Goose Finance Preisvorhersage bis zu $0.0058032 im Jahr 2026
| Jahr | Min. Preis | Max. Preis |
|---|---|---|
| 2026 | $0.001944 | $0.0058032 |
| 2027 | $0.001871 | $0.004916 |
| 2028 | $0.003377 | $0.008272 |
| 2029 | $0.007419 | $0.0244074 |
| 2030 | $0.00631 | $0.018244 |
| 2031 | $0.00746 | $0.016655 |
| 2032 | $0.011387 | $0.030894 |
| 2033 | $0.026463 | $0.082291 |
| 2034 | $0.021275 | $0.047658 |
| 2035 | $0.025153 | $0.056153 |
Investitionsgewinnrechner
Wenn Sie heute einen Short über $10,000.00 in Goose Finance eröffnen und ihn am Apr 06, 2026 schließen, zeigt unsere Prognose, dass Sie etwa $3,955.95 Gewinn erzielen könnten, was einer Rendite von 39.56% in den nächsten 90 Tagen entspricht.
Langfristige Goose Finance Preisprognose für 2027, 2028, 2029, 2030, 2031, 2032 und 2037
[
'name' => 'Goose Finance'
'name_with_ticker' => 'Goose Finance <small>EGG</small>'
'name_lang' => 'Goose Finance'
'name_lang_with_ticker' => 'Goose Finance <small>EGG</small>'
'name_with_lang' => 'Goose Finance'
'name_with_lang_with_ticker' => 'Goose Finance <small>EGG</small>'
'image' => '/uploads/coins/goose-finance.png?1717302703'
'price_for_sd' => 0.005627
'ticker' => 'EGG'
'marketcap' => '$293.58K'
'low24h' => '$0.005623'
'high24h' => '$0.005709'
'volume24h' => '$12.56K'
'current_supply' => '52.06M'
'max_supply' => '52.06M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.005627'
'change_24h_pct' => '0.0513%'
'ath_price' => '$172.51'
'ath_days' => 1781
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '20.02.2021'
'ath_pct' => '-100.00%'
'fdv' => '$293.58K'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.27745'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.005675'
'next_week_prediction_price_date' => '13. Januar 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.004973'
'next_month_prediction_price_date' => '5. Februar 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.001944'
'current_year_max_price_prediction' => '$0.0058032'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.00631'
'grand_prediction_max_price' => '$0.018244'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.0057336490691875
107 => 0.0057550564334972
108 => 0.0058032883183742
109 => 0.0053911521429139
110 => 0.0055761891860132
111 => 0.0056848811132077
112 => 0.0051938070318967
113 => 0.0056751741575437
114 => 0.0053839777690194
115 => 0.0052851413411313
116 => 0.0054182115705734
117 => 0.0053663539727448
118 => 0.005321769855312
119 => 0.0052968911517321
120 => 0.0053946032418092
121 => 0.0053900448560159
122 => 0.0052301689115504
123 => 0.0050216172593724
124 => 0.005091614039318
125 => 0.0050661835529404
126 => 0.0049740201897102
127 => 0.0050361271686805
128 => 0.0047626394649182
129 => 0.0042921180852491
130 => 0.0046029589211182
131 => 0.004590991887067
201 => 0.0045849575658366
202 => 0.0048185458629825
203 => 0.0047960917380108
204 => 0.0047553372813158
205 => 0.004973271702153
206 => 0.0048937227069158
207 => 0.0051388739661363
208 => 0.0053003464408482
209 => 0.0052593917981739
210 => 0.0054112574411047
211 => 0.0050932266237543
212 => 0.0051988637040964
213 => 0.0052206353599482
214 => 0.0049705824252289
215 => 0.004799765510551
216 => 0.0047883739697974
217 => 0.0044922009797668
218 => 0.0046504142004163
219 => 0.00478963528728
220 => 0.004722959190665
221 => 0.0047018515303685
222 => 0.0048096859891306
223 => 0.0048180656501161
224 => 0.00462700849161
225 => 0.0046667353248568
226 => 0.0048324028235323
227 => 0.0046625609289492
228 => 0.0043325858712903
301 => 0.0042507474947287
302 => 0.0042398287467149
303 => 0.0040178765787966
304 => 0.004256216326376
305 => 0.0041521746394495
306 => 0.0044808410818396
307 => 0.0042931085726198
308 => 0.0042850157993636
309 => 0.004272782385635
310 => 0.0040817389859791
311 => 0.0041235653490624
312 => 0.0042626025502859
313 => 0.0043122125900487
314 => 0.0043070378564583
315 => 0.0042619211921485
316 => 0.0042825753700348
317 => 0.0042160410666702
318 => 0.0041925464193604
319 => 0.0041183908497388
320 => 0.0040094026483939
321 => 0.0040245581262544
322 => 0.0038086239810762
323 => 0.0036909715982905
324 => 0.003658406969369
325 => 0.0036148601866055
326 => 0.0036633256943557
327 => 0.0038080122667736
328 => 0.0036334895634689
329 => 0.0033342826299973
330 => 0.0033522654765227
331 => 0.0033926675935104
401 => 0.0033173785157907
402 => 0.0032461237222623
403 => 0.0033080739841511
404 => 0.0031812960620638
405 => 0.0034079880997059
406 => 0.0034018567153848
407 => 0.0034863534884762
408 => 0.0035391910547386
409 => 0.003417417570869
410 => 0.0033867918689863
411 => 0.0034042376606392
412 => 0.0031158975855975
413 => 0.0034627899527949
414 => 0.0034657898923914
415 => 0.0034401025882497
416 => 0.003624812064682
417 => 0.0040146066722847
418 => 0.0038679502614528
419 => 0.0038111604664652
420 => 0.0037032030246807
421 => 0.0038470499059799
422 => 0.0038360047098571
423 => 0.0037860541442232
424 => 0.0037558438862726
425 => 0.0038115072128437
426 => 0.0037489465841117
427 => 0.0037377089761404
428 => 0.0036696212984719
429 => 0.0036453170953362
430 => 0.0036273232309127
501 => 0.0036075137542231
502 => 0.0036512085235864
503 => 0.0035521904276836
504 => 0.0034327843108884
505 => 0.0034228569842689
506 => 0.0034502672058847
507 => 0.0034381402232707
508 => 0.0034227989249418
509 => 0.0033935082084778
510 => 0.0033848182786001
511 => 0.003413056334948
512 => 0.0033811772157122
513 => 0.0034282165926902
514 => 0.0034154244849596
515 => 0.0033439688110421
516 => 0.0032549085850621
517 => 0.0032541157622407
518 => 0.0032349278826414
519 => 0.0032104892330546
520 => 0.0032036909598201
521 => 0.0033028567058881
522 => 0.003508126832468
523 => 0.0034678273949225
524 => 0.0034969478686016
525 => 0.0036401917775105
526 => 0.003685724708658
527 => 0.0036534065126361
528 => 0.0036091673726217
529 => 0.0036111136702649
530 => 0.0037622922037923
531 => 0.003771721023489
601 => 0.0037955446090101
602 => 0.0038261646489493
603 => 0.0036586212378425
604 => 0.0036032223906687
605 => 0.0035769713434668
606 => 0.0034961282785186
607 => 0.0035833105931046
608 => 0.0035325131919143
609 => 0.0035393674968212
610 => 0.0035349036217586
611 => 0.0035373411993887
612 => 0.0034079247346614
613 => 0.0034550772924789
614 => 0.0033766770197183
615 => 0.0032717078553356
616 => 0.0032713559618896
617 => 0.0032970470161626
618 => 0.00328176497179
619 => 0.0032406413833205
620 => 0.0032464827949648
621 => 0.0031953058823392
622 => 0.0032526965987454
623 => 0.0032543423591381
624 => 0.0032322438072283
625 => 0.0033206621242447
626 => 0.0033568871808688
627 => 0.0033423414406049
628 => 0.0033558666129559
629 => 0.0034695020184936
630 => 0.0034880295478566
701 => 0.0034962582525397
702 => 0.0034852328783588
703 => 0.0033579436595657
704 => 0.0033635894776947
705 => 0.0033221642103231
706 => 0.0032871642246812
707 => 0.0032885640405562
708 => 0.0033065585828557
709 => 0.0033851418044439
710 => 0.0035505155615423
711 => 0.0035567913747376
712 => 0.0035643978434086
713 => 0.0035334585126187
714 => 0.0035241269144029
715 => 0.0035364377011394
716 => 0.0035985433893665
717 => 0.0037582960810164
718 => 0.0037018288102638
719 => 0.0036559200401765
720 => 0.0036961944084586
721 => 0.0036899944851425
722 => 0.0036376608929723
723 => 0.0036361920633426
724 => 0.0035357471679065
725 => 0.0034986149770834
726 => 0.0034675845391353
727 => 0.003433700110966
728 => 0.003413612286131
729 => 0.0034444763148307
730 => 0.0034515352833668
731 => 0.003384050545204
801 => 0.003374852624757
802 => 0.0034299621187001
803 => 0.0034057104851048
804 => 0.0034306538916691
805 => 0.0034364409759526
806 => 0.0034355091220951
807 => 0.0034101876313392
808 => 0.0034263267944493
809 => 0.0033881528623779
810 => 0.0033466444447894
811 => 0.0033201646604338
812 => 0.0032970575365498
813 => 0.0033098787118745
814 => 0.0032641735628959
815 => 0.0032495515658747
816 => 0.0034208592091303
817 => 0.0035474060070707
818 => 0.0035455659665106
819 => 0.0035343651928211
820 => 0.0035177231151125
821 => 0.003597325917725
822 => 0.0035695938930031
823 => 0.0035897712580765
824 => 0.003594907244329
825 => 0.0036104523278553
826 => 0.0036160083590709
827 => 0.0035992141738256
828 => 0.0035428508369055
829 => 0.003402398760166
830 => 0.0033370179393006
831 => 0.0033154411794113
901 => 0.0033162254536532
902 => 0.0032945916689079
903 => 0.0033009637880736
904 => 0.0032923757059065
905 => 0.0032761119559622
906 => 0.0033088744711455
907 => 0.0033126500458165
908 => 0.0033050028832898
909 => 0.0033068040668961
910 => 0.003243488827321
911 => 0.0032483025474724
912 => 0.0032214991419713
913 => 0.0032164738265597
914 => 0.0031487171514924
915 => 0.0030286763801235
916 => 0.0030951906201015
917 => 0.0030148507715256
918 => 0.0029844248535225
919 => 0.0031284564171479
920 => 0.0031139996429737
921 => 0.003089255929796
922 => 0.0030526548209645
923 => 0.0030390791136662
924 => 0.0029565974136685
925 => 0.0029517239548099
926 => 0.002992604112522
927 => 0.0029737393263382
928 => 0.0029472460218829
929 => 0.0028512899587291
930 => 0.0027434035737834
1001 => 0.0027466599855953
1002 => 0.002780976637349
1003 => 0.0028807569305537
1004 => 0.002841771043782
1005 => 0.0028134863356176
1006 => 0.0028081894600137
1007 => 0.0028744909479577
1008 => 0.0029683214439896
1009 => 0.0030123446133888
1010 => 0.0029687189895177
1011 => 0.0029186042217851
1012 => 0.0029216544754875
1013 => 0.0029419464468319
1014 => 0.0029440788461072
1015 => 0.0029114592841946
1016 => 0.0029206414998028
1017 => 0.0029066928746545
1018 => 0.0028210901878667
1019 => 0.0028195419067118
1020 => 0.0027985336268442
1021 => 0.0027978975044791
1022 => 0.0027621571796634
1023 => 0.0027571568611605
1024 => 0.0026861922769563
1025 => 0.0027329013811801
1026 => 0.0027015713664048
1027 => 0.0026543496441352
1028 => 0.0026462086014169
1029 => 0.0026459638718422
1030 => 0.0026944500220293
1031 => 0.0027323347922851
1101 => 0.0027021163654254
1102 => 0.002695236215389
1103 => 0.0027686982178371
1104 => 0.0027593495084046
1105 => 0.0027512535863287
1106 => 0.0029599199522118
1107 => 0.0027947442411758
1108 => 0.002722718203264
1109 => 0.0026335723039747
1110 => 0.0026625986582959
1111 => 0.0026687149376373
1112 => 0.0024543351196025
1113 => 0.002367361254125
1114 => 0.0023375151010342
1115 => 0.0023203382179677
1116 => 0.0023281659392748
1117 => 0.0022498792593282
1118 => 0.0023024892029945
1119 => 0.0022346995555691
1120 => 0.0022233344005716
1121 => 0.0023445506876941
1122 => 0.002361417225912
1123 => 0.002289459333852
1124 => 0.002335667949479
1125 => 0.0023189120631049
1126 => 0.0022358616145061
1127 => 0.0022326896982474
1128 => 0.0021910179025049
1129 => 0.0021258096114177
1130 => 0.0020960076726188
1201 => 0.00208048656414
1202 => 0.0020868908759987
1203 => 0.0020836526599478
1204 => 0.0020625211098016
1205 => 0.0020848638956664
1206 => 0.0020277873104584
1207 => 0.0020050589543312
1208 => 0.0019947930831625
1209 => 0.0019441343285846
1210 => 0.0020247549351684
1211 => 0.002040638210297
1212 => 0.0020565527803842
1213 => 0.0021950782476551
1214 => 0.0021881579067791
1215 => 0.002250714417955
1216 => 0.0022482835869647
1217 => 0.0022304414566291
1218 => 0.002155168443631
1219 => 0.0021851709249996
1220 => 0.0020928279507679
1221 => 0.0021620175857742
1222 => 0.0021304423257855
1223 => 0.0021513419586101
1224 => 0.0021137625343476
1225 => 0.0021345605393509
1226 => 0.0020444047240607
1227 => 0.0019602184922692
1228 => 0.0019940974894914
1229 => 0.0020309278340052
1230 => 0.0021107854051084
1231 => 0.00206322289457
]
'min_raw' => 0.0019441343285846
'max_raw' => 0.0058032883183742
'avg_raw' => 0.0038737113234794
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.001944'
'max' => '$0.0058032'
'avg' => '$0.003873'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0036828856714154
'max_diff' => 0.00017626831837417
'year' => 2026
]
1 => [
'items' => [
101 => 0.0020803281718972
102 => 0.0020230283562398
103 => 0.0019048024696553
104 => 0.0019054716153341
105 => 0.001887285138374
106 => 0.0018715693670114
107 => 0.002068686021054
108 => 0.0020441714491707
109 => 0.0020051106872624
110 => 0.0020573950692896
111 => 0.0020712198897623
112 => 0.0020716134629658
113 => 0.0021097587984376
114 => 0.0021301169708169
115 => 0.0021337051869361
116 => 0.0021937276964856
117 => 0.0022138464499705
118 => 0.0022967127482624
119 => 0.0021283897221251
120 => 0.0021249232201699
121 => 0.0020581308177666
122 => 0.0020157700202163
123 => 0.0020610312978161
124 => 0.002101126610989
125 => 0.0020593766909121
126 => 0.0020648283490853
127 => 0.0020087824924759
128 => 0.0020288162490111
129 => 0.0020460720189776
130 => 0.0020365443970494
131 => 0.0020222810858807
201 => 0.0020978392525497
202 => 0.0020935759646714
203 => 0.0021639374665484
204 => 0.0022187892888608
205 => 0.0023170935603806
206 => 0.0022145079283321
207 => 0.0022107693001593
208 => 0.0022473149902433
209 => 0.0022138408550158
210 => 0.0022349953529917
211 => 0.0023136852437094
212 => 0.0023153478371024
213 => 0.0022874972556397
214 => 0.0022858025452266
215 => 0.0022911515540485
216 => 0.0023224808657916
217 => 0.002311533441616
218 => 0.0023242020780268
219 => 0.0023400444018476
220 => 0.0024055749701762
221 => 0.0024213741683476
222 => 0.0023829903077363
223 => 0.0023864559405836
224 => 0.0023720993230544
225 => 0.0023582310104092
226 => 0.0023894049519313
227 => 0.0024463759427885
228 => 0.0024460215292112
301 => 0.0024592376917322
302 => 0.0024674712514942
303 => 0.0024321267856616
304 => 0.0024091188380565
305 => 0.0024179415492021
306 => 0.0024320492564574
307 => 0.0024133666098781
308 => 0.0022980486605469
309 => 0.0023330287598348
310 => 0.0023272063608739
311 => 0.0023189145567255
312 => 0.0023540873170527
313 => 0.0023506948185146
314 => 0.0022490763162716
315 => 0.0022555816030848
316 => 0.0022494719243089
317 => 0.0022692135463565
318 => 0.0022127747426387
319 => 0.0022301349385411
320 => 0.0022410230906694
321 => 0.0022474362959197
322 => 0.0022706051908597
323 => 0.0022678865884529
324 => 0.002270436198717
325 => 0.0023047895535516
326 => 0.0024785370336571
327 => 0.0024879937256471
328 => 0.002441425515666
329 => 0.0024600285970361
