627855578
712 => 0.13592979990394
713 => 0.13595304838541
714 => 0.13761894131448
715 => 0.138102557119
716 => 0.13785658621756
717 => 0.13802885580554
718 => 0.14199873575006
719 => 0.14143434577156
720 => 0.1411345248442
721 => 0.14121757729009
722 => 0.1422319667311
723 => 0.14251594039097
724 => 0.14131272403962
725 => 0.14188016782663
726 => 0.14429627145238
727 => 0.14514177098177
728 => 0.14784019961679
729 => 0.14669385917189
730 => 0.14879801667095
731 => 0.15526547946293
801 => 0.16043213625554
802 => 0.15568066514793
803 => 0.16516857237779
804 => 0.1725562691157
805 => 0.17227271701005
806 => 0.17098450120329
807 => 0.16257380487926
808 => 0.15483415672548
809 => 0.16130870104894
810 => 0.16132520599392
811 => 0.16076903689455
812 => 0.15731471838449
813 => 0.16064883409807
814 => 0.16091348409568
815 => 0.16076535047313
816 => 0.15811693257055
817 => 0.15407328794275
818 => 0.1548634064239
819 => 0.15615763661401
820 => 0.15370738885943
821 => 0.15292438623609
822 => 0.15438013708522
823 => 0.15907086963884
824 => 0.15818411382114
825 => 0.15816095704308
826 => 0.16195487447418
827 => 0.15923924837214
828 => 0.15487337234826
829 => 0.1537709310734
830 => 0.14985800724108
831 => 0.15256067766942
901 => 0.15265794196666
902 => 0.15117771699368
903 => 0.15499348444683
904 => 0.154958321478
905 => 0.15858082477273
906 => 0.16550569052214
907 => 0.16345766696809
908 => 0.16107603839906
909 => 0.16133498745991
910 => 0.1641750195167
911 => 0.16245787130354
912 => 0.16307536977338
913 => 0.16417408485881
914 => 0.16483696694942
915 => 0.16123960892825
916 => 0.16040089269199
917 => 0.158685173622
918 => 0.15823757454205
919 => 0.15963499192491
920 => 0.15926682181601
921 => 0.1526497672791
922 => 0.15195824826305
923 => 0.15197945616401
924 => 0.15024059871822
925 => 0.14758842373977
926 => 0.15455818122999
927 => 0.15399841216183
928 => 0.15338047043327
929 => 0.15345616476909
930 => 0.15648150026859
1001 => 0.15472665289578
1002 => 0.15939220225023
1003 => 0.15843310556221
1004 => 0.15744941166314
1005 => 0.15731343520224
1006 => 0.15693479697592
1007 => 0.15563630561278
1008 => 0.15406829926455
1009 => 0.15303296565507
1010 => 0.14116482152485
1011 => 0.1433674800416
1012 => 0.14590143788648
1013 => 0.14677614998033
1014 => 0.14527989441556
1015 => 0.15569538690226
1016 => 0.15759839774576
1017 => 0.15183405377047
1018 => 0.1507557803693
1019 => 0.15576607832693
1020 => 0.15274425617446
1021 => 0.15410498250469
1022 => 0.15116383645625
1023 => 0.15714001816022
1024 => 0.15709448966848
1025 => 0.15476962000745
1026 => 0.15673458392493
1027 => 0.15639312308888
1028 => 0.15376835096748
1029 => 0.15722322811819
1030 => 0.15722494169416
1031 => 0.15498730519244
1101 => 0.15237423564005
1102 => 0.15190708052203
1103 => 0.15155514189406
1104 => 0.15401842717644
1105 => 0.15622700105812
1106 => 0.16033660950004
1107 => 0.16136986270423
1108 => 0.16540271874772
1109 => 0.16300134933002
1110 => 0.16406584528995
1111 => 0.1652215062366
1112 => 0.16577557259245
1113 => 0.16487275119843
1114 => 0.17113743662376
1115 => 0.17166636801866
1116 => 0.17184371414013
1117 => 0.16973129746256
1118 => 0.17160761788952
1119 => 0.17072974969895
1120 => 0.17301371885201
1121 => 0.17337187437839
1122 => 0.1730685293893
1123 => 0.17318221360647
1124 => 0.16783640976219
1125 => 0.16755920163151
1126 => 0.16377944909979
1127 => 0.16531972619499
1128 => 0.16244025199292
1129 => 0.16335336292427
1130 => 0.16375585352236
1201 => 0.16354561527506
1202 => 0.16540681115093
1203 => 0.16382441443924
1204 => 0.15964820934698
1205 => 0.15547086645044
1206 => 0.15541842331316
1207 => 0.15431860266473
1208 => 0.15352363377811
1209 => 0.15367677298871
1210 => 0.15421645554112
1211 => 0.15349226644708
1212 => 0.15364680890761
1213 => 0.1562132434635
1214 => 0.15672792361071
1215 => 0.15497883937198
1216 => 0.14795601376181
1217 => 0.14623259474164
1218 => 0.14747135415645
1219 => 0.1468793069425
1220 => 0.11854306416249
1221 => 0.12520024408622
1222 => 0.12124477383201
1223 => 0.12306763650759
1224 => 0.11903012564209
1225 => 0.12095703745118
1226 => 0.12060120719959
1227 => 0.13130575551668
1228 => 0.13113861871834
1229 => 0.13121861825902
1230 => 0.12740003174439
1231 => 0.13348314374812
]
'min_raw' => 0.077660624945908
'max_raw' => 0.17337187437839
'avg_raw' => 0.12551624966215
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.07766'
'max' => '$0.173371'
'avg' => '$0.125516'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.011975110794388
'max_diff' => 0.026228214082453
'year' => 2035
]
10 => [
'items' => [
101 => 0.13647990346279
102 => 0.13592528299579
103 => 0.1360648690185
104 => 0.1336663186776
105 => 0.13124184146929
106 => 0.12855272312091
107 => 0.13354877262713
108 => 0.13299329720745
109 => 0.13426735796645
110 => 0.13750765319623
111 => 0.1379847989775
112 => 0.13862608774626
113 => 0.13839623137271
114 => 0.14387234272472
115 => 0.14320914950744
116 => 0.14480725434737
117 => 0.14151983144314
118 => 0.13779980038196
119 => 0.13850685666972
120 => 0.13843876146342
121 => 0.1375718313312
122 => 0.13678920557091
123 => 0.13548635418345
124 => 0.13960876875908
125 => 0.13944140625573
126 => 0.14215081064746
127 => 0.14167189710347
128 => 0.13847359524669
129 => 0.1385878232232
130 => 0.1393560612613
131 => 0.14201494188278
201 => 0.14280427868164
202 => 0.14243862642677