330 => 0.0024243147488522
331 => 0.0024482896944001
401 => 0.0024646927432463
402 => 0.002390570519635
403 => 0.002386181482602
404 => 0.0023503202306625
405 => 0.0023695900361696
406 => 0.0023389303900597
407 => 0.0023464531947862
408 => 0.0023254187769446
409 => 0.0023632765411486
410 => 0.0024056074040306
411 => 0.002416301851691
412 => 0.0023881693641456
413 => 0.0023677995891416
414 => 0.0023320369744554
415 => 0.0023915109997003
416 => 0.00240890301712
417 => 0.0023914196468368
418 => 0.002387368367923
419 => 0.0023796912017019
420 => 0.0023889971150291
421 => 0.002408808296458
422 => 0.0023994657091512
423 => 0.0024056366526626
424 => 0.0023821193794467
425 => 0.0024321384861504
426 => 0.0025115808653496
427 => 0.0025118362855888
428 => 0.002502493647922
429 => 0.0024986708418787
430 => 0.0025082569550835
501 => 0.0025134570282542
502 => 0.002544456760566
503 => 0.0025777207084203
504 => 0.0027329490388593
505 => 0.0026893615448282
506 => 0.0028270893541683
507 => 0.0029360141696386
508 => 0.0029686759590932
509 => 0.0029386286496509
510 => 0.0028358384271725
511 => 0.0028307950484711
512 => 0.0029844070377663
513 => 0.0029410046149156
514 => 0.0029358420348229
515 => 0.0028809209049529
516 => 0.0029133860948203
517 => 0.0029062854815607
518 => 0.0028950768161566
519 => 0.0029570181368788
520 => 0.003072966759731
521 => 0.0030548950795002
522 => 0.003041405408529
523 => 0.0029822975971175
524 => 0.0030178937017948
525 => 0.0030052186107177
526 => 0.0030596788457966
527 => 0.0030274178089778
528 => 0.002940675798875
529 => 0.0029544897498893
530 => 0.0029524017989833
531 => 0.0029953716806749
601 => 0.0029824731887691
602 => 0.0029498831614253
603 => 0.0030725704599433
604 => 0.0030646038292002
605 => 0.0030758986901686
606 => 0.0030808710372721
607 => 0.0031555486338873
608 => 0.003186141655804
609 => 0.0031930868073853
610 => 0.003222147812057
611 => 0.0031923637431151
612 => 0.0033115212545637
613 => 0.0033907540466435
614 => 0.0034827870119263
615 => 0.0036172719103336
616 => 0.0036678394761895
617 => 0.0036587048980304
618 => 0.0037606698131478
619 => 0.0039438984990611
620 => 0.0036957406541621
621 => 0.0039570514674151
622 => 0.0038743234809176
623 => 0.003678176913145
624 => 0.0036655473865966
625 => 0.0037983801196006
626 => 0.004092990336727
627 => 0.0040191938187782
628 => 0.0040931110413934
629 => 0.0040068826748684
630 => 0.0040026007096807
701 => 0.0040889231220966
702 => 0.0042906201438963
703 => 0.0041948014493391
704 => 0.0040574218549835
705 => 0.0041588608095925
706 => 0.0040709849993781
707 => 0.0038729762040746
708 => 0.0040191373879718
709 => 0.0039214035667306
710 => 0.0039499274915845
711 => 0.0041553494470246
712 => 0.004130632533867
713 => 0.0041626185082175
714 => 0.0041061641007075
715 => 0.0040534267820503
716 => 0.0039549886604518
717 => 0.0039258459855873
718 => 0.0039338999724762
719 => 0.0039258419944314
720 => 0.0038707667700901
721 => 0.0038588732806373
722 => 0.0038390502771503
723 => 0.0038451942548234
724 => 0.0038079212088437
725 => 0.0038782631476117
726 => 0.003891319231298
727 => 0.0039425082283025
728 => 0.0039478228397845
729 => 0.0040903834678122
730 => 0.0040118634695285
731 => 0.0040645414634677
801 => 0.0040598294478653
802 => 0.003682428004037
803 => 0.0037344305931554
804 => 0.0038153303025122
805 => 0.003778885093104
806 => 0.0037273600938663
807 => 0.0036857508943862
808 => 0.0036227087024147
809 => 0.0037114393769965
810 => 0.0038281107786162
811 => 0.0039507818190667
812 => 0.004098163036443
813 => 0.0040652692644311
814 => 0.0039480266297241
815 => 0.0039532860486712
816 => 0.0039857977070975
817 => 0.0039436921554398
818 => 0.003931274406258
819 => 0.0039840916990474
820 => 0.003984455422715
821 => 0.003936007896907
822 => 0.003882167337775
823 => 0.0038819417438663
824 => 0.0038723613364069
825 => 0.0040085870080724
826 => 0.0040834973535196
827 => 0.004092085703901
828 => 0.0040829192891105
829 => 0.0040864470783614
830 => 0.0040428583988825
831 => 0.0041424891943498
901 => 0.0042339202647351
902 => 0.0042094147847319
903 => 0.0041726775865479
904 => 0.0041434146386912
905 => 0.0042025213642068
906 => 0.0041998894347622
907 => 0.004233121694098
908 => 0.0042316140868557
909 => 0.0042204393279696
910 => 0.0042094151838178
911 => 0.0042531246692668
912 => 0.0042405370394104
913 => 0.0042279298574879
914 => 0.0042026442240795
915 => 0.0042060809616096
916 => 0.0041693501066208
917 => 0.0041523567324135
918 => 0.0038968171571404
919 => 0.003828528632631
920 => 0.0038500135925828
921 => 0.0038570869992556
922 => 0.003827367745875
923 => 0.003869977520973
924 => 0.0038633368326589
925 => 0.0038891718662164
926 => 0.0038730312588764
927 => 0.0038736936750317
928 => 0.0039211597596782
929 => 0.0039349393659862
930 => 0.0039279309470029
1001 => 0.0039328394034243
1002 => 0.0040459527099249
1003 => 0.0040298716149004
1004 => 0.0040213288536768
1005 => 0.004023695256918
1006 => 0.0040525981319056
1007 => 0.0040606893588636
1008 => 0.0040264062616819
1009 => 0.004042574368501
1010 => 0.0041114161152985
1011 => 0.0041355068305722
1012 => 0.0042123928295265
1013 => 0.004179730290631
1014 => 0.0042396837943752
1015 => 0.0044239604252291
1016 => 0.0045711733489281
1017 => 0.0044357902604631
1018 => 0.0047061280473836
1019 => 0.0049166247921536
1020 => 0.0049085455764886
1021 => 0.0048718406001606
1022 => 0.0046321956525855
1023 => 0.004411670798922
1024 => 0.0045961492029914
1025 => 0.0045966194763817
1026 => 0.0045807726178663
1027 => 0.0044823491406227
1028 => 0.0045773476942035
1029 => 0.0045848883344027
1030 => 0.0045806675811092
1031 => 0.0045052065318726
1101 => 0.0043899914572214
1102 => 0.0044125042070223
1103 => 0.0044493805504439
1104 => 0.0043795659391357
1105 => 0.0043572559406063
1106 => 0.0043987344725234
1107 => 0.0045323869447556
1108 => 0.0045071207190762
1109 => 0.0045064609158148
1110 => 0.0046145605438187
1111 => 0.0045371845395277
1112 => 0.0044127881648931
1113 => 0.0043813764397113
1114 => 0.0042698859767892
1115 => 0.0043468928366449
1116 => 0.0043496641764384
1117 => 0.0043074883062865
1118 => 0.0044162105043114
1119 => 0.0044152086101165
1120 => 0.0045184241559775
1121 => 0.0047157335136752
1122 => 0.0046573794276002
1123 => 0.0045895199744015
1124 => 0.0045968981785027
1125 => 0.0046778188665339
1126 => 0.0046288923713106
1127 => 0.0046464866801205
1128 => 0.0046777922354403
1129 => 0.0046966796542379
1130 => 0.0045941805695986
1201 => 0.0045702831298712
1202 => 0.0045213973550506
1203 => 0.0045086439688961
1204 => 0.0045484604124523
1205 => 0.004537970186311
1206 => 0.0043494312560599
1207 => 0.004329727888828
1208 => 0.0043303321629711
1209 => 0.0042807871092223
1210 => 0.0042052190100801
1211 => 0.0044038074626891
1212 => 0.004387858030701
1213 => 0.0043702510921741
1214 => 0.0043724078416798
1215 => 0.0044586083581703
1216 => 0.0044086077053754
1217 => 0.0045415426357764
1218 => 0.0045142152104757
1219 => 0.0044861869398319
1220 => 0.0044823125790669
1221 => 0.0044715240861288
1222 => 0.0044345263296223
1223 => 0.0043898493154203
1224 => 0.0043603496807874
1225 => 0.0040221920933143
1226 => 0.0040849521745771
1227 => 0.0041571519273086
1228 => 0.0041820749926292
1229 => 0.0041394423647747
1230 => 0.0044362097256189
1231 => 0.0044904319821666
]
'min_raw' => 0.0018715693670114
'max_raw' => 0.0049166247921536
'avg_raw' => 0.0033940970795825
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.001871'
'max' => '$0.004916'
'avg' => '$0.003394'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -7.2564961573265E-5
'max_diff' => -0.00088666352622061
'year' => 2027
]
2 => [
'items' => [
101 => 0.0043261892302534
102 => 0.0042954661173578
103 => 0.0044382239277855
104 => 0.0043521235166651
105 => 0.0043908945265206
106 => 0.0043070928098215
107 => 0.0044773714283773
108 => 0.0044760741905986
109 => 0.0044098319620634
110 => 0.0044658194400141
111 => 0.004456090237936
112 => 0.0043813029250671
113 => 0.0044797423195909
114 => 0.0044797911443025
115 => 0.0044160344395676
116 => 0.0043415805665745
117 => 0.0043282699726053
118 => 0.0043182422280763
119 => 0.0043884283160784
120 => 0.0044513569431149
121 => 0.0045684515167002
122 => 0.0045978918745979
123 => 0.0047127995514286
124 => 0.0046443776246292
125 => 0.0046747081785671
126 => 0.0047076362853855
127 => 0.0047234232306852
128 => 0.0046976992504934
129 => 0.0048761981704982
130 => 0.0048912689484122
131 => 0.004896322049885
201 => 0.0048361332183723
202 => 0.004889594988127
203 => 0.0048645819965265
204 => 0.0049296588518618
205 => 0.0049398637337214
206 => 0.0049312205618356
207 => 0.0049344597524109
208 => 0.0047821424135541
209 => 0.0047742439559964
210 => 0.0046665479267483
211 => 0.0047104348547157
212 => 0.0046283903464357
213 => 0.0046544075051634
214 => 0.00466587562083
215 => 0.0046598853280156
216 => 0.0047129161557756
217 => 0.0046678291186972
218 => 0.0045488370148522
219 => 0.0044298124916881
220 => 0.004428318235755
221 => 0.0043969811797633
222 => 0.0043743302279493
223 => 0.0043786936048544
224 => 0.004394070714192
225 => 0.0043734364824005
226 => 0.0043778398419354
227 => 0.0044509649496442
228 => 0.0044656296684909
229 => 0.0044157932239745
301 => 0.0042156927078769
302 => 0.0041665875393124
303 => 0.0042018833606788
304 => 0.0041850142314077
305 => 0.0033776331117147
306 => 0.0035673153297331
307 => 0.0034546125967861
308 => 0.0035065512013315
309 => 0.0033915108952238
310 => 0.0034464141590774
311 => 0.0034362755309898
312 => 0.0037412789244586
313 => 0.003736516715988
314 => 0.0037387961331724
315 => 0.0036299936119714
316 => 0.003803318982555
317 => 0.0038887052926832
318 => 0.0038729025591616
319 => 0.0038768797667324
320 => 0.0038085381635456
321 => 0.0037394578292786
322 => 0.0036628371071892
323 => 0.0038051889382238
324 => 0.0037893618446396
325 => 0.0038256635029133
326 => 0.0039179888408583
327 => 0.0039315840975805
328 => 0.0039498562604847
329 => 0.0039433069907847
330 => 0.0040993371656134
331 => 0.0040804408819214
401 => 0.0041259754887872
402 => 0.0040323073477452
403 => 0.0039263129550946
404 => 0.0039464590239198
405 => 0.0039445187954874
406 => 0.0039198174606536
407 => 0.0038975182000369
408 => 0.0038603962138878
409 => 0.0039778556710838
410 => 0.0039730870316278
411 => 0.0040502857614834
412 => 0.004036640136113
413 => 0.0039455113102382
414 => 0.0039487659940821
415 => 0.0039706553070801
416 => 0.0040464144692939
417 => 0.004068904946716
418 => 0.0040584864614835
419 => 0.0040831462432476
420 => 0.0041026363292936
421 => 0.0040855938979803
422 => 0.0043268787860696
423 => 0.0042266804782112
424 => 0.0042755164362861
425 => 0.0042871635245288
426 => 0.004257329752907
427 => 0.0042637996297045
428 => 0.0042735997301168
429 => 0.0043331040207638
430 => 0.0044892604971269
501 => 0.004558421137515
502 => 0.0047664943364485
503 => 0.0045526783090934
504 => 0.0045399913508888
505 => 0.0045774716172254
506 => 0.0046996326117843
507 => 0.0047986326238755
508 => 0.0048314766393339
509 => 0.0048358175181723
510 => 0.0048974350746011
511 => 0.0049327531088467
512 => 0.0048899530825481
513 => 0.0048536845416095
514 => 0.0047237751297845
515 => 0.0047388124979349
516 => 0.0048424050526501
517 => 0.0049887356377564
518 => 0.0051143025028801
519 => 0.0050703333631608
520 => 0.0054057868618435
521 => 0.0054390457060333
522 => 0.0054344504091534
523 => 0.0055102190057973
524 => 0.0053598337714656
525 => 0.0052955411702122
526 => 0.0048615262118258
527 => 0.0049834667118923
528 => 0.0051607143900534
529 => 0.0051372549952041
530 => 0.0050085329934795
531 => 0.005114204855699
601 => 0.0050792664333846
602 => 0.0050517090501087
603 => 0.005177954765157
604 => 0.0050391424155733
605 => 0.0051593296306804
606 => 0.005005188284128
607 => 0.0050705342104874
608 => 0.005033440702259
609 => 0.0050574447480921
610 => 0.0049171175866346
611 => 0.0049928347167078
612 => 0.0049139675050887
613 => 0.0049139301117616
614 => 0.0049121891136939
615 => 0.005004976038413
616 => 0.0050080018166969
617 => 0.0049394321391363
618 => 0.0049295501773401
619 => 0.0049660889694464
620 => 0.0049233116134147
621 => 0.0049433268690645
622 => 0.0049239178551185
623 => 0.0049195484772629
624 => 0.004884732531121
625 => 0.0048697328642387
626 => 0.004875614620117
627 => 0.0048555371550512
628 => 0.0048434397561154
629 => 0.0049097826365585
630 => 0.0048743383118019
701 => 0.0049043502854464
702 => 0.0048701478536655
703 => 0.0047515873238227
704 => 0.0046834019093553
705 => 0.0044594520590493
706 => 0.0045229639587872
707 => 0.0045650724140212
708 => 0.0045511555698175
709 => 0.0045810543362707
710 => 0.0045828898777033
711 => 0.0045731694839475
712 => 0.0045619145132378
713 => 0.0045564362159353
714 => 0.0045972669557436
715 => 0.0046209705745018
716 => 0.0045692985608424
717 => 0.0045571925310103
718 => 0.00460943578971
719 => 0.0046413041473369
720 => 0.0048766021947706
721 => 0.0048591705554141
722 => 0.0049029205494126
723 => 0.0048979949714867
724 => 0.0049438519351178
725 => 0.0050188086900558
726 => 0.0048664006490286
727 => 0.0048928534150774
728 => 0.0048863678077258
729 => 0.0049571759681728
730 => 0.0049573970235208
731 => 0.0049149439942028
801 => 0.0049379584701178
802 => 0.0049251124210312
803 => 0.0049483269679784
804 => 0.0048589377452429
805 => 0.0049678041695644
806 => 0.0050295244169573
807 => 0.0050303814026522
808 => 0.0050596363100743
809 => 0.005089360990345
810 => 0.0051464149256508
811 => 0.0050877697870554
812 => 0.0049822728917116
813 => 0.0049898894268026
814 => 0.0049280366356623
815 => 0.004929076392256
816 => 0.0049235260900717
817 => 0.004940182964734
818 => 0.004862592992534
819 => 0.0048808032039247
820 => 0.0048553088013388
821 => 0.0048927979952251
822 => 0.0048524658197892
823 => 0.0048863646801695
824 => 0.0049009943045447
825 => 0.0049549779334422
826 => 0.0048444923939083
827 => 0.0046192048995853
828 => 0.0046665630622388
829 => 0.0045965166197708
830 => 0.0046029996847068
831 => 0.0046160965076497
901 => 0.004573645419478
902 => 0.0045817437493136
903 => 0.0045814544199848
904 => 0.0045789611361376
905 => 0.0045679179685653
906 => 0.0045519031907613
907 => 0.0046157011364436
908 => 0.0046265416505995
909 => 0.0046506387707127
910 => 0.0047223354549367
911 => 0.0047151712654585
912 => 0.0047268563557368
913 => 0.0047013478692682
914 => 0.004604182950234
915 => 0.0046094594728121
916 => 0.0045436611517128
917 => 0.0046489561597074
918 => 0.0046240209119881
919 => 0.0046079449955701
920 => 0.0046035585328331
921 => 0.0046754329392696
922 => 0.0046969388881687
923 => 0.0046835378240253
924 => 0.0046560518504958
925 => 0.0047088330451711
926 => 0.0047229550662064
927 => 0.0047261164659161
928 => 0.0048196346230906
929 => 0.004731343092045
930 => 0.0047525957411101
1001 => 0.004918402842279
1002 => 0.0047680386813347
1003 => 0.0048476899309078
1004 => 0.0048437914167263
1005 => 0.0048845383007566
1006 => 0.0048404489829234
1007 => 0.0048409955228585
1008 => 0.0048771759954444
1009 => 0.0048263670468801
1010 => 0.0048137860366878
1011 => 0.0047964054612139
1012 => 0.0048343553119055
1013 => 0.0048571045310709
1014 => 0.005040446530084
1015 => 0.0051588938228575
1016 => 0.0051537517134957
1017 => 0.0052007409674372
1018 => 0.0051795718781643
1019 => 0.0051112113047785
1020 => 0.0052278944678642
1021 => 0.005190971032833
1022 => 0.005194014955955
1023 => 0.0051939016609844
1024 => 0.0052184525173774
1025 => 0.00520105598557
1026 => 0.0051667656356602
1027 => 0.005189529170194
1028 => 0.0052571287296466
1029 => 0.0054669598363955
1030 => 0.0055843841036246
1031 => 0.0054598907480661
1101 => 0.0055457645976979
1102 => 0.0054942708879
1103 => 0.0054849129490246
1104 => 0.005538848072621
1105 => 0.0055928776025114
1106 => 0.0055894361550335
1107 => 0.0055502134907801
1108 => 0.0055280576029816
1109 => 0.0056958294081587
1110 => 0.005819440816295
1111 => 0.0058110113469615
1112 => 0.0058482162831893
1113 => 0.0059574511266595
1114 => 0.0059674381917708
1115 => 0.0059661800511168
1116 => 0.005941426068196
1117 => 0.0060489819575293
1118 => 0.006138706972677
1119 => 0.0059356962363612
1120 => 0.0060130000671446
1121 => 0.0060477042473571
1122 => 0.0060986602801754
1123 => 0.0061846316487625
1124 => 0.0062780193578274
1125 => 0.0062912254038334
1126 => 0.0062818550822247
1127 => 0.0062202633777
1128 => 0.0063224493233059
1129 => 0.0063823074536866
1130 => 0.0064179516004993
1201 => 0.0065083392261959
1202 => 0.0060479185685594
1203 => 0.0057220099426928
1204 => 0.0056711146045861
1205 => 0.0057746122759863
1206 => 0.0058019037865561
1207 => 0.0057909026128661
1208 => 0.0054240628241373
1209 => 0.0056691832690177
1210 => 0.0059329122573965
1211 => 0.0059430431619103
1212 => 0.0060750714078059
1213 => 0.0061180652166901
1214 => 0.0062243652599738
1215 => 0.006217716163324
1216 => 0.0062435985322605
1217 => 0.0062376486238622
1218 => 0.0064345470699303
1219 => 0.0066517552956456
1220 => 0.0066442340654689
1221 => 0.0066130078131312
1222 => 0.0066593841227199
1223 => 0.0068835662891062
1224 => 0.0068629271876713
1225 => 0.0068829763166808
1226 => 0.0071472997252034
1227 => 0.0074909577558493
1228 => 0.0073312940979121
1229 => 0.0076777182936558
1230 => 0.0078957739617189
1231 => 0.0082728786922572
]
'min_raw' => 0.0033776331117147
'max_raw' => 0.0082728786922572
'avg_raw' => 0.0058252559019859
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.003377'
'max' => '$0.008272'
'avg' => '$0.005825'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0015060637447033
'max_diff' => 0.0033562539001036
'year' => 2028
]
3 => [
'items' => [
101 => 0.0082256633227138
102 => 0.00837246742699
103 => 0.0081411379570863
104 => 0.0076099587347879
105 => 0.0075258975895868
106 => 0.0076941901310466
107 => 0.0081079209224796
108 => 0.0076811602760815
109 => 0.0077674933990336
110 => 0.0077426294538154
111 => 0.0077413045598397
112 => 0.0077918703741594
113 => 0.0077185220231532
114 => 0.0074196876460378
115 => 0.0075566416800277
116 => 0.0075037571504313
117 => 0.0075624364788214
118 => 0.0078791046129467
119 => 0.0077390980824245
120 => 0.0075916125757262
121 => 0.0077765921307798
122 => 0.0080121346702345
123 => 0.0079973948414261
124 => 0.0079687934127672
125 => 0.008130018168595
126 => 0.0083963142308013
127 => 0.0084682929863515
128 => 0.0085214262321577
129 => 0.0085287524090609
130 => 0.0086042165843567
131 => 0.00819842669437
201 => 0.0088424256712024
202 => 0.0089536265043887
203 => 0.008932725356552
204 => 0.0090563204025921
205 => 0.0090199556047434
206 => 0.0089672687181226
207 => 0.0091631931555164
208 => 0.0089385815983313
209 => 0.0086197737707156
210 => 0.0084448694911818
211 => 0.0086751975555977
212 => 0.0088158508671948
213 => 0.0089088137589297
214 => 0.0089369442737989
215 => 0.008229927008394
216 => 0.0078488839153159
217 => 0.008093128169311
218 => 0.008391123016023
219 => 0.0081967713179504
220 => 0.0082043895365584
221 => 0.0079272950898346
222 => 0.0084156397260522
223 => 0.0083444920201802
224 => 0.0087136064441024
225 => 0.008625514324505
226 => 0.0089265128082741
227 => 0.00884724981994
228 => 0.0091762660529809
301 => 0.0093075195360998
302 => 0.0095279145622298
303 => 0.0096900380406203
304 => 0.0097852400480591
305 => 0.0097795244766262
306 => 0.010156762259551
307 => 0.0099343183186444
308 => 0.0096548763028546
309 => 0.0096498220784172
310 => 0.0097945490581187
311 => 0.010097857103665
312 => 0.010176500466923
313 => 0.010220451378259
314 => 0.010153139027605
315 => 0.0099116920724526
316 => 0.0098074365013815
317 => 0.0098962652685088
318 => 0.0097876353194551
319 => 0.0099751610877022
320 => 0.010232674020848
321 => 0.01017949861847
322 => 0.010357256016118
323 => 0.010541216222061
324 => 0.010804287578728
325 => 0.010873064172865
326 => 0.010986749267634
327 => 0.01110376857376
328 => 0.011141352021128
329 => 0.011213110483614
330 => 0.011212732281096
331 => 0.011428981237698
401 => 0.011667510533503
402 => 0.011757549820704
403 => 0.011964590196826
404 => 0.011610040808277
405 => 0.011878970592261
406 => 0.012121551989165
407 => 0.011832336447319
408 => 0.012230952693174
409 => 0.012246430058717
410 => 0.012480119902837
411 => 0.012243230476264
412 => 0.012102566290943
413 => 0.012508658523347
414 => 0.012705153762822
415 => 0.012645967797561
416 => 0.012195559679552
417 => 0.011933402835959
418 => 0.011247287809995
419 => 0.012060020696212
420 => 0.012455879177345
421 => 0.012194534501719
422 => 0.012326341554593
423 => 0.013045438096494
424 => 0.013319223501597
425 => 0.01326227805124
426 => 0.013271900894948
427 => 0.013419630529985
428 => 0.014074745087935
429 => 0.013682185259375
430 => 0.013982282539373
501 => 0.014141453054602
502 => 0.014289299499817
503 => 0.013926235357719
504 => 0.013453894243321
505 => 0.01330428398486
506 => 0.012168548924268
507 => 0.012109428982117
508 => 0.01207624316707
509 => 0.011867011297425
510 => 0.011702612361317
511 => 0.011571876223582
512 => 0.011228785557051
513 => 0.011344568585473
514 => 0.01079775367161
515 => 0.011147586475569
516 => 0.010274856669735
517 => 0.01100169198534
518 => 0.010606108568203
519 => 0.010871732193628
520 => 0.010870805457823
521 => 0.010381708147367
522 => 0.010099607025897
523 => 0.010279372840038
524 => 0.010472096062625
525 => 0.01050336475709
526 => 0.010753235445765
527 => 0.010822968984022
528 => 0.010611673107557
529 => 0.010256771284337
530 => 0.010339206883422
531 => 0.010097936471112
601 => 0.0096751193538723
602 => 0.0099787939891528
603 => 0.010082481861269
604 => 0.010128276332563
605 => 0.0097124842586312
606 => 0.0095818333617168
607 => 0.0095122759204668
608 => 0.010203097748886
609 => 0.010240942528088
610 => 0.010047323286974
611 => 0.010922500616541
612 => 0.010724421032908
613 => 0.010945724458502
614 => 0.010331726716854
615 => 0.010355182257443
616 => 0.010064505886796
617 => 0.010227265231356
618 => 0.0101122321726
619 => 0.010214115884735
620 => 0.010275184561706
621 => 0.010565813235221
622 => 0.011005010497948
623 => 0.01052240300301
624 => 0.010312124006399
625 => 0.010442579913242
626 => 0.010790001184445
627 => 0.011316362194485
628 => 0.011004745882539
629 => 0.011143035910193
630 => 0.01117324612914
701 => 0.010943471797374
702 => 0.011324834301844
703 => 0.011529209566173
704 => 0.011738856297873
705 => 0.01192088668084
706 => 0.011655118783002
707 => 0.01193952853002
708 => 0.011710344479002
709 => 0.011504742692627
710 => 0.011505054505668
711 => 0.011376077501712
712 => 0.0111261683044
713 => 0.01108008121412
714 => 0.011319832077912
715 => 0.011512089566181
716 => 0.011527924813767
717 => 0.011634368437819
718 => 0.011697360678077
719 => 0.0123147702664
720 => 0.012563097510304
721 => 0.012866747363556
722 => 0.012985036094165
723 => 0.013341042764443
724 => 0.013053538464745
725 => 0.012991335101019
726 => 0.01212777936782
727 => 0.012269186570754
728 => 0.012495593146417
729 => 0.012131512728862
730 => 0.012362437954041
731 => 0.012408027485156
801 => 0.012119141415591
802 => 0.012273447947376
803 => 0.011863655547653
804 => 0.011013942852429
805 => 0.011325780274977
806 => 0.011555397581314
807 => 0.011227705373561
808 => 0.011815080972519
809 => 0.011471948273501
810 => 0.011363191681187
811 => 0.010938893440045
812 => 0.011139145877127
813 => 0.011409990165619
814 => 0.011242639884359
815 => 0.011589916845745
816 => 0.01208175363845
817 => 0.01243226582632
818 => 0.012459173799777
819 => 0.01223381794547
820 => 0.012594952140199
821 => 0.012597582608548
822 => 0.012190221761617
823 => 0.011940715511067
824 => 0.011884027165976
825 => 0.012025645766418
826 => 0.012197596891589
827 => 0.012468715890505
828 => 0.012632547423358
829 => 0.013059733171507
830 => 0.013175317386581
831 => 0.013302309396002
901 => 0.013472009883475
902 => 0.013675778828998
903 => 0.013229943976766
904 => 0.013247657826586
905 => 0.012832502585191
906 => 0.012388849670477
907 => 0.012725526930628
908 => 0.013165687661978
909 => 0.013064714303872
910 => 0.013053352738386
911 => 0.013072459740097
912 => 0.012996329125567
913 => 0.012651993177579
914 => 0.012479069820156
915 => 0.012702185068685
916 => 0.012820760893561
917 => 0.013004661657044
918 => 0.012981992006271
919 => 0.013455700623504
920 => 0.013639769467956
921 => 0.013592676780795
922 => 0.013601342968582
923 => 0.013934590819188
924 => 0.014305230966709
925 => 0.014652384375139
926 => 0.015005523732779
927 => 0.01457980045388
928 => 0.014363644427817
929 => 0.014586662271207
930 => 0.014468325864301
1001 => 0.015148321959244
1002 => 0.015195403413491
1003 => 0.015875350336977
1004 => 0.016520700933939
1005 => 0.016115367786644
1006 => 0.016497578687937
1007 => 0.016910970939798
1008 => 0.017708471664112
1009 => 0.017439901476577
1010 => 0.017234180921956
1011 => 0.017039775991874
1012 => 0.017444301790461
1013 => 0.017964717767886
1014 => 0.018076810384941
1015 => 0.018258443247246
1016 => 0.018067478501542
1017 => 0.018297474503665
1018 => 0.019109461456525
1019 => 0.018890055414255
1020 => 0.018578463562951
1021 => 0.019219449278177
1022 => 0.019451419516749
1023 => 0.021079508134801
1024 => 0.023135037268079
1025 => 0.02228403470957
1026 => 0.021755789959823
1027 => 0.021879940006146
1028 => 0.022630549661567
1029 => 0.022871621659728
1030 => 0.022216304866224
1031 => 0.022447773836236
1101 => 0.02372319061853
1102 => 0.02440741080196
1103 => 0.023478147889831
1104 => 0.020914348370367
1105 => 0.018550408125941
1106 => 0.019177431528379
1107 => 0.019106346533344
1108 => 0.020476622754434
1109 => 0.018884822652709
1110 => 0.018911624484023
1111 => 0.020310236566218
1112 => 0.01993711084097
1113 => 0.0193326949524
1114 => 0.018554821030814
1115 => 0.017116849142134
1116 => 0.015843197339518
1117 => 0.018341121828941
1118 => 0.018233406782776
1119 => 0.018077419433454
1120 => 0.018424552399777
1121 => 0.020110131548827
1122 => 0.020071273493754
1123 => 0.019824078372935
1124 => 0.020011573693399
1125 => 0.019299826116196
1126 => 0.019483259673032
1127 => 0.018550033665729
1128 => 0.018971890795991
1129 => 0.01933139814736
1130 => 0.019403574570745
1201 => 0.01956619173805
1202 => 0.018176645848057
1203 => 0.01880051115774
1204 => 0.019166973578904
1205 => 0.017511283028067
1206 => 0.019134245900165
1207 => 0.018152456945573
1208 => 0.017819223028409
1209 => 0.01826787859764
1210 => 0.018093037085979
1211 => 0.017942718621291
1212 => 0.017858838335195
1213 => 0.01818828146893
1214 => 0.018172912552972
1215 => 0.017633879644025
1216 => 0.016930733188095
1217 => 0.017166732218701
1218 => 0.017080991558379
1219 => 0.016770256344608
1220 => 0.016979654360377
1221 => 0.016057571472841
1222 => 0.014471175790533
1223 => 0.015519197370879
1224 => 0.015478849680064
1225 => 0.015458504544733
1226 => 0.016246063797174
1227 => 0.016170358147135
1228 => 0.016032951651003
1229 => 0.016767732766551
1230 => 0.016499527775175
1231 => 0.017326072361551
]
'min_raw' => 0.0074196876460378
'max_raw' => 0.02440741080196
'avg_raw' => 0.015913549223999
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.007419'
'max' => '$0.0244074'
'avg' => '$0.015913'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0040420545343231
'max_diff' => 0.016134532109703
'year' => 2029
]
4 => [
'items' => [
101 => 0.017870488083691
102 => 0.017732406646553
103 => 0.018244432264614
104 => 0.017172169159715
105 => 0.017528331951434
106 => 0.017601736609186
107 => 0.016758665681642
108 => 0.016182744527749
109 => 0.016144337152767
110 => 0.01514576923874
111 => 0.015679196158255
112 => 0.016148589772721
113 => 0.015923786657808
114 => 0.015852620707428
115 => 0.016216192113906
116 => 0.016244444725968
117 => 0.01560028217688
118 => 0.01573422396881
119 => 0.01629278350713
120 => 0.015720149701561
121 => 0.014607615756541
122 => 0.014331691956191
123 => 0.014294878634939
124 => 0.013546551404597
125 => 0.014350130503911
126 => 0.01399934669248
127 => 0.015107468549756
128 => 0.014474515287857
129 => 0.014447229937804
130 => 0.014405984129308
131 => 0.013761867969144
201 => 0.013902888472503
202 => 0.014371662103695
203 => 0.014538925816418
204 => 0.01452147884083
205 => 0.014369364857164
206 => 0.014439001859936
207 => 0.014214676810866
208 => 0.014135462967117
209 => 0.013885442286761
210 => 0.013517980956614
211 => 0.013569078708342
212 => 0.012841041661833
213 => 0.012444368439044
214 => 0.012334574519045
215 => 0.012187753500619
216 => 0.012351158343753
217 => 0.012838979224353
218 => 0.012250563745376