203 => 0.14330409819212
204 => 0.14398813178733
205 => 0.14339000228011
206 => 0.15185825475875
207 => 0.14834164592512
208 => 0.15005561660222
209 => 0.15046438850941
210 => 0.1494173278647
211 => 0.1496443978261
212 => 0.14998834694478
213 => 0.15207673864121
214 => 0.15755728273367
215 => 0.15998457840489
216 => 0.16728721719243
217 => 0.15978302528899
218 => 0.15933775759687
219 => 0.16065318336107
220 => 0.16494060539217
221 => 0.16841515825131
222 => 0.16956786788645
223 => 0.16972021749389
224 => 0.1718827774001
225 => 0.17312231640898
226 => 0.17162018574651
227 => 0.17034728728971
228 => 0.1657879230154
229 => 0.16631568184489
301 => 0.16995141682681
302 => 0.1750871066325
303 => 0.17949406276323
304 => 0.17795090032418
305 => 0.18972414043127
306 => 0.19089140909851
307 => 0.19073013031101
308 => 0.19338934204786
309 => 0.18811134828927
310 => 0.18585490370115
311 => 0.17062250238408
312 => 0.1749021858326
313 => 0.18112295706203
314 => 0.18029961466312
315 => 0.17578192431462
316 => 0.17949063568999
317 => 0.17826441972717
318 => 0.17729725232154
319 => 0.18172803370135
320 => 0.17685620756778
321 => 0.18107435686959
322 => 0.17566453675885
323 => 0.17795794936021
324 => 0.17665609744779
325 => 0.1774985551841
326 => 0.1725735644719
327 => 0.17523096991281
328 => 0.17246300766882
329 => 0.17246169529432
330 => 0.17240059237437
331 => 0.1756570876794
401 => 0.17576328187438
402 => 0.17335672692368
403 => 0.17300990475782
404 => 0.17429228808183
405 => 0.17279095306614
406 => 0.17349341827069
407 => 0.17281223002158
408 => 0.17265888019868
409 => 0.17143696271953
410 => 0.17091052707218
411 => 0.17111695605408
412 => 0.17041230751743
413 => 0.16998773128585
414 => 0.17231613347548
415 => 0.17107216211303
416 => 0.17212547702312
417 => 0.17092509174414
418 => 0.1667640333842
419 => 0.16437096471901
420 => 0.15651111120741
421 => 0.15874015591319
422 => 0.16021801485923
423 => 0.15972958248638
424 => 0.16077892422149
425 => 0.16084334528163
426 => 0.16050219358677
427 => 0.16010718362836
428 => 0.15991491462603
429 => 0.16134793024638
430 => 0.16217984404708
501 => 0.16036633777566
502 => 0.15994145862992
503 => 0.16177501359675
504 => 0.1628934810673
505 => 0.17115161645729
506 => 0.17053982711417
507 => 0.1720752983078
508 => 0.17190242781512
509 => 0.17351184624579
510 => 0.17614256518894
511 => 0.17079357801692
512 => 0.17172197723592
513 => 0.17149435518729
514 => 0.17397947302854
515 => 0.17398723129518
516 => 0.17249727900851
517 => 0.17330500631483
518 => 0.17285415509128
519 => 0.17366890418843
520 => 0.1705316562945
521 => 0.17435248558432
522 => 0.17651864958284
523 => 0.17654872677206
524 => 0.17757547131562
525 => 0.17861870323691
526 => 0.18062109606348
527 => 0.17856285758778
528 => 0.17486028693548
529 => 0.17512760057734
530 => 0.17295678475862
531 => 0.17299327656472
601 => 0.17279848044383
602 => 0.17338307826619
603 => 0.17065994264172
604 => 0.17129905712986
605 => 0.17040429310382
606 => 0.17172003219367
607 => 0.17030451443246
608 => 0.17149424542105
609 => 0.17200769387552
610 => 0.17390232972626
611 => 0.17002467517682
612 => 0.16211787505637
613 => 0.16377998030237
614 => 0.16132159608798
615 => 0.16154912890675
616 => 0.16200878141225
617 => 0.160518897253
618 => 0.16080312019894
619 => 0.16079296575526
620 => 0.16070546024554
621 => 0.16031788383367
622 => 0.15975582135679
623 => 0.16199490527097
624 => 0.1623753692594
625 => 0.16322109357617
626 => 0.16573739548259
627 => 0.16548595758366
628 => 0.16589606322888
629 => 0.165000804908
630 => 0.1615906573726
701 => 0.16177584479048
702 => 0.159466554722
703 => 0.16316203983713
704 => 0.16228690018385
705 => 0.16172269195625
706 => 0.161568742514
707 => 0.16409128184615
708 => 0.16484606515028
709 => 0.16437573484677
710 => 0.16341107367253
711 => 0.16526350830354
712 => 0.16575914166285
713 => 0.16587009569375
714 => 0.16915225469078
715 => 0.16605353192144
716 => 0.16679942529068
717 => 0.1726186724328
718 => 0.16734141827611
719 => 0.17013689749972
720 => 0.17000007333869
721 => 0.17143014591563
722 => 0.16988276564669
723 => 0.16990194727965
724 => 0.17117175484646
725 => 0.16938853912987
726 => 0.16894698984102
727 => 0.16833699266092
728 => 0.16966889918738
729 => 0.17046731691304
730 => 0.17690197740867
731 => 0.18105906154502
801 => 0.18087859155913
802 => 0.1825277494045
803 => 0.18178478869061
804 => 0.17938557256232
805 => 0.18348074194007
806 => 0.18218485899978
807 => 0.18229169001488
808 => 0.18228771375917
809 => 0.1831493626264
810 => 0.18253880543501
811 => 0.18133533453836
812 => 0.18213425468319
813 => 0.18450676189416
814 => 0.19187109707442
815 => 0.19599227660576
816 => 0.19162299689193
817 => 0.19463686753154
818 => 0.19282961909968
819 => 0.19250118829863
820 => 0.1943941217836
821 => 0.19629036859805
822 => 0.19616958587367
823 => 0.19479300805973
824 => 0.19401541418201
825 => 0.1999036155372
826 => 0.20424194199282
827 => 0.20394609721306
828 => 0.20525185985706
829 => 0.20908561936556
830 => 0.20943613028878
831 => 0.20939197396885
901 => 0.20852319607362
902 => 0.21229803018632
903 => 0.21544706321503
904 => 0.20832209909228
905 => 0.21103519215759
906 => 0.21225318704501
907 => 0.21404156490254
908 => 0.21705885811512
909 => 0.22033643884148
910 => 0.22079992469303
911 => 0.22047105930152
912 => 0.21830940670638
913 => 0.22189577464684