219 => 0.011241766679215
220 => 0.011302397101798
221 => 0.011438615660007
222 => 0.01118477327796
223 => 0.010944532766728
224 => 0.011153402399915
225 => 0.010725961784246
226 => 0.011490269816289
227 => 0.011469597425971
228 => 0.011754484195825
301 => 0.01193262973948
302 => 0.01152206193666
303 => 0.011418805244545
304 => 0.011477624949129
305 => 0.010505466254864
306 => 0.011675038090122
307 => 0.011685152595921
308 => 0.011598546056577
309 => 0.012221306952372
310 => 0.013535526686495
311 => 0.013041064358152
312 => 0.012849593599414
313 => 0.01248560754709
314 => 0.012970597350459
315 => 0.012933357700579
316 => 0.012764945881108
317 => 0.012663089887214
318 => 0.012850762679038
319 => 0.012639835151425
320 => 0.012601946771564
321 => 0.012372384412575
322 => 0.012290441094838
323 => 0.012229773524643
324 => 0.01216298449093
325 => 0.01231030445651
326 => 0.011976458032951
327 => 0.011573871973507
328 => 0.011540401298706
329 => 0.011632816774604
330 => 0.011591929806042
331 => 0.011540205547631
401 => 0.01144144985206
402 => 0.011412151146766
403 => 0.011507357725261
404 => 0.011399875049028
405 => 0.011558471592694
406 => 0.011515342108364
407 => 0.011274424314875
408 => 0.010974151544997
409 => 0.010971478487502
410 => 0.010906785211778
411 => 0.010824388598444
412 => 0.010801467745593
413 => 0.011135811981993
414 => 0.01182789454526
415 => 0.011692022177958
416 => 0.011790203888094
417 => 0.01227316072795
418 => 0.012426678184322
419 => 0.01231771513005
420 => 0.012168559780813
421 => 0.012175121859203
422 => 0.012684830839939
423 => 0.012716620763846
424 => 0.01279694364574
425 => 0.012900181248218
426 => 0.012335296940164
427 => 0.012148515859093
428 => 0.012060008620662
429 => 0.011787440582907
430 => 0.012081381843409
501 => 0.011910114858734
502 => 0.01193322462628
503 => 0.011918174359849
504 => 0.011926392823015
505 => 0.011490056176618
506 => 0.011649034317386
507 => 0.011384702324041
508 => 0.011030791457612
509 => 0.01102960502429
510 => 0.011116224207464
511 => 0.011064699727903
512 => 0.010926048678221
513 => 0.010945743405414
514 => 0.010773196871439
515 => 0.010966693678695
516 => 0.010972242474762
517 => 0.010897735664126
518 => 0.011195844193117
519 => 0.011317979500678
520 => 0.011268937521827
521 => 0.011314538584706
522 => 0.011697668288247
523 => 0.011760135147045
524 => 0.011787878799394
525 => 0.011750705980576
526 => 0.011321541492365
527 => 0.011340576762366
528 => 0.011200908581203
529 => 0.01108290368599
530 => 0.011087623262944
531 => 0.011148293118646
601 => 0.011413241936736
602 => 0.01197081110482
603 => 0.011991970447171
604 => 0.012017616187362
605 => 0.011913302073489
606 => 0.011881839938593
607 => 0.011923346615587
608 => 0.012132740279525
609 => 0.012671357633
610 => 0.012480974287239
611 => 0.012326189663641
612 => 0.012461977508171
613 => 0.012441074033846
614 => 0.012264627674029
615 => 0.012259675412382
616 => 0.011921018434581
617 => 0.011795824660734
618 => 0.011691203372716
619 => 0.011576959657408
620 => 0.01150923215349
621 => 0.011613292381108
622 => 0.011637092186369
623 => 0.011409562680019
624 => 0.011378551249054
625 => 0.011564356755505
626 => 0.011482590679644
627 => 0.011566689116368
628 => 0.011586200675071
629 => 0.011583058864731
630 => 0.011497685690757
701 => 0.011552100005983
702 => 0.011423393928786
703 => 0.011283445400861
704 => 0.011194166959147
705 => 0.011116259677684
706 => 0.011159487165437
707 => 0.011005389064624
708 => 0.010956089980792
709 => 0.011533665660346
710 => 0.011960327024817
711 => 0.011954123199601
712 => 0.011916359009094
713 => 0.011860249082187
714 => 0.012128635488885
715 => 0.012035135031347
716 => 0.01210316442643
717 => 0.012120480762664
718 => 0.012172892097096
719 => 0.012191624644249
720 => 0.012135001876162
721 => 0.011944968950573
722 => 0.011471424967795
723 => 0.011250988965504
724 => 0.011178241413097
725 => 0.011180885648459
726 => 0.011107945832768
727 => 0.011129429877422
728 => 0.011100474558795
729 => 0.011045640190359
730 => 0.011156101297705
731 => 0.011168830911311
801 => 0.011143047968944
802 => 0.011149120785228
803 => 0.010935649034471
804 => 0.010951878828045
805 => 0.010861509275044
806 => 0.010844566073277
807 => 0.010616119712668
808 => 0.010211393871019
809 => 0.01043565127498
810 => 0.010164779866358
811 => 0.010062196759541
812 => 0.010547809232266
813 => 0.010499067208798
814 => 0.010415642052269
815 => 0.010292238858435
816 => 0.010246467413454
817 => 0.0099683746032228
818 => 0.0099519433964269
819 => 0.010089773702315
820 => 0.010026169758599
821 => 0.0099368457329244
822 => 0.0096133231665628
823 => 0.0092495766873318
824 => 0.0092605559071109
825 => 0.0093762568944105
826 => 0.0097126731193878
827 => 0.0095812294802294
828 => 0.009485865611878
829 => 0.0094680068259631
830 => 0.0096915469215884
831 => 0.010007902989996
901 => 0.010156330179225
902 => 0.0100092433425
903 => 0.009840277904188
904 => 0.0098505620475076
905 => 0.0099189778456355
906 => 0.0099261673786714
907 => 0.009816188248258
908 => 0.009847146729263
909 => 0.0098001179657136
910 => 0.0095115025306198
911 => 0.0095062823926083
912 => 0.0094354515102837
913 => 0.0094333067793169
914 => 0.0093128057788911
915 => 0.0092959468559474
916 => 0.009056684805714
917 => 0.0092141678117299
918 => 0.0091085364795234
919 => 0.0089493251459759
920 => 0.0089218770520619
921 => 0.0089210519292143
922 => 0.0090845263697648
923 => 0.0092122575177126
924 => 0.0091103739817718
925 => 0.0090871770755674
926 => 0.0093348593457744
927 => 0.0093033395192166
928 => 0.0092760435526985
929 => 0.009979576773894
930 => 0.0094226753319359
1001 => 0.0091798345164192
1002 => 0.0088792728929972
1003 => 0.0089771372731466
1004 => 0.008997758735971
1005 => 0.0082749622119457
1006 => 0.0079817237521672
1007 => 0.0078810953632295
1008 => 0.0078231823027192
1009 => 0.0078495740116202
1010 => 0.0075856250043787
1011 => 0.0077630031025586
1012 => 0.0075344455733417
1013 => 0.007496127159778
1014 => 0.0079048163348625
1015 => 0.007961683046048
1016 => 0.0077190719890284
1017 => 0.0078748675627973
1018 => 0.0078183739220282
1019 => 0.0075383635361802
1020 => 0.0075276691990578
1021 => 0.0073871698302803
1022 => 0.0071673155241821
1023 => 0.0070668362068167
1024 => 0.0070145057059313
1025 => 0.0070360982904977
1026 => 0.007025180418997
1027 => 0.0069539339223215
1028 => 0.0070292641847882
1029 => 0.0068368264927994
1030 => 0.0067601962532735
1031 => 0.0067255841518878
1101 => 0.0065547846239474
1102 => 0.0068266026277954
1103 => 0.0068801541988264
1104 => 0.0069338112829953
1105 => 0.0074008595674383
1106 => 0.0073775271550123
1107 => 0.0075884407999978
1108 => 0.007580245083599
1109 => 0.0075200890954746
1110 => 0.0072663008767576
1111 => 0.0073674563373982
1112 => 0.0070561155525953
1113 => 0.0072893932376851
1114 => 0.0071829350441191
1115 => 0.0072533996153531
1116 => 0.0071266979627402
1117 => 0.0071968198886792
1118 => 0.0068928532629502
1119 => 0.0066090135047703
1120 => 0.006723238909261
1121 => 0.0068474149872018
1122 => 0.0071166603636538
1123 => 0.0069563000386651
1124 => 0.0070139716754263
1125 => 0.0068207813463918
1126 => 0.0064221745155044
1127 => 0.0064244305868786
1128 => 0.0063631136100685
1129 => 0.0063101267896793
1130 => 0.0069747193510294
1201 => 0.0068920667603719
1202 => 0.0067603706744627
1203 => 0.0069366511188465
1204 => 0.0069832624662885
1205 => 0.0069845894258223
1206 => 0.0071131990875879
1207 => 0.0071818380871268
1208 => 0.0071939360082939
1209 => 0.0073963060898778
1210 => 0.0074641378718988
1211 => 0.0077435273821301
1212 => 0.0071760145475699
1213 => 0.0071643269942043
1214 => 0.0069391317462051
1215 => 0.0067963093597279
1216 => 0.006948910917197
1217 => 0.0070840950649247
1218 => 0.0069433322944993
1219 => 0.0069617129406526
1220 => 0.0067727504220974
1221 => 0.006840295630968
1222 => 0.0068984746641696
1223 => 0.0068663516216412
1224 => 0.0068182618722033
1225 => 0.0070730115064308
1226 => 0.0070586375336958
1227 => 0.0072958662497572
1228 => 0.0074808029983153
1229 => 0.0078122427131296
1230 => 0.0074663680923778
1231 => 0.0074537630464705
]
'min_raw' => 0.0063101267896793
'max_raw' => 0.018244432264614
'avg_raw' => 0.012277279527147
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.00631'
'max' => '$0.018244'
'avg' => '$0.012277'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0011095608563585
'max_diff' => -0.0061629785373461
'year' => 2030
]
5 => [
'items' => [
101 => 0.0075769793921273
102 => 0.0074641190081182
103 => 0.0075354428750039
104 => 0.0078007513355116
105 => 0.0078063568852145
106 => 0.0077124567053476
107 => 0.007706742870869
108 => 0.0077247774275679
109 => 0.0078304063894522
110 => 0.0077934963845197
111 => 0.0078362095766746
112 => 0.0078896230775119
113 => 0.0081105639638302
114 => 0.0081638320635297
115 => 0.0080344181976031
116 => 0.0080461028207107
117 => 0.0079976984823641
118 => 0.0079509404980258
119 => 0.008056045618363
120 => 0.0082481272916254
121 => 0.0082469323615051
122 => 0.0082914915761678
123 => 0.0083192515977542
124 => 0.0082000852635276
125 => 0.0081225123618136
126 => 0.0081522587484227
127 => 0.0081998238684027
128 => 0.0081368340210799
129 => 0.0077480315036677
130 => 0.0078659693506496
131 => 0.0078463387260457
201 => 0.0078183823294443
202 => 0.007936969746571
203 => 0.0079255317008932
204 => 0.0075829178258038
205 => 0.007604850854479
206 => 0.007584251645922
207 => 0.0076508119029713
208 => 0.0074605245358054
209 => 0.0075190556483407
210 => 0.0075557658134277
211 => 0.0075773883826847
212 => 0.0076555039295756
213 => 0.0076463379717542
214 => 0.0076549341607678
215 => 0.0077707588950673
216 => 0.0083565606549047
217 => 0.0083884445521939
218 => 0.0082314365809542
219 => 0.0082941581686192
220 => 0.0081737464360058
221 => 0.0082545796387977
222 => 0.0083098836632071
223 => 0.0080599754112532
224 => 0.0080451774664636
225 => 0.0079242687517969
226 => 0.0079892382464391
227 => 0.0078858671089914
228 => 0.0079112307703522
301 => 0.0078403117620231
302 => 0.0079679518571817
303 => 0.0081106733168345
304 => 0.0081467303937841
305 => 0.0080518797478775
306 => 0.0079832016292789
307 => 0.0078626254769986
308 => 0.0080631463054556
309 => 0.008121784706458
310 => 0.0080628383028983
311 => 0.0080491791331891
312 => 0.0080232950312719
313 => 0.0080546705677729
314 => 0.0081214653491329
315 => 0.0080899661637495
316 => 0.0081107719306394
317 => 0.0080314818020685
318 => 0.0082001247125427
319 => 0.0084679702405023
320 => 0.0084688314076719
321 => 0.0084373320524961
322 => 0.0084244431950213
323 => 0.0084567634449723
324 => 0.0084742958547247
325 => 0.0085788136165461
326 => 0.0086909653391518
327 => 0.0092143284929226
328 => 0.0090673702136153
329 => 0.009531729138654
330 => 0.0098989767588998
331 => 0.010009098262419
401 => 0.0099077916607985
402 => 0.0095612272491285
403 => 0.0095442231457192
404 => 0.010062136692475
405 => 0.009915802393573
406 => 0.0098983963943505
407 => 0.0097132259705232
408 => 0.0098226846248083
409 => 0.0097987444114546
410 => 0.0097609536134804
411 => 0.0099697931009003
412 => 0.010360721978121
413 => 0.010299792046498
414 => 0.010254310679
415 => 0.010055024566051
416 => 0.010175039318211
417 => 0.010132304363698
418 => 0.010315920848559
419 => 0.01020715051053
420 => 0.009914693767335
421 => 0.0099612684676389
422 => 0.0099542287953832
423 => 0.010099104751568
424 => 0.010055616585563
425 => 0.0099457370330108
426 => 0.010359385825718
427 => 0.010332525773955
428 => 0.010370607186292
429 => 0.01038737180171
430 => 0.010639152532521
501 => 0.01074229904185
502 => 0.010765715105301
503 => 0.010863696311526
504 => 0.010763277243632
505 => 0.011165025112792
506 => 0.011432164003146
507 => 0.011742459571134
508 => 0.012195884795549
509 => 0.012366376874348
510 => 0.012335579006328
511 => 0.01267936083661
512 => 0.013297129143785
513 => 0.01246044764388
514 => 0.013341475294901
515 => 0.013062552112541
516 => 0.01240123026478
517 => 0.012358648934256
518 => 0.012806503767665
519 => 0.013799802683735
520 => 0.013550992571162
521 => 0.013800209647945
522 => 0.013509484689933
523 => 0.013495047745346
524 => 0.013786089785645
525 => 0.014466125376679
526 => 0.014143065958131
527 => 0.013679881064225
528 => 0.01402188958193
529 => 0.013725610152499
530 => 0.013058009674601
531 => 0.013550802310758
601 => 0.013221285908886
602 => 0.013317456313008
603 => 0.014010050777877
604 => 0.013926715979487
605 => 0.014034558925199
606 => 0.013844218948758
607 => 0.013666411396903
608 => 0.013334520397204
609 => 0.013236263834221
610 => 0.013263418413329
611 => 0.01323625037776
612 => 0.013050560413664
613 => 0.013010460683598
614 => 0.012943626043343
615 => 0.012964340893027
616 => 0.012838672216185
617 => 0.013075834973859
618 => 0.013119854471554
619 => 0.013292441748856
620 => 0.013310360332522
621 => 0.013791013443183
622 => 0.013526277786878
623 => 0.013703885321304
624 => 0.013687998431718
625 => 0.012415563114524
626 => 0.012590893474441
627 => 0.012863652492775
628 => 0.012740774924732
629 => 0.012567054792442
630 => 0.012426766471333
701 => 0.012214215319636
702 => 0.012513376983966
703 => 0.012906742760264
704 => 0.013320336737761
705 => 0.013817242801974
706 => 0.013706339153066
707 => 0.013311047424532
708 => 0.013328779922713
709 => 0.013438395248989
710 => 0.013296433441859
711 => 0.013254566133513
712 => 0.013432643323738
713 => 0.013433869643478
714 => 0.013270525427718
715 => 0.013088998223576
716 => 0.013088237617963
717 => 0.013055936605331
718 => 0.013515230968324
719 => 0.013767796428072
720 => 0.013796752651003
721 => 0.013765847443558
722 => 0.013777741631319
723 => 0.013630779355192
724 => 0.01396669153811
725 => 0.014274957775428
726 => 0.014192335838679
727 => 0.014068473810092
728 => 0.013969811738319
729 => 0.014169094190095
730 => 0.014160220456217
731 => 0.01427226533877
801 => 0.014267182335695
802 => 0.014229505855914
803 => 0.014192337184225
804 => 0.014339706766115
805 => 0.014297266693214
806 => 0.014254760699157
807 => 0.014169508420734
808 => 0.014181095621262
809 => 0.014057254979201
810 => 0.013999960631621
811 => 0.013138391112385
812 => 0.012908151584249
813 => 0.012980589626758
814 => 0.013004438111205
815 => 0.0129042375735
816 => 0.013047899405163
817 => 0.013025509860874
818 => 0.013112614480257
819 => 0.013058195295709
820 => 0.013060428678025
821 => 0.013220463896387
822 => 0.013266922801116
823 => 0.013243293427201
824 => 0.013259842630724
825 => 0.013641212040909
826 => 0.013586993506288
827 => 0.013558190990386
828 => 0.013566169484131
829 => 0.013663617545086
830 => 0.013690897681686
831 => 0.013575309825969
901 => 0.013629821726931
902 => 0.013861926482635
903 => 0.013943150011141
904 => 0.014202376524624
905 => 0.014092252494313
906 => 0.014294389918006
907 => 0.014915691444713
908 => 0.015412030095043
909 => 0.014955576560138
910 => 0.015867039283122
911 => 0.016576743754527
912 => 0.01654950411484
913 => 0.01642575072449
914 => 0.015617771052265
915 => 0.014874256111585
916 => 0.015496237930775
917 => 0.015497823490344
918 => 0.015444394700467
919 => 0.015112553075233
920 => 0.015432847331218
921 => 0.01545827112612
922 => 0.015444040561707
923 => 0.015189618365684
924 => 0.014801162697438
925 => 0.014877066005182
926 => 0.015001397171651
927 => 0.014766012335325
928 => 0.014690792617649
929 => 0.014830640383946
930 => 0.015281259025395
1001 => 0.015196072181485
1002 => 0.015193847608723
1003 => 0.015558313051813
1004 => 0.015297434451126
1005 => 0.014878023388968
1006 => 0.014772116564421
1007 => 0.014396218684664
1008 => 0.014655852689114
1009 => 0.014665196454717
1010 => 0.014522997563875
1011 => 0.014889562045257
1012 => 0.014886184089029
1013 => 0.015234182508179
1014 => 0.015899424783356
1015 => 0.015702679908002
1016 => 0.015473887023747
1017 => 0.015498763154004
1018 => 0.015771592903403
1019 => 0.015606633808819
1020 => 0.015665954249367
1021 => 0.015771503114811
1022 => 0.015835183365965
1023 => 0.015489600545846
1024 => 0.015409028659339
1025 => 0.015244206856436
1026 => 0.015201207924603
1027 => 0.015335451843948
1028 => 0.015300083314108
1029 => 0.014664411147399
1030 => 0.014597979869131
1031 => 0.014600017221594
1101 => 0.014432972613755
1102 => 0.014178189491501
1103 => 0.014847744324475
1104 => 0.014793969700973
1105 => 0.014734606678452
1106 => 0.014741878309991
1107 => 0.015032509369666
1108 => 0.014863928677834
1109 => 0.015312128076901
1110 => 0.01521999175456
1111 => 0.015125492483213
1112 => 0.015112429805395
1113 => 0.015076055648225
1114 => 0.014951315129063
1115 => 0.014800683456431
1116 => 0.014701223378668
1117 => 0.013561101463094
1118 => 0.01377270145884
1119 => 0.014016127966
1120 => 0.014100157820801
1121 => 0.013956418939475
1122 => 0.014956990816196
1123 => 0.015139804939824
1124 => 0.014586049034686
1125 => 0.014482463914539
1126 => 0.014963781839428
1127 => 0.014673488291997
1128 => 0.01480420745863
1129 => 0.01452166411993
1130 => 0.015095770370865
1201 => 0.015091396643123
1202 => 0.014868056344732
1203 => 0.015056822035564
1204 => 0.015024019351487
1205 => 0.014771868704666
1206 => 0.015103763996122
1207 => 0.015103928612046
1208 => 0.014888968430681
1209 => 0.014637941999681
1210 => 0.014593064402798
1211 => 0.014559255162004
1212 => 0.014795892457939
1213 => 0.015008060717529
1214 => 0.015402853247654
1215 => 0.015502113469766
1216 => 0.015889532724799
1217 => 0.015658843421528
1218 => 0.015761105001741
1219 => 0.015872124412847
1220 => 0.015925351201134
1221 => 0.015838621005927
1222 => 0.016440442577119
1223 => 0.016491254757064
1224 => 0.016508291641476
1225 => 0.016305360793781
1226 => 0.016485610883091
1227 => 0.016401277835558
1228 => 0.016620688996842
1229 => 0.016655095468514
1230 => 0.016625954411054
1231 => 0.016636875568232
]
'min_raw' => 0.0074605245358054
'max_raw' => 0.016655095468514
'avg_raw' => 0.01205781000216
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.00746'
'max' => '$0.016655'
'avg' => '$0.012057'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0011503977461262
'max_diff' => -0.0015893367961003
'year' => 2031
]
6 => [
'items' => [
101 => 0.016123327025819
102 => 0.01609669682471
103 => 0.015733592143004
104 => 0.015881559984733
105 => 0.015604941196903
106 => 0.015692659864013
107 => 0.015731325416661
108 => 0.015711128726209
109 => 0.015889925864496
110 => 0.01573791177111
111 => 0.015336721585233
112 => 0.014935422095358
113 => 0.014930384107154
114 => 0.014824729034995
115 => 0.014748359769515
116 => 0.014763071199391
117 => 0.014814916197119
118 => 0.014745346443998
119 => 0.014760192678102
120 => 0.015006739084175
121 => 0.015056182207624
122 => 0.014888155155468
123 => 0.014213502294873
124 => 0.014047940790644
125 => 0.014166943116656
126 => 0.014110067669554
127 => 0.011387925854959
128 => 0.012027452696198
129 => 0.011647467563413
130 => 0.011822582194876
131 => 0.011434715770976
201 => 0.011619825958282
202 => 0.011585642865828
203 => 0.012613983101565
204 => 0.01259792698322
205 => 0.012605612197401
206 => 0.012238776900822
207 => 0.012823155488936
208 => 0.013111041395015
209 => 0.013057761375635
210 => 0.01307117080864
211 => 0.012840752322037
212 => 0.012607843152021
213 => 0.012349511038009
214 => 0.012829460175029
215 => 0.012776098023998
216 => 0.012898491599368
217 => 0.013209772922199
218 => 0.013255610279429
219 => 0.013317216152382
220 => 0.013295134832333
221 => 0.013821201460447
222 => 0.013757491320683
223 => 0.013911014426856
224 => 0.013595205749632
225 => 0.013237838254518
226 => 0.013305762132116
227 => 0.013299220516494
228 => 0.013215938241509
229 => 0.013140754727455
301 => 0.013015595359379
302 => 0.013411618120073
303 => 0.013395540319211
304 => 0.013655821226763
305 => 0.013609814048119
306 => 0.013302566849271
307 => 0.013313540243086
308 => 0.013387341590121
309 => 0.013642768894861
310 => 0.013718597109725
311 => 0.013683470459368
312 => 0.013766612635276
313 => 0.013832324821135
314 => 0.013774865074098
315 => 0.014588373920264
316 => 0.014250548329697
317 => 0.014415202171964
318 => 0.014454471143148
319 => 0.014353884499197
320 => 0.014375698140533
321 => 0.014408739863294
322 => 0.014609362733667
323 => 0.015135855196222
324 => 0.015369035123932
325 => 0.016070568441344
326 => 0.015349672776957
327 => 0.015306897811596
328 => 0.015433265146338
329 => 0.015845139468502
330 => 0.016178924921227
331 => 0.016289660812441
401 => 0.016304296388515
402 => 0.016512044282016
403 => 0.016631121500301
404 => 0.016486818223433
405 => 0.01636453630547
406 => 0.015926537653516
407 => 0.015977237190111
408 => 0.016326506720934
409 => 0.016819870505095
410 => 0.017243227957658
411 => 0.017094982933268
412 => 0.018225987824692
413 => 0.018338122339936
414 => 0.018322628975672
415 => 0.018578088089251
416 => 0.01807105377214
417 => 0.017854286778248
418 => 0.016390975044092
419 => 0.01680210595368
420 => 0.017399708875638
421 => 0.017320613888021
422 => 0.016886618672123
423 => 0.01724289873337
424 => 0.017125101403214
425 => 0.017032189761504
426 => 0.017457836003984
427 => 0.016989820475794
428 => 0.017395040062731
429 => 0.016875341751024
430 => 0.017095660104052
501 => 0.016970596751274
502 => 0.017051528067709
503 => 0.016578405245526
504 => 0.016833690835968
505 => 0.016567784525662
506 => 0.016567658451449
507 => 0.016561788554911
508 => 0.016874626149778
509 => 0.016884827772515
510 => 0.016653640317237
511 => 0.016620322593105
512 => 0.016743515681748
513 => 0.016599288839268
514 => 0.016666771671111
515 => 0.016601332825499
516 => 0.016586601162998
517 => 0.016469216769809
518 => 0.016418644345672
519 => 0.016438475096267
520 => 0.016370782521034
521 => 0.016329995295908
522 => 0.016553674949234
523 => 0.016434171933673
524 => 0.016535359398185
525 => 0.016420043511498
526 => 0.016020308407501
527 => 0.015790416522071
528 => 0.015035353966085
529 => 0.01524948877031
530 => 0.01539146036705
531 => 0.015344538755175
601 => 0.015445344533737
602 => 0.01545153318983
603 => 0.015418760203626
604 => 0.015380813284082
605 => 0.015362342822244
606 => 0.015500006512219
607 => 0.015579924917796
608 => 0.015405709116118
609 => 0.015364892791323
610 => 0.015541034585537
611 => 0.015648480978254
612 => 0.016441804773162
613 => 0.016383032784033
614 => 0.016530538943326
615 => 0.016513932013456
616 => 0.016668541967969
617 => 0.016921263900556
618 => 0.016407409549443
619 => 0.01649659689705
620 => 0.016474730219053
621 => 0.016713464875668
622 => 0.016714210179208
623 => 0.016571076826886
624 => 0.016648671739253
625 => 0.016605360387875
626 => 0.016683629853695
627 => 0.016382247848287
628 => 0.016749298598698
629 => 0.016957392721953
630 => 0.016960282109056
701 => 0.017058917071942
702 => 0.017159135906786
703 => 0.017351497233047
704 => 0.017153771053801
705 => 0.016798080905591
706 => 0.016823760585419
707 => 0.016615219581666
708 => 0.016618725193615
709 => 0.016600011962291
710 => 0.016656171778161
711 => 0.01639457176973
712 => 0.01645596876883
713 => 0.016370012610549
714 => 0.016496410045149
715 => 0.016360427299764
716 => 0.016474719674279
717 => 0.016524044474268
718 => 0.016706054048112
719 => 0.01633354433772
720 => 0.015573971821539
721 => 0.015733643173367
722 => 0.0154974767021
723 => 0.015519334808164
724 => 0.015563491661107
725 => 0.015420364853496
726 => 0.015447668937944
727 => 0.015446693443912
728 => 0.015438287163345
729 => 0.015401054352866
730 => 0.015347059411384
731 => 0.015562158639482
801 => 0.015598708189819
802 => 0.015679953312688
803 => 0.015921683689252
804 => 0.015897529124238
805 => 0.015936926221939
806 => 0.015850922578864
807 => 0.015523324270502
808 => 0.015541114434769
809 => 0.015319270801291
810 => 0.015674280272207
811 => 0.015590209343598
812 => 0.01553600826901
813 => 0.01552121900364
814 => 0.015763548583051
815 => 0.015836057391262
816 => 0.01579087476787
817 => 0.015698203889106
818 => 0.015876159372019
819 => 0.015923772751908
820 => 0.015934431631751
821 => 0.016249734627894
822 => 0.015952053566656
823 => 0.016023708356791
824 => 0.016582738574664
825 => 0.01607577530795
826 => 0.016344325056959
827 => 0.01633118094421
828 => 0.016468561908575
829 => 0.016319911695282
830 => 0.016321754392832
831 => 0.016443739382195
901 => 0.016272433464743
902 => 0.016230015710501
903 => 0.016171415886818
904 => 0.016299366457999
905 => 0.016376067038715
906 => 0.016994217388917
907 => 0.017393570706229
908 => 0.017376233725505
909 => 0.017534661275854
910 => 0.017463288213391
911 => 0.017232805767438
912 => 0.01762621119834
913 => 0.01750172125922
914 => 0.017511984058546
915 => 0.017511602076643
916 => 0.017594377003058
917 => 0.017535723381482
918 => 0.017420111072686
919 => 0.017496859918665
920 => 0.01772477655301
921 => 0.018432236779354
922 => 0.018828140894618
923 => 0.018408402854504
924 => 0.018697932534058
925 => 0.018524317896299
926 => 0.01849276695203
927 => 0.018674612986865
928 => 0.018856777319112
929 => 0.018845174238666
930 => 0.018712932287697
1001 => 0.018638232165109
1002 => 0.019203886519717
1003 => 0.019620651012522
1004 => 0.019592230468137
1005 => 0.019717669508195
1006 => 0.020085962409488
1007 => 0.020119634496785
1008 => 0.02011539258773
1009 => 0.020031932806044
1010 => 0.020394564996244
1011 => 0.020697079149215
1012 => 0.020012614277969
1013 => 0.020273249540636
1014 => 0.020390257107191
1015 => 0.020562058929475
1016 => 0.020851917400996
1017 => 0.02116678058223
1018 => 0.021211305688355
1019 => 0.021179712994837
1020 => 0.020972052262836
1021 => 0.021316579312841
1022 => 0.021518395178581
1023 => 0.021638571908155
1024 => 0.021943320098854
1025 => 0.020390979706088
1026 => 0.019292156019765
1027 => 0.01912055883394
1028 => 0.019469508459042
1029 => 0.019561523692361
1030 => 0.019524432467187
1031 => 0.018287606507552
1101 => 0.019114047201229
1102 => 0.020003227898519
1103 => 0.020037384950404
1104 => 0.020482527399358
1105 => 0.020627484027744
1106 => 0.020985882045307
1107 => 0.020963464151727
1108 => 0.021050728365645
1109 => 0.021030667834071
1110 => 0.021694524692
1111 => 0.022426857389993
1112 => 0.022401499037337
1113 => 0.022296217547433
1114 => 0.022452578513102
1115 => 0.023208424338972
1116 => 0.023138838167509
1117 => 0.02320643520575
1118 => 0.024097620032055
1119 => 0.025256287075815
1120 => 0.024717969905719
1121 => 0.025885963268234
1122 => 0.026621153177269
1123 => 0.027892588104891
1124 => 0.027733398190003
1125 => 0.028228358477106
1126 => 0.027448415018417
1127 => 0.025657507184689
1128 => 0.025374089164682
1129 => 0.025941499218024
1130 => 0.027336421467102
1201 => 0.025897568152294
1202 => 0.026188646303913
1203 => 0.026104815776665
1204 => 0.026100348804124
1205 => 0.026270834977495
1206 => 0.02602353589106
1207 => 0.025015994924665
1208 => 0.025477745012088
1209 => 0.025299441128273
1210 => 0.0254972825808
1211 => 0.026564951304067
1212 => 0.026092909511468
1213 => 0.025595651828525
1214 => 0.026219323313248
1215 => 0.027013471430075
1216 => 0.026963775068145
1217 => 0.026867343354534
1218 => 0.02741092387516
1219 => 0.028308759641086
1220 => 0.02855144104082
1221 => 0.0287305834887
1222 => 0.028755284205627
1223 => 0.029009716941377
1224 => 0.027641567995941
1225 => 0.029812855508905
1226 => 0.030187776881786
1227 => 0.030117307202583
1228 => 0.030534016529438
1229 => 0.030411410074582
1230 => 0.030233772557859
1231 => 0.03089434547754
]
'min_raw' => 0.011387925854959
'max_raw' => 0.03089434547754
'avg_raw' => 0.02114113566625
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.011387'
'max' => '$0.030894'
'avg' => '$0.021141'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0039274013191539
'max_diff' => 0.014239250009026
'year' => 2032
]
7 => [
'items' => [
101 => 0.030137051930612
102 => 0.029062169081354
103 => 0.028472467091479
104 => 0.029249034241649
105 => 0.029723256701799
106 => 0.030036687581745
107 => 0.030131531576637
108 => 0.027747773503955
109 => 0.026463060112063
110 => 0.027286546666997
111 => 0.028291257098022
112 => 0.027635986778768
113 => 0.027661672134692
114 => 0.026727428861446
115 => 0.028373916897588
116 => 0.028134037439866
117 => 0.029378532490866
118 => 0.029081523759248
119 => 0.030096361162318
120 => 0.029829120463185
121 => 0.030938421664062
122 => 0.031380951946223
123 => 0.03212402916431
124 => 0.032670639790803
125 => 0.032991620005675
126 => 0.03297234955754
127 => 0.034244233080571
128 => 0.033494247803265