914 => 0.22399658487568
915 => 0.22524756929076
916 => 0.22841985762347
917 => 0.21226070896678
918 => 0.20082246038578
919 => 0.19903621269955
920 => 0.20266861761023
921 => 0.20362645381729
922 => 0.20324035124324
923 => 0.19036556254526
924 => 0.19896842960155
925 => 0.20822439120451
926 => 0.20857995038577
927 => 0.21321367829724
928 => 0.21472261004814
929 => 0.21845336837347
930 => 0.21822000842444
1001 => 0.21912838870733
1002 => 0.21891956781125
1003 => 0.22583001200508
1004 => 0.23345325816177
1005 => 0.23318928938781
1006 => 0.23209335755863
1007 => 0.2337210032091
1008 => 0.24158901019951
1009 => 0.24086465019808
1010 => 0.24156830423863
1011 => 0.25084512790177
1012 => 0.26290631827663
1013 => 0.25730268442379
1014 => 0.26946095748224
1015 => 0.27711394589017
1016 => 0.29034899800792
1017 => 0.28869190429877
1018 => 0.29384421296491
1019 => 0.2857253607135
1020 => 0.26708283485351
1021 => 0.26413258377545
1022 => 0.27003906114599
1023 => 0.28455955941584
1024 => 0.26958175898141
1025 => 0.27261174850216
1026 => 0.27173911131635
1027 => 0.27169261218918
1028 => 0.27346729474737
1029 => 0.2708930251355
1030 => 0.26040498763448
1031 => 0.26521159341481
1101 => 0.26335553209085
1102 => 0.26541497050832
1103 => 0.27652891027035
1104 => 0.27161517257832
1105 => 0.26643894907941
1106 => 0.27293108204299
1107 => 0.28119779824456
1108 => 0.28068048200139
1109 => 0.27967667226821
1110 => 0.28533509517637
1111 => 0.29468115205829
1112 => 0.29720735367797
1113 => 0.2990721440677
1114 => 0.29932926715656
1115 => 0.30197779477285
1116 => 0.28773599426516
1117 => 0.31033809742623
1118 => 0.31424085627165
1119 => 0.31350729936149
1120 => 0.31784505156498
1121 => 0.31656877482856
1122 => 0.31471965007918
1123 => 0.32159590998805
1124 => 0.31371283288809
1125 => 0.3025237973965
1126 => 0.29638527123178
1127 => 0.30446897766626
1128 => 0.30940541510332
1129 => 0.31266808623283
1130 => 0.31365536854525
1201 => 0.28884154469737
1202 => 0.27546826988112
1203 => 0.28404038571343
1204 => 0.29449895864467
1205 => 0.28767789636446
1206 => 0.28794526909187
1207 => 0.27822022682392
1208 => 0.29535940909442
1209 => 0.29286237440082
1210 => 0.30581699480839
1211 => 0.3027252706808
1212 => 0.31328926072771
1213 => 0.3105074081105
1214 => 0.32205472279325
1215 => 0.32666125925126
1216 => 0.33439635091442
1217 => 0.34008631582933
1218 => 0.34342757205905
1219 => 0.34322697556775
1220 => 0.35646669735714
1221 => 0.34865969597858
1222 => 0.33885226227817
1223 => 0.33867487674459
1224 => 0.34375428563044
1225 => 0.35439933318742
1226 => 0.3571594391398
1227 => 0.3587019618266
1228 => 0.35633953463616
1229 => 0.34786559417257
1230 => 0.34420658964425
1231 => 0.34732416751394
]
'min_raw' => 0.12855272312091
'max_raw' => 0.3587019618266
'avg_raw' => 0.24362734247375
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.128552'
'max' => '$0.3587019'
'avg' => '$0.243627'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.050892098175001
'max_diff' => 0.18533008744821
'year' => 2036
]
11 => [
'items' => [
101 => 0.34351163767582
102 => 0.35009313378336
103 => 0.35913093367072
104 => 0.35726466373332
105 => 0.36350332432724
106 => 0.36995968171571
107 => 0.37919256275439
108 => 0.38160637975049
109 => 0.38559632745581
110 => 0.38970329427413
111 => 0.39102234133032
112 => 0.39354081143684
113 => 0.39352753785622
114 => 0.40111711703482
115 => 0.4094886578985
116 => 0.41264872077293
117 => 0.41991511110579
118 => 0.40747167230545
119 => 0.41691016357543
120 => 0.42542391896171
121 => 0.41527346880925
122 => 0.42926349959285
123 => 0.42980670078608
124 => 0.43800839388578
125 => 0.42969440667496
126 => 0.42475758760836
127 => 0.43900999927343
128 => 0.4459062923314
129 => 0.44382907273845
130 => 0.42802132907109
131 => 0.41882054423066
201 => 0.39474031560442
202 => 0.42326438660067
203 => 0.43715762952438
204 => 0.42798534892827
205 => 0.43261131374125
206 => 0.45784907778672
207 => 0.46745798431102
208 => 0.46545939892529
209 => 0.46579712695596
210 => 0.47098191850249
211 => 0.49397413953663
212 => 0.48019666773746
213 => 0.49072902869591
214 => 0.49631535497101
215 => 0.50150424614468
216 => 0.48876196938805
217 => 0.47218445454891
218 => 0.46693365972262
219 => 0.42707334638888
220 => 0.4249984439753
221 => 0.42383373837457
222 => 0.41649043431288
223 => 0.41072060882066
224 => 0.40613222936936
225 => 0.39409095148306
226 => 0.39815452929426
227 => 0.37896324555351
228 => 0.39124114879351
301 => 0.36061139655351
302 => 0.38612076438698
303 => 0.37223717524386
304 => 0.38155963195553
305 => 0.38152710678229
306 => 0.3643615082885
307 => 0.35446074931419
308 => 0.36076989827593
309 => 0.36753380678378
310 => 0.36863122818266
311 => 0.37740081211916
312 => 0.37984821449426
313 => 0.37243247103941
314 => 0.35997666301947
315 => 0.36286986313577
316 => 0.35440211870617
317 => 0.3395627223004
318 => 0.35022063587003
319 => 0.35385971615808
320 => 0.35546694132712
321 => 0.34087409927823
322 => 0.33628871148046
323 => 0.33384748949205
324 => 0.35809291036002
325 => 0.35942112924611
326 => 0.35262577363365
327 => 0.38334142536403
328 => 0.37638952738836
329 => 0.38415650068354
330 => 0.3626073355503
331 => 0.36343054267819
401 => 0.35322882256342
402 => 0.35894110414851
403 => 0.3549038476396
404 => 0.3584796082463
405 => 0.36062290441054
406 => 0.37082295052342
407 => 0.38623723252903