129 => 0.032552089537012
130 => 0.032535048866446
131 => 0.033023005983025
201 => 0.034045630234877
202 => 0.034310781824804
203 => 0.034458965390928
204 => 0.034232017101102
205 => 0.033417961834516
206 => 0.033066456897758
207 => 0.033365949287954
208 => 0.032999695830419
209 => 0.033631952050695
210 => 0.034500174883776
211 => 0.03432089030207
212 => 0.034920211778866
213 => 0.035540446456893
214 => 0.036427409902953
215 => 0.036659294991914
216 => 0.037042592226167
217 => 0.037437130986796
218 => 0.037563846203592
219 => 0.037805784869878
220 => 0.037804509733683
221 => 0.038533608188888
222 => 0.039337826363279
223 => 0.039641400106417
224 => 0.040339451189612
225 => 0.039144063172269
226 => 0.040050778715051
227 => 0.040868658831203
228 => 0.039893548439488
301 => 0.041237510942885
302 => 0.041289693961407
303 => 0.042077595586562
304 => 0.04127890634578
305 => 0.040804647224111
306 => 0.042173815538114
307 => 0.042836312956863
308 => 0.042636763342753
309 => 0.041118180926397
310 => 0.040234300825014
311 => 0.037921016111956
312 => 0.040661201781036
313 => 0.041995866288133
314 => 0.041114724467755
315 => 0.041559121148995
316 => 0.043983605345732
317 => 0.044906691954122
318 => 0.04471469639244
319 => 0.044747140481848
320 => 0.045245221260529
321 => 0.047453985731293
322 => 0.046130442861651
323 => 0.047142241793287
324 => 0.047678896298315
325 => 0.048177370910664
326 => 0.046953274807252
327 => 0.045360743762256
328 => 0.044856322330401
329 => 0.041027112279125
330 => 0.04082778526654
331 => 0.040715896974149
401 => 0.040010457117539
402 => 0.039456174626482
403 => 0.039015388610405
404 => 0.03785863447437
405 => 0.038249005038408
406 => 0.03640538037892
407 => 0.037584866102014
408 => 0.034642396629597
409 => 0.037092972642178
410 => 0.035759235532549
411 => 0.036654804130921
412 => 0.036651679576449
413 => 0.035002653846564
414 => 0.034051530219856
415 => 0.03465762321308
416 => 0.035307403013538
417 => 0.03541282760004
418 => 0.036255284072322
419 => 0.036490395565194
420 => 0.035777996765484
421 => 0.034581420490045
422 => 0.03485935786783
423 => 0.034045897827766
424 => 0.032620340396842
425 => 0.033644200631577
426 => 0.033993791531672
427 => 0.034148190788908
428 => 0.032746318781972
429 => 0.03230582016127
430 => 0.03207130239175
501 => 0.034400456417904
502 => 0.034528052733225
503 => 0.033875251943743
504 => 0.036825973413309
505 => 0.036158134267616
506 => 0.036904274217919
507 => 0.034834137963998
508 => 0.034913219956706
509 => 0.033933184278695
510 => 0.034481938772373
511 => 0.034094096783424
512 => 0.034437604832182
513 => 0.03464350214027
514 => 0.03562337700407
515 => 0.037104161239128
516 => 0.035477016375365
517 => 0.03476804605708
518 => 0.035207887255144
519 => 0.036379242327183
520 => 0.038153905221885
521 => 0.037103269069802
522 => 0.037569523553137
523 => 0.037671379415528
524 => 0.036896679213647
525 => 0.038182469523349
526 => 0.03887153499606
527 => 0.039578373589053
528 => 0.040192101734181
529 => 0.039296046711298
530 => 0.040254954030225
531 => 0.039482244001098
601 => 0.038789043223677
602 => 0.038790094523115
603 => 0.038355239549391
604 => 0.037512653242548
605 => 0.037357267399973
606 => 0.038165604176117
607 => 0.038813813720807
608 => 0.038867203363622
609 => 0.039226085473772
610 => 0.039438468209778
611 => 0.041520107742973
612 => 0.042357360383449
613 => 0.043381137063842
614 => 0.043779955777747
615 => 0.044980257122179
616 => 0.044010916302841
617 => 0.043801193319138
618 => 0.040889654873122
619 => 0.04136641913055
620 => 0.0421297647076
621 => 0.04090224216053
622 => 0.041680822679904
623 => 0.041834530967018
624 => 0.040860531414098
625 => 0.041380786659349
626 => 0.039999142972893
627 => 0.037134277295897
628 => 0.038185658937813
629 => 0.038959829717497
630 => 0.037854992560319
701 => 0.039835370401458
702 => 0.038678474549961
703 => 0.038311794105831
704 => 0.036881242962262
705 => 0.037556408035063
706 => 0.03846957846346
707 => 0.037905345306168
708 => 0.039076213827584
709 => 0.040734475913138
710 => 0.041916252226518
711 => 0.042006974337684
712 => 0.041247171341045
713 => 0.042464760492158
714 => 0.042473629299851
715 => 0.041100183763398
716 => 0.040258956019697
717 => 0.04006782730637
718 => 0.040545304305253
719 => 0.041125049529013
720 => 0.042039146162781
721 => 0.042591515614147
722 => 0.044031802189188
723 => 0.044421502440141
724 => 0.044849664866206
725 => 0.045421821907831
726 => 0.046108843134355
727 => 0.04460567980286
728 => 0.044665403284267
729 => 0.043265678402691
730 => 0.041769871625875
731 => 0.042905002514532
801 => 0.044389035151316
802 => 0.044048596424727
803 => 0.044010290113454
804 => 0.044074710703731
805 => 0.043818031021573
806 => 0.042657078332162
807 => 0.042074055159489
808 => 0.042826303797312
809 => 0.04322609046958
810 => 0.043846124733206
811 => 0.043769692422879
812 => 0.045366834099161
813 => 0.045987435059507
814 => 0.045828658776838
815 => 0.045857877434014
816 => 0.046981445828954
817 => 0.048231084963593
818 => 0.049401536917589
819 => 0.050592170917275
820 => 0.049156815159417
821 => 0.048428030026013
822 => 0.049179950255614
823 => 0.048780970797744
824 => 0.051073625107657
825 => 0.051232363517774
826 => 0.053524852042685
827 => 0.055700696637281
828 => 0.05433408763172
829 => 0.055622738370542
830 => 0.057016519209815
831 => 0.059705348581563
901 => 0.058799845443316
902 => 0.058106244230462
903 => 0.057450794435772
904 => 0.058814681408798
905 => 0.060569300210969
906 => 0.060947228295427
907 => 0.061559616171889
908 => 0.060915765199016
909 => 0.061691212777983
910 => 0.064428883480666
911 => 0.063689140690714
912 => 0.062638587009393
913 => 0.064799715100472
914 => 0.065581818955461
915 => 0.071071033400743
916 => 0.078001393386049
917 => 0.075132178844935
918 => 0.073351164790291
919 => 0.073769745339351
920 => 0.076300478198494
921 => 0.077113269271405
922 => 0.074903822949349
923 => 0.075684236742392
924 => 0.079984393470649
925 => 0.082291289589814
926 => 0.079158214802504
927 => 0.070514185723865
928 => 0.062543996144747
929 => 0.064658049323443
930 => 0.064418381299687
1001 => 0.069038363248723
1002 => 0.063671498069822
1003 => 0.063761862315342
1004 => 0.068477380598438
1005 => 0.067219361164958
1006 => 0.065181530797675
1007 => 0.062558874561626
1008 => 0.05771065194295
1009 => 0.053416445966899
1010 => 0.061838372782509
1011 => 0.06147520398394
1012 => 0.060949281745011
1013 => 0.062119664777017
1014 => 0.067802712561419
1015 => 0.067671699915758
1016 => 0.066838264307302
1017 => 0.067470417870752
1018 => 0.065070711221585
1019 => 0.06568917026538
1020 => 0.062542733625997
1021 => 0.063965054393799
1022 => 0.065177158528943
1023 => 0.065420506379581
1024 => 0.065968781512719
1025 => 0.061283830529612
1026 => 0.063387235978093
1027 => 0.064622789616638
1028 => 0.059040513327866
1029 => 0.064512445962795
1030 => 0.061202275956071
1031 => 0.060078754538704
1101 => 0.061591428114497
1102 => 0.061001937750887
1103 => 0.060495128552291
1104 => 0.060212320311387
1105 => 0.061323060837759
1106 => 0.061271243464582
1107 => 0.05945385637799
1108 => 0.057083149009706
1109 => 0.057878836218319
1110 => 0.057589755595822
1111 => 0.056542090127753
1112 => 0.057248090157621
1113 => 0.054139223324521
1114 => 0.04879057952301
1115 => 0.052324057451679
1116 => 0.05218802239511
1117 => 0.052119427350889
1118 => 0.054774738356126
1119 => 0.05451949147142
1120 => 0.054056215876295
1121 => 0.056533581708143
1122 => 0.055629309854246
1123 => 0.058416062634713
1124 => 0.060251598251798
1125 => 0.059786047045949
1126 => 0.061512377165731
1127 => 0.057897167244543
1128 => 0.059097994963315
1129 => 0.059345483891878
1130 => 0.05650301139833
1201 => 0.05456125301845
1202 => 0.054431759872178
1203 => 0.051065018432253
1204 => 0.052863504534074
1205 => 0.054446097877264
1206 => 0.05368815848008
1207 => 0.053448217509728
1208 => 0.054674023890413
1209 => 0.054769279544514
1210 => 0.052597440536271
1211 => 0.053049034639281
1212 => 0.054932257120108
1213 => 0.053001582264616
1214 => 0.049250596394341
1215 => 0.048320300037076
1216 => 0.048196181354253
1217 => 0.045673143850616
1218 => 0.048382466888054
1219 => 0.047199774776869
1220 => 0.050935884985275
1221 => 0.048801838871394
1222 => 0.048709844408689
1223 => 0.048570781285656
1224 => 0.046399098680909
1225 => 0.046874559153719
1226 => 0.048455062180015
1227 => 0.049019003465438
1228 => 0.048960179769133
1229 => 0.048447316852945
1230 => 0.048682102869693
1231 => 0.047925775304877
]
'min_raw' => 0.026463060112063
'max_raw' => 0.082291289589814
'avg_raw' => 0.054377174850938
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.026463'
'max' => '$0.082291'
'avg' => '$0.054377'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.015075134257104
'max_diff' => 0.051396944112274
'year' => 2033
]
8 => [
'items' => [
101 => 0.047658700300144
102 => 0.046815738120438
103 => 0.045576816590515
104 => 0.045749096227998
105 => 0.043294468495769
106 => 0.041957057030297
107 => 0.041586879163454
108 => 0.041091861849114
109 => 0.0416427926863
110 => 0.043287514843812
111 => 0.041303630974581
112 => 0.037902401234059
113 => 0.038106820936878
114 => 0.038566091316357
115 => 0.037710244002575
116 => 0.0369002563459
117 => 0.037604474897003
118 => 0.036163329018324
119 => 0.03874024691064
120 => 0.038670548503382
121 => 0.039631064138103
122 => 0.04023169427626
123 => 0.038847436264126
124 => 0.038499299117505
125 => 0.038697613858171
126 => 0.035419912946507
127 => 0.039363206045976
128 => 0.039397307808449
129 => 0.039105307814374
130 => 0.041204989654326
131 => 0.045635973243813
201 => 0.043968858981546
202 => 0.043323301950401
203 => 0.042096097562295
204 => 0.04373127454526
205 => 0.043605718465703
206 => 0.043037906258216
207 => 0.042694491663447
208 => 0.043327243583976
209 => 0.042616086698138
210 => 0.042488343380157
211 => 0.041714357859293
212 => 0.041438080242442
213 => 0.041233535293854
214 => 0.041008351403631
215 => 0.041505050953135
216 => 0.040379464427692
217 => 0.039022117420616
218 => 0.038909268703676
219 => 0.039220853932908
220 => 0.039083000663765
221 => 0.038908608715259
222 => 0.03857564699274
223 => 0.03847686436227
224 => 0.038797859988778
225 => 0.038435474641658
226 => 0.038970193961484
227 => 0.038824779893861
228 => 0.038012508732771
301 => 0.037000118124751
302 => 0.036991105724779
303 => 0.036772987828935
304 => 0.036495181894332
305 => 0.036417902638664
306 => 0.037545167574855
307 => 0.039878572256569
308 => 0.039420469083907
309 => 0.039751495574457
310 => 0.041379818279003
311 => 0.041897413101407
312 => 0.04153003655637
313 => 0.041027148882725
314 => 0.041049273388168
315 => 0.042767792803462
316 => 0.042874974751415
317 => 0.043145788955686
318 => 0.043493861740259
319 => 0.041589314856692
320 => 0.040959569401225
321 => 0.040661161067477
322 => 0.039742178898092
323 => 0.040733222380197
324 => 0.040155783783887
325 => 0.040233699978641
326 => 0.040182956954592
327 => 0.040210666076951
328 => 0.038739526609571
329 => 0.03927553251067
330 => 0.038384318740039
331 => 0.037191083544604
401 => 0.037187083401827
402 => 0.037479126025454
403 => 0.037305407645292
404 => 0.036837935950982
405 => 0.036904338098755
406 => 0.036322585412644
407 => 0.036974973407821
408 => 0.036993681561166
409 => 0.036742476647209
410 => 0.037747570365974
411 => 0.03815935808263
412 => 0.037994009626932
413 => 0.038147756794193
414 => 0.039439505338943
415 => 0.039650116714677
416 => 0.039743656375572
417 => 0.039618325621603
418 => 0.038171367586295
419 => 0.038235546328101
420 => 0.037764645303989
421 => 0.037366783560941
422 => 0.037382695944153
423 => 0.037587248598486
424 => 0.038480542036812
425 => 0.040360425415244
426 => 0.040431765615278
427 => 0.040518232018861
428 => 0.040166529700958
429 => 0.040060452916541
430 => 0.040200395575929
501 => 0.040906380933296
502 => 0.042722366945598
503 => 0.042080476203222
504 => 0.041558609038047
505 => 0.042016427236283
506 => 0.041945949713162
507 => 0.04135104849195
508 => 0.04133435159605
509 => 0.040192545951118
510 => 0.039770446401843
511 => 0.039417708424865
512 => 0.039032527762463
513 => 0.038804179754419
514 => 0.039155026077089
515 => 0.039235268782175
516 => 0.038468137165913
517 => 0.038363579961265
518 => 0.038990036198791
519 => 0.038714356165299
520 => 0.038997899916281
521 => 0.039063684498703
522 => 0.039053091665785
523 => 0.038765250049169
524 => 0.03894871171204
525 => 0.038514770186797
526 => 0.038042923954004
527 => 0.037741915454542
528 => 0.037479245615777
529 => 0.037624990108785
530 => 0.037105437603107
531 => 0.036939222300015
601 => 0.038886559028677
602 => 0.040325077607538
603 => 0.040304160977686
604 => 0.040176836372779
605 => 0.03998765783674
606 => 0.040892541345064
607 => 0.040577298024481
608 => 0.040806663879666
609 => 0.040865047116265
610 => 0.041041755589545
611 => 0.041104913680136
612 => 0.040914006064256
613 => 0.040273296787959
614 => 0.038676710188237
615 => 0.037933494816163
616 => 0.037688221364148
617 => 0.037697136588288
618 => 0.037451214907189
619 => 0.03752364986371
620 => 0.037426024985362
621 => 0.037241147083767
622 => 0.037613574419333
623 => 0.037656493200357
624 => 0.03756956421006
625 => 0.03759003913415
626 => 0.036870304222353
627 => 0.036925024104515
628 => 0.036620336847172
629 => 0.036563211659479
630 => 0.035792988805069
701 => 0.034428427372893
702 => 0.035184526867502
703 => 0.034271265001692
704 => 0.033925398894935
705 => 0.03556267525111
706 => 0.035398338115927
707 => 0.035117064376129
708 => 0.034701001892385
709 => 0.034546680269969
710 => 0.033609070944456
711 => 0.033553671983553
712 => 0.034018376482859
713 => 0.033803931345935
714 => 0.033502769156969
715 => 0.032411990236857
716 => 0.031185593586161
717 => 0.031222610792191
718 => 0.031612704748856
719 => 0.032746955539198
720 => 0.032303784132674
721 => 0.031982258192434
722 => 0.031922046048862
723 => 0.032675727088334
724 => 0.033742343660246
725 => 0.034242776291586
726 => 0.033746862752293
727 => 0.033177183980234
728 => 0.033211857687452
729 => 0.033442526327478
730 => 0.033466766340066
731 => 0.03309596402338
801 => 0.03320034270354
802 => 0.03304178194379