408 => 0.36929940377572
409 => 0.36191934923373
410 => 0.36649789356458
411 => 0.37869116047115
412 => 0.39716458399645
413 => 0.38622794545718
414 => 0.39108143992474
415 => 0.39214171254897
416 => 0.38407744018647
417 => 0.39746192522122
418 => 0.4046347794867
419 => 0.41199264375004
420 => 0.41838127112721
421 => 0.40905375096036
422 => 0.41903553458639
423 => 0.41099197900581
424 => 0.40377607812255
425 => 0.40378702166559
426 => 0.39926038163403
427 => 0.39048944617952
428 => 0.38887195111142
429 => 0.3972863647228
430 => 0.40403392759119
501 => 0.40458968918768
502 => 0.40832548669392
503 => 0.41053629317634
504 => 0.43220520214971
505 => 0.44092061659342
506 => 0.45157766040083
507 => 0.4557291795619
508 => 0.46822376383471
509 => 0.4581333722739
510 => 0.45595025258817
511 => 0.42564247808969
512 => 0.43060537446595
513 => 0.4385514504126
514 => 0.42577350595533
515 => 0.43387817063608
516 => 0.43547820312433
517 => 0.42533931629221
518 => 0.43075493382469
519 => 0.41637265927713
520 => 0.38655072681195
521 => 0.3974951255571
522 => 0.40555388687832
523 => 0.39405304083484
524 => 0.41466786222357
525 => 0.40262510914456
526 => 0.39880813457261
527 => 0.38391675591774
528 => 0.39094491342111
529 => 0.40045059707794
530 => 0.39457718973236
531 => 0.406765391871
601 => 0.42402713657409
602 => 0.43632888380418
603 => 0.4372732592051
604 => 0.42936405988921
605 => 0.44203860226877
606 => 0.44213092247289
607 => 0.42783398689172
608 => 0.41907719345393
609 => 0.41708763156041
610 => 0.422057947247
611 => 0.42809282806142
612 => 0.43760815308967
613 => 0.44335806471963
614 => 0.45835078473309
615 => 0.46240738489376
616 => 0.46686435858602
617 => 0.47282024991866
618 => 0.47997182452269
619 => 0.46432458642845
620 => 0.46494628036803
621 => 0.45037578890543
622 => 0.43480512915779
623 => 0.44662131899611
624 => 0.46206941536784
625 => 0.45852560499154
626 => 0.45812685393073
627 => 0.45879744261069
628 => 0.45612552531698
629 => 0.44404054242342
630 => 0.43797153967027
701 => 0.44580210158956
702 => 0.44996369675146
703 => 0.45641796791831
704 => 0.45562234276386
705 => 0.47224785215156
706 => 0.47870802237032
707 => 0.47705523438209
708 => 0.47735938714849
709 => 0.48905521675159
710 => 0.50206338470106
711 => 0.51424725056468
712 => 0.52664120223037
713 => 0.51169980975321
714 => 0.50411349211029
715 => 0.51194063545121
716 => 0.5077874430195
717 => 0.53165291864903
718 => 0.53330531240143
719 => 0.55716906228543
720 => 0.57981860256782
721 => 0.56559283212511
722 => 0.57900709290981
723 => 0.5935157096292
724 => 0.62150518521911
725 => 0.61207931452205
726 => 0.60485924529033
727 => 0.59803631475347
728 => 0.61223375009095
729 => 0.63049852384305
730 => 0.63443258117142
731 => 0.64080725696896
801 => 0.63410506482612
802 => 0.64217711703992
803 => 0.67067500839409
804 => 0.66297462659235
805 => 0.65203884653573
806 => 0.67453519479327
807 => 0.68267653577533
808 => 0.73981673044083
809 => 0.81195858654973
810 => 0.78209138441168
811 => 0.763551848236
812 => 0.76790907900096
813 => 0.79425284269599
814 => 0.80271362348557
815 => 0.77971430469346
816 => 0.78783805290892
817 => 0.83260070428538
818 => 0.85661443059106
819 => 0.82400056479423
820 => 0.73402020254544
821 => 0.65105419919259
822 => 0.67306051928959
823 => 0.67056568552621
824 => 0.71865757017574
825 => 0.66279097503306
826 => 0.66373162521739
827 => 0.71281799911129
828 => 0.69972259610989
829 => 0.67850972038012
830 => 0.65120907666099
831 => 0.60074131174229
901 => 0.55604060495605
902 => 0.64370898492182
903 => 0.63992856496309
904 => 0.63445395663601
905 => 0.64663710505345
906 => 0.70579501552153
907 => 0.70443123420977
908 => 0.6957555533117
909 => 0.70233598080895
910 => 0.67735613962395
911 => 0.68379401347774
912 => 0.65104105695377
913 => 0.66584676118689
914 => 0.67846420707599
915 => 0.6809973461427
916 => 0.6867046378053
917 => 0.63793645542845
918 => 0.65983193755705
919 => 0.67269348197836
920 => 0.61458455637586
921 => 0.67154485535364
922 => 0.63708750987269
923 => 0.62539216928449
924 => 0.64113840464254
925 => 0.63500208140979
926 => 0.62972643103126
927 => 0.62678252747287
928 => 0.63834482487124
929 => 0.63780542987767
930 => 0.61888726718871
1001 => 0.59420929516393
1002 => 0.60249203260226
1003 => 0.59948283643984
1004 => 0.58857712135318
1005 => 0.59592625656053
1006 => 0.56356438441958
1007 => 0.50788746542483
1008 => 0.54466934354292
1009 => 0.54325328124635
1010 => 0.54253923842312
1011 => 0.57017980325241
1012 => 0.5675228007204
1013 => 0.56270031510736
1014 => 0.58848855262306
1015 => 0.57907549902909
1016 => 0.60808431221135
1017 => 0.62719139274559
1018 => 0.6223452190728
1019 => 0.64031552066778
1020 => 0.60268285014406
1021 => 0.61518291373136
1022 => 0.61775915951237
1023 => 0.58817032977512
1024 => 0.56795751919435
1025 => 0.56660955517152
1026 => 0.53156332712133
1027 => 0.55028473926247
1028 => 0.566758807202
1029 => 0.55886900709828
1030 => 0.55637133208652
1031 => 0.56913141204201
1101 => 0.57012297953724
1102 => 0.54751513556426
1103 => 0.55221602222355
1104 => 0.57181950105018
1105 => 0.55172206485447
1106 => 0.51267602922377
1107 => 0.50299207253367
1108 => 0.50170005420048
1109 => 0.47543639561266
1110 => 0.50363920082535
1111 => 0.49132792056182
1112 => 0.53021910740251
1113 => 0.50800467005673
1114 => 0.50704705006219
1115 => 0.50559946698812
1116 => 0.48299325110351
1117 => 0.48794257568228
1118 => 0.5043948843855
1119 => 0.51026525347933
1120 => 0.50965292588833
1121 => 0.50431425909733
1122 => 0.50675827341585
1123 => 0.49888525174485
1124 => 0.49610512393004
1125 => 0.48733027581212
1126 => 0.47443367319243
1127 => 0.47622702488616
1128 => 0.45067548051691
1129 => 0.43675364302145
1130 => 0.43290026188958
1201 => 0.42774735959615
1202 => 0.43348229591497
1203 => 0.4506030962021
1204 => 0.42995177867542
1205 => 0.39454654329741
1206 => 0.39667445827122
1207 => 0.40145525143373
1208 => 0.3925462750035
1209 => 0.38411467648601
1210 => 0.39144526731976
1211 => 0.37644360235112
1212 => 0.40326813097388
1213 => 0.40254260264951
1214 => 0.41254112810235
1215 => 0.41879341125841
1216 => 0.4043839227844
1217 => 0.40075997540059
1218 => 0.40282434052964
1219 => 0.36870498337667
1220 => 0.40975284870838
1221 => 0.41010783235231
1222 => 0.40706824687609
1223 => 0.42892496795457
1224 => 0.47504946671241
1225 => 0.45769557492604
1226 => 0.45097562350221
1227 => 0.43820099093324
1228 => 0.45522243034876
1229 => 0.45391544937747
1230 => 0.44800478576747
1231 => 0.44442999797375
]
'min_raw' => 0.33384748949205
'max_raw' => 0.85661443059106
'avg_raw' => 0.59523096004156
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.333847'
'max' => '$0.856614'
'avg' => '$0.59523'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.20529476637114
'max_diff' => 0.49791246876446
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.010479091216174
]
1 => [
'year' => 2028
'avg' => 0.017985162628871
]
2 => [
'year' => 2029
'avg' => 0.049132222791894
]
3 => [
'year' => 2030
'avg' => 0.037905436714045
]
4 => [
'year' => 2031
'avg' => 0.037227836422249
]
5 => [
'year' => 2032
'avg' => 0.065272113279504
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.010479091216174
'min' => '$0.010479'
'max_raw' => 0.065272113279504
'max' => '$0.065272'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.065272113279504
]
1 => [
'year' => 2033
'avg' => 0.16788658720714
]
2 => [
'year' => 2034
'avg' => 0.10641458722373
]
3 => [
'year' => 2035
'avg' => 0.12551624966215
]
4 => [
'year' => 2036
'avg' => 0.24362734247375
]
5 => [
'year' => 2037
'avg' => 0.59523096004156
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.065272113279504
'min' => '$0.065272'
'max_raw' => 0.59523096004156
'max' => '$0.59523'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.59523096004156
]
]
]
]
'prediction_2025_max_price' => '$0.017917'
'last_price' => 0.01737312
'sma_50day_nextmonth' => '$0.018191'
'sma_200day_nextmonth' => '$0.037826'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 feb. 2026'
'sma_50day_date_nextmonth' => '4 feb. 2026'
'daily_sma3' => '$0.018196'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.019137'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.019751'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.021629'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.025293'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.030851'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.043987'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.01818'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.018715'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.019719'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.021448'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.025154'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.030963'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.039815'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.03416'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.050332'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.06437'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.019452'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.021363'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.025559'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.033481'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.046155'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.056317'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.0386076'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '28.44'
'rsi_14_action' => 'BUY'
'stoch_rsi_14' => 7.45
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => -0.01
'momentum_10_action' => 'SELL'
'vwma_10' => '0.019234'
'vwma_10_action' => 'SELL'
'hma_9' => '0.0183010'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 0
'stochastic_fast_14_action' => 'BUY'
'cci_20' => -148.04
'cci_20_action' => 'BUY'
'adx_14' => 27
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.004122'
'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' => 26.5
'ultimate_oscillator_action' => 'BUY'
'ichimoku_cloud' => '-0.005398'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 32
'buy_signals' => 1
'sell_pct' => 96.97
'buy_pct' => 3.03
'overall_action' => 'bearish'
'overall_action_label' => 'Bajista'
'overall_action_dir' => -1
'last_updated' => 1767690117
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de Piteas para 2026
La previsión del precio de Piteas para 2026 sugiere que el precio medio podría oscilar entre $0.0060024 en el extremo inferior y $0.017917 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, Piteas podría potencialmente ganar 3.13% para 2026 si PTS alcanza el objetivo de precio previsto.