803 => 0.032068694853885
804 => 0.032051094794121
805 => 0.031812283529109
806 => 0.031805052418914
807 => 0.031398774882867
808 => 0.03134193384711
809 => 0.030535245140006
810 => 0.0310662100899
811 => 0.030710066678422
812 => 0.030173274551586
813 => 0.030080731386591
814 => 0.030077949427302
815 => 0.030629114917039
816 => 0.031059769400249
817 => 0.030716261945543
818 => 0.030638051956719
819 => 0.031473130023345
820 => 0.031366858727462
821 => 0.031274828470603
822 => 0.033646839844984
823 => 0.031769207751805
824 => 0.030950452987686
825 => 0.029937088489777
826 => 0.030267045080123
827 => 0.03033657178178
828 => 0.027899612836987
829 => 0.026910938896588
830 => 0.026571663257635
831 => 0.026376405330764
901 => 0.026465386819934
902 => 0.025575464313688
903 => 0.026173506955845
904 => 0.025402909288713
905 => 0.025273716082077
906 => 0.026651640169641
907 => 0.02684337025671
908 => 0.026025390139405
909 => 0.026550665793667
910 => 0.026360193539554
911 => 0.025416118973967
912 => 0.025380062269704
913 => 0.024906358838517
914 => 0.02416510469577
915 => 0.023826331662031
916 => 0.023649895724697
917 => 0.023722696631108
918 => 0.023685886265082
919 => 0.023445673727269
920 => 0.023699654966567
921 => 0.023050837852456
922 => 0.022792473649742
923 => 0.02267577653338
924 => 0.022099914000087
925 => 0.023016367377787
926 => 0.02319692023837
927 => 0.023377828843863
928 => 0.024952514743133
929 => 0.024873847885621
930 => 0.025584957965211
1001 => 0.025557325535165
1002 => 0.025354505421247
1003 => 0.024498840722915
1004 => 0.024839893420913
1005 => 0.023790186227831
1006 => 0.024576698230039
1007 => 0.024217766997758
1008 => 0.024455343219352
1009 => 0.024028159751541
1010 => 0.024264580720601
1011 => 0.023239736019683
1012 => 0.022282750457921
1013 => 0.022667869384124
1014 => 0.023086537700599
1015 => 0.023994317285418
1016 => 0.023453651253719
1017 => 0.023648095203564
1018 => 0.022996740521106
1019 => 0.021652809760929
1020 => 0.021660416263081
1021 => 0.021453681794751
1022 => 0.021275033030387
1023 => 0.02351575325135
1024 => 0.023237084271329
1025 => 0.022793061722959
1026 => 0.023387403548707
1027 => 0.023544556960907
1028 => 0.023549030897621
1029 => 0.023982647351504
1030 => 0.024214068530671
1031 => 0.024254857516536
1101 => 0.024937162375624
1102 => 0.025165861964571
1103 => 0.026107843204669
1104 => 0.024194434060468
1105 => 0.024155028658297
1106 => 0.023395767157038
1107 => 0.022914231509489
1108 => 0.023428738314797
1109 => 0.023884521107117
1110 => 0.023409929598885
1111 => 0.023471901230686
1112 => 0.022834800906436
1113 => 0.023062534293999
1114 => 0.023258688966368
1115 => 0.023150383885724
1116 => 0.022988245937976
1117 => 0.023847152115825
1118 => 0.02379868926319
1119 => 0.024598522442171
1120 => 0.025222049601807
1121 => 0.026339521740685
1122 => 0.025173381308625
1123 => 0.025130882516293
1124 => 0.025546315028365
1125 => 0.025165798364018
1126 => 0.025406271760897
1127 => 0.026300777758743
1128 => 0.026319677260934
1129 => 0.026003086248611
1130 => 0.02598382165674
1201 => 0.026044626423782
1202 => 0.026400761843554
1203 => 0.02627631718495
1204 => 0.02642032769444
1205 => 0.026600415041724
1206 => 0.027345332665547
1207 => 0.027524929782743
1208 => 0.027088601898384
1209 => 0.027127997420986
1210 => 0.026964798814767
1211 => 0.026807151006033
1212 => 0.027161520257454
1213 => 0.027809137029573
1214 => 0.027805108239245
1215 => 0.027955342742505
1216 => 0.028048937593427
1217 => 0.027647159977654
1218 => 0.027385617523558
1219 => 0.027485909542837
1220 => 0.02764627866574
1221 => 0.027433903997681
1222 => 0.0261230291649
1223 => 0.026520664850157
1224 => 0.026454478828739
1225 => 0.026360221885744
1226 => 0.026760047642096
1227 => 0.026721483472514
1228 => 0.025566336872114
1229 => 0.025640285609607
1230 => 0.025570833939766
1231 => 0.025795246493497
]
'min_raw' => 0.021275033030387
'max_raw' => 0.047658700300144
'avg_raw' => 0.034466866665266
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.021275'
'max' => '$0.047658'
'avg' => '$0.034466'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0051880270816757
'max_diff' => -0.03463258928967
'year' => 2034
]
9 => [
'items' => [
101 => 0.025153679349657
102 => 0.025351021082082
103 => 0.025474791966695
104 => 0.025547693968584
105 => 0.02581106598878
106 => 0.025780162322039
107 => 0.025809144973465
108 => 0.02619965615178
109 => 0.028174727684445
110 => 0.028282226470218
111 => 0.027752863133237
112 => 0.027964333345131
113 => 0.027558356781746
114 => 0.027830891568553
115 => 0.028017352948053
116 => 0.027174769828553
117 => 0.027124877524536
118 => 0.02671722535146
119 => 0.026936274538672
120 => 0.026587751531624
121 => 0.026673266886736
122 => 0.026434158498748
123 => 0.026864505991122
124 => 0.027345701356835
125 => 0.027467270309196
126 => 0.027147474734261
127 => 0.026915921662453
128 => 0.026509390746681
129 => 0.027185460719741
130 => 0.027383164182723
131 => 0.027184422267615
201 => 0.027138369423288
202 => 0.027051099366504
203 => 0.027156884178387
204 => 0.027382087447205
205 => 0.027275885744482
206 => 0.027346033840164
207 => 0.027078701635827
208 => 0.027647292982763
209 => 0.028550352880656
210 => 0.028553256365893
211 => 0.028447054090703
212 => 0.028403598407855
213 => 0.028512568387093
214 => 0.028571680130647
215 => 0.028924069061825
216 => 0.029302196424773
217 => 0.03106675183776
218 => 0.030571271738776
219 => 0.032136890275049
220 => 0.033375091267118
221 => 0.033746373604672
222 => 0.033404811324306
223 => 0.032236345214006
224 => 0.032179014692173
225 => 0.033925196374628
226 => 0.033431820069147
227 => 0.03337313452752
228 => 0.0327488195154
301 => 0.033117867010481
302 => 0.033037150909707
303 => 0.032909736595868
304 => 0.033613853508412
305 => 0.034931897511743
306 => 0.034726467993286
307 => 0.034573124387358
308 => 0.033901217343836
309 => 0.034305855459908
310 => 0.034161771577107
311 => 0.034780847375509
312 => 0.034414120586744
313 => 0.033428082258383
314 => 0.0335851121122
315 => 0.033561377365696
316 => 0.034049836766888
317 => 0.033903213378958
318 => 0.033532746795981
319 => 0.03492739258063
320 => 0.034836832040802
321 => 0.034965226181256
322 => 0.035021749252604
323 => 0.035870645565305
324 => 0.036218411222966
325 => 0.03629736011575
326 => 0.036627710593366
327 => 0.036289140694924
328 => 0.03764366168494
329 => 0.038544339104809
330 => 0.039590522276424
331 => 0.04111927707768
401 => 0.041694103024725
402 => 0.041590265862459
403 => 0.042749350305334
404 => 0.04483219928418
405 => 0.042011269192015
406 => 0.044981715428818
407 => 0.044041306445697
408 => 0.041811613663953
409 => 0.041668047735159
410 => 0.043178021574222
411 => 0.046526998219668
412 => 0.045688117553762
413 => 0.046528370327916
414 => 0.045548170834212
415 => 0.045499495667579
416 => 0.046480764226353
417 => 0.048773551700093
418 => 0.047684334315173
419 => 0.046122674106829
420 => 0.047275779702546
421 => 0.046276852920651
422 => 0.04402599129904
423 => 0.045687476077527
424 => 0.044576488522515
425 => 0.044900733754414
426 => 0.047235864348123
427 => 0.046954895257098
428 => 0.047318495277921
429 => 0.046676750758238
430 => 0.046077260183033
501 => 0.044958266505657
502 => 0.044626987643507
503 => 0.04471854120284
504 => 0.04462694227411
505 => 0.044000875595701
506 => 0.043865676556107
507 => 0.043640338900244
508 => 0.043710180462216
509 => 0.043286479744338
510 => 0.04408609054001
511 => 0.044234505349833
512 => 0.044816395404916
513 => 0.044876809160781
514 => 0.046497364681501
515 => 0.045604789933018
516 => 0.046203606135497
517 => 0.04615004237807
518 => 0.041859937867553
519 => 0.04245107641719
520 => 0.043370702490928
521 => 0.042956412191233
522 => 0.042370702636463
523 => 0.041897710767228
524 => 0.041181079719433
525 => 0.042189724157523
526 => 0.043515984336234
527 => 0.044910445307575
528 => 0.04658579879594
529 => 0.046211879400602
530 => 0.044879125739462
531 => 0.044938912095124
601 => 0.04530848782076
602 => 0.044829853676566
603 => 0.044688695123394
604 => 0.045289094803191
605 => 0.045293229425812
606 => 0.044742502998048
607 => 0.044130471355461
608 => 0.044127906920531
609 => 0.044019001801257
610 => 0.045567544812996
611 => 0.046419086894095
612 => 0.046516714821365
613 => 0.046412515756732
614 => 0.046452617841196
615 => 0.045957124266654
616 => 0.047089675644002
617 => 0.048129016785579
618 => 0.047850451157352
619 => 0.047432841680201
620 => 0.047100195616853
621 => 0.047772090316471
622 => 0.047742171903157
623 => 0.048119939047409
624 => 0.048102801347657
625 => 0.047975772465586
626 => 0.047850455693953
627 => 0.048347322528312
628 => 0.048204232859454
629 => 0.048060920932817
630 => 0.04777348692399
701 => 0.047812553979563
702 => 0.047395016608577
703 => 0.047201844715548
704 => 0.04429700292858
705 => 0.043520734284658
706 => 0.043764964202441
707 => 0.043845371032803
708 => 0.043507537924153
709 => 0.043991903819752
710 => 0.043916415907993
711 => 0.044210095213695
712 => 0.044026617133565
713 => 0.044034147137974
714 => 0.044573717049982
715 => 0.044730356490933
716 => 0.04465068840703
717 => 0.044706485202134
718 => 0.045992298794937
719 => 0.045809497220044
720 => 0.045712387526753
721 => 0.045739287575454
722 => 0.04606784051657
723 => 0.046159817401757
724 => 0.045770104876119
725 => 0.045953895556111
726 => 0.046736452945007
727 => 0.047010303742208
728 => 0.047884304031034
729 => 0.047513013174224
730 => 0.048194533610991
731 => 0.050289295086172
801 => 0.051962735499016
802 => 0.050423770537515
803 => 0.053496830744351
804 => 0.055889648919677
805 => 0.055797808572661
806 => 0.055380565376911
807 => 0.052656405500665
808 => 0.050149592967607
809 => 0.052246648096392
810 => 0.052251993921179
811 => 0.05207185502583
812 => 0.050953027817909
813 => 0.052032922264193
814 => 0.052118640363738
815 => 0.052070661022275
816 => 0.051212858825192
817 => 0.049903153418591
818 => 0.050159066720049
819 => 0.050578257928327
820 => 0.049784641518609
821 => 0.049531032988791
822 => 0.050002539496721
823 => 0.051521831707553
824 => 0.051234618315756
825 => 0.051227118013376
826 => 0.052455938700918
827 => 0.05157636828474
828 => 0.050162294606328
829 => 0.049805222353189
830 => 0.048537856407236
831 => 0.049413230580308
901 => 0.049444733738398
902 => 0.048965300249914
903 => 0.05020119799161
904 => 0.050189808976345
905 => 0.051363109942982
906 => 0.053606020719474
907 => 0.052942681635929
908 => 0.052171290452854
909 => 0.052255162062811
910 => 0.053175026611276
911 => 0.052618855506809
912 => 0.052818858513738
913 => 0.053174723882771
914 => 0.053389426295548
915 => 0.052224269689695
916 => 0.051952615948988
917 => 0.051396907733008
918 => 0.051251933832243
919 => 0.051704546578927
920 => 0.05158529911122
921 => 0.049442086019947
922 => 0.049218108327184
923 => 0.049224977403255
924 => 0.048661774845243
925 => 0.047802755760173
926 => 0.050060206626372
927 => 0.049878901728811
928 => 0.049678755153789
929 => 0.049703271967209
930 => 0.050683154876117
1001 => 0.050114773303677
1002 => 0.051625908869916
1003 => 0.05131526482639
1004 => 0.050996653935316
1005 => 0.050952612205044
1006 => 0.050829974194584
1007 => 0.050409402825123
1008 => 0.049901537624078
1009 => 0.049566201027818
1010 => 0.045722200388689
1011 => 0.046435624547788
1012 => 0.047256354012174
1013 => 0.047539666534413
1014 => 0.047055040860493
1015 => 0.050428538800558
1016 => 0.051044909382043
1017 => 0.049177882685867
1018 => 0.04882863822121
1019 => 0.050451435209518
1020 => 0.049472690246705
1021 => 0.04991341904353
1022 => 0.048960804450556
1023 => 0.0508964437584
1024 => 0.050881697429957
1025 => 0.05012869002081
1026 => 0.050765126726649
1027 => 0.050654530187071
1028 => 0.049804386676719
1029 => 0.050923394824052
1030 => 0.050923949838132
1031 => 0.05019919657862
1101 => 0.0493528434404
1102 => 0.049201535489255
1103 => 0.04908754527343
1104 => 0.049885384438164
1105 => 0.050600724538487
1106 => 0.051931795117337
1107 => 0.052266457886317
1108 => 0.053572668953407
1109 => 0.052794883861218
1110 => 0.053139665918582
1111 => 0.053513975614251
1112 => 0.053693433447138
1113 => 0.053401016538687
1114 => 0.055430099983803
1115 => 0.055601416796081
1116 => 0.055658857841353
1117 => 0.054974662320169
1118 => 0.055582388080936
1119 => 0.055298053323235
1120 => 0.056037813372303
1121 => 0.056153817193727
1122 => 0.056055566083936
1123 => 0.056092387527852
1124 => 0.054360922762294
1125 => 0.054271137179995
1126 => 0.053046904394461
1127 => 0.053545788303638
1128 => 0.05261314874756
1129 => 0.052908898358044
1130 => 0.05303926196834
1201 => 0.052971167416391
1202 => 0.053573994451344
1203 => 0.053061468322207
1204 => 0.051708827600319
1205 => 0.050355818352371
1206 => 0.0503388324234
1207 => 0.049982608971013
1208 => 0.049725124660516
1209 => 0.049774725273464
1210 => 0.049949524303004
1211 => 0.049714965023152
1212 => 0.049765020137966
1213 => 0.050596268559359
1214 => 0.050762969502078
1215 => 0.050196454564459
1216 => 0.047921815342204
1217 => 0.047363613171562
1218 => 0.047764837822189
1219 => 0.047573078281366
1220 => 0.038395187099589
1221 => 0.040551396495163
1222 => 0.039270250090265
1223 => 0.039860661296354
1224 => 0.038552942568206
1225 => 0.039177054488689
1226 => 0.039061803805894
1227 => 0.042528924707104
1228 => 0.0424747903831
1229 => 0.042500701619276
1230 => 0.041263890805238
1231 => 0.043234164015073
]
'min_raw' => 0.025153679349657
'max_raw' => 0.056153817193727
'avg_raw' => 0.040653748271692
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.025153'
'max' => '$0.056153'
'avg' => '$0.040653'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0038786463192701
'max_diff' => 0.008495116893583
'year' => 2035
]
10 => [
'items' => [
101 => 0.044204791446971
102 => 0.04402515414174
103 => 0.044070364981333
104 => 0.043293492966447
105 => 0.042508223438538
106 => 0.041637238679973
107 => 0.043255420704417
108 => 0.043075506486587
109 => 0.043488164971196
110 => 0.044537671684088
111 => 0.04469221553425
112 => 0.044899924036096
113 => 0.044825475323882
114 => 0.046599145689367
115 => 0.046384342505053
116 => 0.046901956376156
117 => 0.045837185371838
118 => 0.044632295911461
119 => 0.044861306007074