Predicción de precio de Piteas 2027-2032
La predicción del precio de PTS para 2027-2032 está actualmente dentro de un rango de precios de $0.010479 en el extremo inferior y $0.065272 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Piteas alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Piteas | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.005778 | $0.010479 | $0.015179 |
| 2028 | $0.010428 | $0.017985 | $0.025542 |
| 2029 | $0.0229078 | $0.049132 | $0.075356 |
| 2030 | $0.019482 | $0.0379054 | $0.056328 |
| 2031 | $0.023033 | $0.037227 | $0.051421 |
| 2032 | $0.035159 | $0.065272 | $0.095384 |
Predicción de precio de Piteas 2032-2037
La predicción de precio de Piteas para 2032-2037 se estima actualmente entre $0.065272 en el extremo inferior y $0.59523 en el extremo superior. Comparado con el precio actual, Piteas podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Piteas | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.035159 | $0.065272 | $0.095384 |
| 2033 | $0.0817032 | $0.167886 | $0.254069 |
| 2034 | $0.065685 | $0.106414 | $0.147143 |
| 2035 | $0.07766 | $0.125516 | $0.173371 |
| 2036 | $0.128552 | $0.243627 | $0.3587019 |
| 2037 | $0.333847 | $0.59523 | $0.856614 |
Piteas Histograma de precios potenciales
Pronóstico de precio de Piteas basado en análisis técnico
Indicador de Sentimiento del Mercado
Alcista 3.03%
Bajista 96.97%
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Piteas es Bajista, con 1 indicadores técnicos mostrando señales alcistas y 32 indicando señales bajistas. La predicción de precio de PTS se actualizó por última vez el 6 de enero de 2026.
Promedios Móviles Simples de 50 y 200 días y el Índice de Fuerza Relativa de 14 días - RSI (14) de Piteas
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de Piteas aumentar durante el próximo mes, alcanzando $0.037826 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Piteas alcance $0.018191 para el 4 feb. 2026.
El oscilador de momento del Índice de Fuerza Relativa (RSI) es una herramienta comúnmente utilizada para identificar si una criptomoneda está sobrevendida (por debajo de 30) o sobrecomprada (por encima de 70). Actualmente, el RSI se encuentra en 28.44, lo que sugiere que el mercado de PTS está en un estado BUY.
Promedios Móviles y Osciladores Populares de PTS para Sáb, 19 de Oct de 2024
Los promedios móviles (MA) son indicadores ampliamente utilizados en los mercados financieros, diseñados para suavizar los movimientos de precios durante un período establecido. Como indicadores rezagados, se basan en datos históricos de precios. La tabla a continuación resalta dos tipos: el promedio móvil simple (SMA) y el promedio móvil exponencial (EMA).
Promedio Móvil Simple Diario (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 3 | $0.018196 | SELL |
| SMA 5 | $0.019137 | SELL |
| SMA 10 | $0.019751 | SELL |
| SMA 21 | $0.021629 | SELL |
| SMA 50 | $0.025293 | SELL |
| SMA 100 | $0.030851 | SELL |
| SMA 200 | $0.043987 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.01818 | SELL |
| EMA 5 | $0.018715 | SELL |
| EMA 10 | $0.019719 | SELL |
| EMA 21 | $0.021448 | SELL |
| EMA 50 | $0.025154 | SELL |
| EMA 100 | $0.030963 | SELL |
| EMA 200 | $0.039815 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.03416 | SELL |
| SMA 50 | $0.050332 | SELL |
| SMA 100 | $0.06437 | SELL |
| SMA 200 | — | — |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.033481 | SELL |
| EMA 50 | $0.046155 | SELL |
| EMA 100 | $0.056317 | SELL |
| EMA 200 | $0.0386076 | SELL |
Osciladores de Piteas
Un oscilador es una herramienta de análisis técnico que establece límites altos y bajos entre dos extremos, creando un indicador de tendencia que fluctúa dentro de estos límites. Los traders utilizan este indicador para identificar condiciones de sobrecompra o sobreventa a corto plazo.
| Período | Valor | Acción |
|---|---|---|
| RSI (14) | 28.44 | BUY |
| Stoch RSI (14) | 7.45 | NEUTRAL |
| Estocástico Rápido (14) | 0 | BUY |
| Índice de Canal de Materias Primas (20) | -148.04 | BUY |
| Índice Direccional Medio (14) | 27 | SELL |
| Oscilador Asombroso (5, 34) | -0.004122 | NEUTRAL |
| Momentum (10) | -0.01 | SELL |
| MACD (12, 26) | -0 | SELL |
| Rango Percentil de Williams (14) | -100 | BUY |
| Oscilador Ultimate (7, 14, 28) | 26.5 | BUY |
| VWMA (10) | 0.019234 | SELL |
| Promedio Móvil de Hull (9) | 0.0183010 | SELL |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.005398 | SELL |
Predicción de precios de Piteas basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de Piteas
M0: El total de toda la moneda física, además de cuentas en el banco central que pueden cambiarse por moneda física.
M1: Medir M0 más la cantidad en cuentas a la vista, incluyendo cuentas "de cheques" o "corrientes".
M2: Medir M1 más la mayoría de cuentas de ahorro, cuentas del mercado monetario, y cuentas de certificados de depósito (CD) inferiores a 100 000 $.
Predicciones de precios de Piteas por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.024412 | $0.0343031 | $0.0482016 | $0.067731 | $0.095173 | $0.133735 |
| Amazon.com acción | $0.03625 | $0.075637 | $0.157822 | $0.3293069 | $0.687118 | $1.43 |
| Apple acción | $0.024642 | $0.034953 | $0.049578 | $0.070323 | $0.099748 | $0.141486 |
| Netflix acción | $0.027412 | $0.043251 | $0.068244 | $0.107679 | $0.1699014 | $0.268077 |
| Google acción | $0.022498 | $0.029134 | $0.037729 | $0.048859 | $0.063273 | $0.081938 |
| Tesla acción | $0.039383 | $0.089279 | $0.202389 | $0.4588027 | $1.04 | $2.35 |
| Kodak acción | $0.013027 | $0.009769 | $0.007326 | $0.005493 | $0.004119 | $0.003089 |
| Nokia acción | $0.0115089 | $0.007624 | $0.00505 | $0.003345 | $0.002216 | $0.001468 |
Este cálculo muestra cuánto puede costar la criptomoneda si asumimos que su capitalización se comportará como la capitalización de algunas empresas de Internet o nichos tecnológicos. Si extrapola los datos, puede obtener una imagen potencial del precio futuro en 2024, 2025, 2026, 2027, 2028, 2029 y 2030.
Resumen de pronósticos y predicciones de Piteas
Podría preguntarse cosas como: "¿Debo invertir en Piteas ahora?", "¿Debería comprar PTS hoy?", "¿Será Piteas una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de Piteas regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como Piteas, con métodos de análisis técnico.
Si está tratando de encontrar criptomonedas que ofrezcan un buen rendimiento, debería explorar el máximo de fuentes de información disponibles acerca de Piteas a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de Piteas es de $0.01737 USD hoy, pero dicho precio puede subir y bajar, y su inversión puede perderse porque estos son activos de criptomonedas conllevan un alto riesgo
Predicción de precios de Piteas basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Piteas ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.017824 | $0.018288 | $0.018763 | $0.019251 |
| Si Piteas ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.018276 | $0.019226 | $0.020225 | $0.021277 |
| Si Piteas ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.019631 | $0.022182 | $0.025065 | $0.028323 |
| Si Piteas ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.021888 | $0.027578 | $0.034747 | $0.043779 |
| Si Piteas ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.0264047 | $0.040131 | $0.060994 | $0.0927036 |
| Si Piteas ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.039952 | $0.091876 | $0.211285 | $0.485884 |
| Si Piteas ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.062531 | $0.22507 | $0.8101019 | $2.91 |
Cuadro de preguntas
¿Es PTS una buena inversión?
La decisión de adquirir Piteas depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de Piteas ha experimentado una caída de -0.3433% durante las últimas 24 horas, y Piteas ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en Piteas dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede Piteas subir?
Parece que el valor medio de Piteas podría potencialmente aumentar hasta $0.017917 para el final de este año. Mirando las perspectivas de Piteas en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.056328. Sin embargo, dada la imprevisibilidad del mercado, es vital realizar una investigación exhaustiva antes de invertir cualquier fondo en un proyecto, red o activo en particular.
¿Cuál será el precio de Piteas la próxima semana?
Basado en nuestro nuevo pronóstico experimental de Piteas, el precio de Piteas aumentará en un 0.86% durante la próxima semana y alcanzará $0.017521 para el 13 de enero de 2026.
¿Cuál será el precio de Piteas el próximo mes?
Basado en nuestro nuevo pronóstico experimental de Piteas, el precio de Piteas disminuirá en un -11.62% durante el próximo mes y alcanzará $0.015354 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de Piteas este año en 2026?
Según nuestra predicción más reciente sobre el valor de Piteas en 2026, se anticipa que PTS fluctúe dentro del rango de $0.0060024 y $0.017917. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de Piteas no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará Piteas en 5 años?
El futuro de Piteas parece estar en una tendencia alcista, con un precio máximo de $0.056328 proyectada después de un período de cinco años. Basado en el pronóstico de Piteas para 2030, el valor de Piteas podría potencialmente alcanzar su punto más alto de aproximadamente $0.056328, mientras que su punto más bajo se anticipa que esté alrededor de $0.019482.
¿Cuánto será Piteas en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de Piteas, se espera que el valor de PTS en 2026 crezca en un 3.13% hasta $0.017917 si ocurre lo mejor. El precio estará entre $0.017917 y $0.0060024 durante 2026.
¿Cuánto será Piteas en 2027?
Según nuestra última simulación experimental para la predicción de precios de Piteas, el valor de PTS podría disminuir en un -12.62% hasta $0.015179 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.015179 y $0.005778 a lo largo del año.
¿Cuánto será Piteas en 2028?
Nuestro nuevo modelo experimental de predicción de precios de Piteas sugiere que el valor de PTS en 2028 podría aumentar en un 47.02% , alcanzando $0.025542 en el mejor escenario. Se espera que el precio oscile entre $0.025542 y $0.010428 durante el año.
¿Cuánto será Piteas en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de Piteas podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.075356 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.075356 y $0.0229078.
¿Cuánto será Piteas en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de Piteas, se espera que el valor de PTS en 2030 aumente en un 224.23% , alcanzando $0.056328 en el mejor escenario. Se pronostica que el precio oscile entre $0.056328 y $0.019482 durante el transcurso de 2030.
¿Cuánto será Piteas en 2031?
Nuestra simulación experimental indica que el precio de Piteas podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.051421 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.051421 y $0.023033 durante el año.
¿Cuánto será Piteas en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de Piteas, PTS podría experimentar un 449.04% aumento en valor, alcanzando $0.095384 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.095384 y $0.035159 a lo largo del año.
¿Cuánto será Piteas en 2033?
Según nuestra predicción experimental de precios de Piteas, se anticipa que el valor de PTS aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $0.254069. A lo largo del año, el precio de PTS podría oscilar entre $0.254069 y $0.0817032.
¿Cuánto será Piteas en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de Piteas sugieren que PTS podría aumentar en un 746.96% en 2034, alcanzando potencialmente $0.147143 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $0.147143 y $0.065685.
¿Cuánto será Piteas en 2035?
Basado en nuestra predicción experimental para el precio de Piteas, PTS podría crecer en un 897.93% , con el valor potencialmente alcanzando $0.173371 en 2035. El rango de precios esperado para el año está entre $0.173371 y $0.07766.
¿Cuánto será Piteas en 2036?
Nuestra reciente simulación de predicción de precios de Piteas sugiere que el valor de PTS podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $0.3587019 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $0.3587019 y $0.128552.
¿Cuánto será Piteas en 2037?
Según la simulación experimental, el valor de Piteas podría aumentar en un 4830.69% en 2037, con un máximo de $0.856614 bajo condiciones favorables. Se espera que el precio caiga entre $0.856614 y $0.333847 durante el transcurso del año.
Predicciones relacionadas
Predicción de precios de MetFi- Predicción de precios de Paysenger EGO
- Predicción de precios de Mendi Finance
- Predicción de precios de Wombat Exchange
- Predicción de precios de Big Data Protocol
- Predicción de precios de Juicebox
- Predicción de precios de Tamadoge
- Predicción de precios de Bytecoin
- Predicción de precios de Afreum
- Predicción de precios de MESSIER
- Predicción de precios de KiboShib
- Predicción de precios de TokenSight
- Predicción de precios de Honk
- Predicción de precios de NavCoin
- Predicción de precios de Kira the Injective Cat
- Predicción de precios de ZoidPay
- Predicción de precios de Chain Games
- Predicción de precios de Everton Fan Token
- Predicción de precios de Oracle AI
- Predicción de precios de Defit
- Predicción de precios de Pocketcoin
- Predicción de precios de Metavault Trade
- Predicción de precios de Baanx
- Predicción de precios de Calaxy
- Predicción de precios de Polkadex
Predicción de precios de MetFi
Predicción de precios de Paysenger EGO
Predicción de precios de Mendi Finance
Predicción de precios de Wombat Exchange
Predicción de precios de Big Data Protocol
Predicción de precios de Juicebox
Predicción de precios de Tamadoge
Predicción de precios de Bytecoin
Predicción de precios de Afreum
Predicción de precios de MESSIER
Predicción de precios de KiboShib
Predicción de precios de TokenSight
Predicción de precios de Honk
Predicción de precios de NavCoin
Predicción de precios de Kira the Injective Cat
Predicción de precios de ZoidPay
Predicción de precios de Chain Games
Predicción de precios de Everton Fan Token
Predicción de precios de Oracle AI
Predicción de precios de Defit
Predicción de precios de Pocketcoin
Predicción de precios de Metavault Trade
Predicción de precios de Baanx
Predicción de precios de Calaxy
Predicción de precios de Polkadex¿Cómo leer y predecir los movimientos de precio de Piteas?
Los traders de Piteas utilizan indicadores y patrones de gráficos para predecir la dirección del mercado. También identifican niveles clave de soporte y resistencia para estimar cuándo una tendencia bajista podría desacelerar o una tendencia alcista podría estancarse.
Indicadores de predicción de precio de Piteas
Las medias móviles son herramientas populares para la predicción de precios de Piteas. Una media móvil simple (SMA) calcula el precio de cierre promedio de PTS durante un período específico, como una SMA de 12 días. Una media móvil exponencial (EMA) da más peso a los precios recientes, reaccionando más rápido a los cambios de precio.
Las medias móviles comúnmente utilizadas en el mercado de criptomonedas incluyen las de 50 días, 100 días y 200 días, que ayudan a identificar niveles clave de resistencia y soporte. Un movimiento de precio de PTS por encima de estas medias se considera alcista, mientras que una caída por debajo indica debilidad.
Los traders también utilizan RSI y niveles de retroceso de Fibonacci para evaluar la dirección futura de PTS.
¿Cómo leer gráficos de Piteas y predecir movimientos de precio?
La mayoría de los traders prefieren gráficos de velas sobre gráficos lineales simples porque proporcionan información más detallada. Las velas pueden representar la acción del precio de Piteas en diferentes marcos de tiempo, como 5 minutos para tendencias a corto plazo y semanal para tendencias a largo plazo. Las opciones populares incluyen gráficos de 1 hora, 4 horas y 1 día.
Por ejemplo, un gráfico de velas de 1 hora muestra los precios de apertura, cierre, máximo y mínimo de PTS dentro de cada hora. El color de la vela es crucial: el verde indica que el precio cerró más alto de lo que abrió, mientras que el rojo significa lo contrario. Algunos gráficos usan velas huecas y llenas para transmitir la misma información.
¿Qué afecta el precio de Piteas?
La acción del precio de Piteas está impulsada por la oferta y la demanda, influenciada por factores como reducciones a la mitad de recompensas de bloque, hard forks y actualizaciones de protocolo. Los eventos del mundo real, como regulaciones, adopción por empresas y gobiernos y hacks de exchanges de criptomonedas, también impactan el precio de PTS. La capitalización de mercado de Piteas puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de PTS, grandes poseedores de Piteas, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de Piteas.
Patrones de predicción de precios alcistas y bajistas
Los traders a menudo identifican patrones de velas para obtener una ventaja en las predicciones de precios de criptomonedas. Ciertas formaciones indican tendencias alcistas, mientras que otras sugieren movimientos bajistas.
Patrones de velas alcistas comúnmente seguidos:
- Martillo
- Envolvente Alcista
- Línea Penetrante
- Estrella de la Mañana
- Tres Soldados Blancos
Patrones de velas bajistas comunes:
- Harami Bajista
- Cubierta de Nube Oscura
- Estrella de la Tarde
- Estrella Fugaz
- Hombre Colgado