120 => 0.044839250493284
121 => 0.044558458488591
122 => 0.044304972021813
123 => 0.043882988473996
124 => 0.045218206861101
125 => 0.04516399943298
126 => 0.046041554685022
127 => 0.045886438270107
128 => 0.044850532887876
129 => 0.04488753045126
130 => 0.045136356845436
131 => 0.04599754783673
201 => 0.0462532079573
202 => 0.046134776003158
203 => 0.046415095654035
204 => 0.046636648876536
205 => 0.046442919327688
206 => 0.04918572119991
207 => 0.048046718635084
208 => 0.048601860560051
209 => 0.04873425863807
210 => 0.048395123745257
211 => 0.048468669959998
212 => 0.048580072435187
213 => 0.049256486449692
214 => 0.051031592545727
215 => 0.051817774952104
216 => 0.054183043511248
217 => 0.051752493447442
218 => 0.051608274665272
219 => 0.052034330957041
220 => 0.053422993990363
221 => 0.054548374948384
222 => 0.054921728736945
223 => 0.054971073603502
224 => 0.055671510130933
225 => 0.056072987286088
226 => 0.055586458713193
227 => 0.05517417668933
228 => 0.05369743365418
229 => 0.053868370681536
301 => 0.055045957289928
302 => 0.056709367733786
303 => 0.058136746942976
304 => 0.057636928493106
305 => 0.061450190448782
306 => 0.061828259795909
307 => 0.061776022836582
308 => 0.0626373210736
309 => 0.060927819473455
310 => 0.060196974419359
311 => 0.055263316742489
312 => 0.056649473308408
313 => 0.058664333283092
314 => 0.058397659010106
315 => 0.056934413839128
316 => 0.058135636940302
317 => 0.057738475017334
318 => 0.057425216930427
319 => 0.058860312954619
320 => 0.057282365925524
321 => 0.05864859205441
322 => 0.056896392912314
323 => 0.057639211621683
324 => 0.057217551796147
325 => 0.057490417379954
326 => 0.055895250752581
327 => 0.05675596394423
328 => 0.055859442254046
329 => 0.055859017186034
330 => 0.055839226420034
331 => 0.05689398021275
401 => 0.056928375696063
402 => 0.056148911049602
403 => 0.05603657801652
404 => 0.056451932115948
405 => 0.055965661246929
406 => 0.056193184325991
407 => 0.055972552689213
408 => 0.055922883860561
409 => 0.055527114183407
410 => 0.055356605724575
411 => 0.055423466484744
412 => 0.055195236241201
413 => 0.055057719264017
414 => 0.05581187083202
415 => 0.055408958071624
416 => 0.055750118672907
417 => 0.055361323109844
418 => 0.054013588298106
419 => 0.053238491755838
420 => 0.050692745631547
421 => 0.051414716074408
422 => 0.051893383224957
423 => 0.051735183734556
424 => 0.052075057455013
425 => 0.052095922941109
426 => 0.051985426529986
427 => 0.051857485841372
428 => 0.051795211389719
429 => 0.052259354131841
430 => 0.05252880461597
501 => 0.051941423877255
502 => 0.051803808788504
503 => 0.052397683145524
504 => 0.052759946160236
505 => 0.055434692722866
506 => 0.055236538858189
507 => 0.055733866172797
508 => 0.055677874749282
509 => 0.056199153005445
510 => 0.057051222645644
511 => 0.055318726824701
512 => 0.055619428194019
513 => 0.055545703162471
514 => 0.05635061372517
515 => 0.056353126568088
516 => 0.055870542477485
517 => 0.056132159142034
518 => 0.055986131896961
519 => 0.056250022865574
520 => 0.055233892392518
521 => 0.056471429624193
522 => 0.057173033489416
523 => 0.057182775259765
524 => 0.057515329923608
525 => 0.05785322472234
526 => 0.05850178436407
527 => 0.057835136745938
528 => 0.056635902577756
529 => 0.056722483411196
530 => 0.056019372857174
531 => 0.056031192272614
601 => 0.055968099306689
602 => 0.056157446046847
603 => 0.055275443354092
604 => 0.055482447623159
605 => 0.055192640434249
606 => 0.055618798209789
607 => 0.055160322889712
608 => 0.055545667610029
609 => 0.055711969616937
610 => 0.056325627602657
611 => 0.055069685106271
612 => 0.052508733336308
613 => 0.053047076446893
614 => 0.052250824700399
615 => 0.052324520831082
616 => 0.052473398743712
617 => 0.051990836719055
618 => 0.052082894346083
619 => 0.052079605399846
620 => 0.052051263038008
621 => 0.051925730017965
622 => 0.051743682302952
623 => 0.052468904368233
624 => 0.052592133729003
625 => 0.052866057333109
626 => 0.05368106817477
627 => 0.053599629372409
628 => 0.053732459437923
629 => 0.053442492150714
630 => 0.052337971581889
701 => 0.052397952362785
702 => 0.051649991063885
703 => 0.052846930281049
704 => 0.052563479275599
705 => 0.052380736568428
706 => 0.052330873527677
707 => 0.053147904623573
708 => 0.053392373132859
709 => 0.053240036763544
710 => 0.052927590425716
711 => 0.053527579760813
712 => 0.053688111595367
713 => 0.053724048752937
714 => 0.054787114818186
715 => 0.053783462336794
716 => 0.054025051464513
717 => 0.055909860874316
718 => 0.054200598825544
719 => 0.055106033053871
720 => 0.055061716760046
721 => 0.055524906273035
722 => 0.055023721700492
723 => 0.055029934483933
724 => 0.055441215392292
725 => 0.054863645531405
726 => 0.054720631111466
727 => 0.05452305771461
728 => 0.054954451998568
729 => 0.055213053361516
730 => 0.057297190425103
731 => 0.058643638016377
801 => 0.058585185175437
802 => 0.059119334722496
803 => 0.058878695459297
804 => 0.058101607800996
805 => 0.059428001677971
806 => 0.059008275156619
807 => 0.059042876901072
808 => 0.059041589022415
809 => 0.059320670465985
810 => 0.059122915685777
811 => 0.058733120714875
812 => 0.058991884807529
813 => 0.059760321652855
814 => 0.062145573199269
815 => 0.063480391565023
816 => 0.062065215457604
817 => 0.063041384986538
818 => 0.062456031113945
819 => 0.062349654902526
820 => 0.062962761505058
821 => 0.063576941269536
822 => 0.063537820673711
823 => 0.06309195770318
824 => 0.062840101024481
825 => 0.064747244173767
826 => 0.066152394758825
827 => 0.066056572909173
828 => 0.066479499390602
829 => 0.0677212246207
830 => 0.067834752413933
831 => 0.067820450521393
901 => 0.067539060040464
902 => 0.068761699787893
903 => 0.069781647375498
904 => 0.067473926274282
905 => 0.068352676259338
906 => 0.068747175439185
907 => 0.069326417277834
908 => 0.070303695351839
909 => 0.071365278550415
910 => 0.071515398054361
911 => 0.071408881082432
912 => 0.070708738426083
913 => 0.071870335429286
914 => 0.072550771710961
915 => 0.072955955945191
916 => 0.07398343574697
917 => 0.068749611731817
918 => 0.065044850955959
919 => 0.064466299063415
920 => 0.065642807087333
921 => 0.065953042870765
922 => 0.065827987215466
923 => 0.061657942140125
924 => 0.064444344639104
925 => 0.067442279440629
926 => 0.067557442325829
927 => 0.069058271171333
928 => 0.069547002564482
929 => 0.070755366503247
930 => 0.070679783009875
1001 => 0.070974000399694
1002 => 0.07090636491691
1003 => 0.073144604662423
1004 => 0.075613715483544
1005 => 0.0755282180271
1006 => 0.07517325413337
1007 => 0.075700436045896
1008 => 0.078248823019289
1009 => 0.078014208383848
1010 => 0.078242116517751
1011 => 0.081246808380177
1012 => 0.085153335213764
1013 => 0.083338361290681
1014 => 0.087276332459092
1015 => 0.089755076566725
1016 => 0.094041808193952
1017 => 0.093505088281625
1018 => 0.095173881446614
1019 => 0.092544247621733
1020 => 0.086506076823127
1021 => 0.085550513181058
1022 => 0.087463575791205
1023 => 0.092166653544332
1024 => 0.087315459135927
1025 => 0.088296849446538
1026 => 0.08801420897106
1027 => 0.087999148261267
1028 => 0.088573954297752
1029 => 0.087740168161963
1030 => 0.0843431734495
1031 => 0.085899996107606
1101 => 0.085298832114547
1102 => 0.085965868384591
1103 => 0.089565588027335
1104 => 0.087974066166679
1105 => 0.086297527171216
1106 => 0.088400279125313
1107 => 0.091077804946844
1108 => 0.09091025019291
1109 => 0.090585123937822
1110 => 0.092417843614694
1111 => 0.095444959584405
1112 => 0.096263176867081
1113 => 0.096867168137436
1114 => 0.096950448329102
1115 => 0.097808286061611
1116 => 0.093195476370966
1117 => 0.10051612381537
1118 => 0.10178019740022
1119 => 0.10154260395675
1120 => 0.10294756854596
1121 => 0.1025341923233
1122 => 0.10193527503342
1123 => 0.10416244275185
1124 => 0.10160917468583
1125 => 0.097985132113635
1126 => 0.095996910683094
1127 => 0.098615161048079
1128 => 0.10021403518163
1129 => 0.10127078927641
1130 => 0.10159056242699
1201 => 0.093553555656265
1202 => 0.089222054759677
1203 => 0.091998497173631
1204 => 0.095385948538475
1205 => 0.093176658907597
1206 => 0.093263258878389
1207 => 0.090113392455859
1208 => 0.095664641823833
1209 => 0.094855871484275
1210 => 0.099051773436591
1211 => 0.098050387761454
1212 => 0.10147198291959
1213 => 0.10057096224431
1214 => 0.10431104869201
1215 => 0.10580307043479
1216 => 0.10830840715556
1217 => 0.11015134304592
1218 => 0.11123355025048
1219 => 0.11116857858918
1220 => 0.11545682268715
1221 => 0.11292819496241
1222 => 0.10975164258835
1223 => 0.1096941887778
1224 => 0.11133937026442
1225 => 0.11478721932688
1226 => 0.11568119642462
1227 => 0.11618080766365
1228 => 0.11541563565948
1229 => 0.11267099149266
1230 => 0.11148586805709
1231 => 0.11249562756053
]
'min_raw' => 0.041637238679973
'max_raw' => 0.11618080766365
'avg_raw' => 0.078909023171811
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.041637'
'max' => '$0.11618'
'avg' => '$0.078909'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.016483559330316
'max_diff' => 0.060026990469923
'year' => 2036
]
11 => [
'items' => [
101 => 0.11126077845744
102 => 0.11339247444683
103 => 0.11631974834594
104 => 0.11571527786147
105 => 0.11773593206378
106 => 0.11982709658415
107 => 0.12281755576835
108 => 0.12359937253548
109 => 0.12489168592172
110 => 0.126221900899
111 => 0.1266491300994
112 => 0.1274648432044
113 => 0.12746054399369
114 => 0.12991875033945
115 => 0.13263022806312
116 => 0.13365374813296
117 => 0.13600727609632
118 => 0.13197694193652
119 => 0.13503399669387
120 => 0.13779153660804
121 => 0.13450388384234
122 => 0.13903514725501
123 => 0.13921108594526
124 => 0.141867551284
125 => 0.13917471474601
126 => 0.13757571700558
127 => 0.14219196356852
128 => 0.14442561986993
129 => 0.14375282441385
130 => 0.13863281777306
131 => 0.13565275430071
201 => 0.12785335338226
202 => 0.13709208067921
203 => 0.14159199524819
204 => 0.13862116408143
205 => 0.14011947851902
206 => 0.1482937962604
207 => 0.15140604720843
208 => 0.15075872076752
209 => 0.15086810828013
210 => 0.15254742240034
211 => 0.15999442602454
212 => 0.15553200883273
213 => 0.15894335957228
214 => 0.160752727704
215 => 0.16243336966193
216 => 0.15830624418561
217 => 0.15293691458044
218 => 0.15123622250536
219 => 0.13832577347058
220 => 0.13765372853108
221 => 0.13727648934149
222 => 0.13489804961269
223 => 0.13302924749533
224 => 0.13154310666742
225 => 0.12764302933579
226 => 0.12895919094725
227 => 0.12274328169002
228 => 0.12672000015449
301 => 0.11679925889158
302 => 0.12506154701175
303 => 0.12056475922809
304 => 0.1235842312841
305 => 0.12357369663055
306 => 0.11801389125094
307 => 0.11480711153816
308 => 0.11685059638088
309 => 0.1190413743443
310 => 0.1193968206982
311 => 0.12223722151293
312 => 0.12302991632611
313 => 0.1206280140348
314 => 0.11659367357986
315 => 0.11753075885403
316 => 0.11478812153499
317 => 0.10998175512739
318 => 0.11343377139244
319 => 0.11461244151976
320 => 0.11513300939535
321 => 0.11040650004839
322 => 0.10892132819406
323 => 0.10813063516061
324 => 0.11598354057613
325 => 0.11641374046173
326 => 0.11421277702289
327 => 0.12416134047033
328 => 0.12190967416359
329 => 0.12442533709986
330 => 0.11744572818747
331 => 0.11771235864721
401 => 0.11440809993489
402 => 0.11625826402314
403 => 0.11495062767914
404 => 0.11610878904849
405 => 0.116802986198
406 => 0.12010670271398
407 => 0.12509927014753
408 => 0.11961323763573
409 => 0.1172228947089
410 => 0.11870585001691
411 => 0.12265515542369
412 => 0.12863855527618
413 => 0.12509626213636
414 => 0.12666827167977
415 => 0.12701168583117
416 => 0.12439973001269
417 => 0.12873486181286
418 => 0.13105809416312
419 => 0.13344124982929
420 => 0.13551047711973
421 => 0.13248936504951
422 => 0.13572238802404
423 => 0.13311714221195
424 => 0.13077996739314
425 => 0.1307835119226
426 => 0.12931736801808
427 => 0.12647652945706
428 => 0.12595263524013
429 => 0.12867799911717
430 => 0.13086348285364
501 => 0.13104348976193
502 => 0.13225348585265
503 => 0.13296954907519
504 => 0.13998794209678
505 => 0.14281079782926
506 => 0.14626253238501
507 => 0.14760717752358
508 => 0.15165407730869
509 => 0.14838587705908
510 => 0.14767878137713
511 => 0.13786232622927
512 => 0.1394697702098
513 => 0.14204344311791
514 => 0.13790476514758
515 => 0.1405298037274
516 => 0.14104804194898
517 => 0.13776413445383
518 => 0.13951821133626
519 => 0.13485990318409
520 => 0.12520080853556
521 => 0.12874561514641
522 => 0.13135578598099
523 => 0.1276307503683
524 => 0.13430773252526
525 => 0.13040717739005
526 => 0.12917088867186
527 => 0.12434768561342
528 => 0.12662405179489
529 => 0.12970286964975
530 => 0.12780051816644
531 => 0.13174818313383
601 => 0.13733912953143
602 => 0.14132357088098
603 => 0.14162944681279
604 => 0.13906771796187
605 => 0.14317290479421
606 => 0.14320280659855
607 => 0.13857213908149
608 => 0.13573588101096
609 => 0.1350914772098
610 => 0.13670132424791
611 => 0.13865597574633
612 => 0.14173791636727
613 => 0.14360026853776
614 => 0.1484562952831
615 => 0.1497701968872
616 => 0.15121377640002
617 => 0.15314284381259
618 => 0.1554591838441
619 => 0.15039116372445
620 => 0.15059252561178
621 => 0.14587325544788
622 => 0.14083003846595
623 => 0.14465721150936
624 => 0.14966073115613
625 => 0.14851291822076
626 => 0.14838376581784
627 => 0.14860096433566
628 => 0.14773555086646
629 => 0.14382131781899
630 => 0.14185561448694
701 => 0.14439187328969
702 => 0.14573978196745
703 => 0.14783027077668
704 => 0.14757257390607
705 => 0.15295744857653
706 => 0.15504984804331
707 => 0.15451452272089
708 => 0.15461303546354
709 => 0.15840122475212
710 => 0.16261447034157
711 => 0.16656073082282
712 => 0.17057503648017
713 => 0.16573563432921
714 => 0.16327848436979
715 => 0.16581363592128
716 => 0.16446844882322
717 => 0.1721982928971
718 => 0.17273349052957
719 => 0.18046277564774
720 => 0.18779878761104
721 => 0.1831911699352
722 => 0.18753594587186
723 => 0.19223517528214
724 => 0.20130075123706
725 => 0.19824778418625
726 => 0.19590925927143
727 => 0.19369936452658
728 => 0.19829780467969
729 => 0.20421362447478
730 => 0.20548783539763
731 => 0.20755254387867
801 => 0.20538175537139
802 => 0.2079962310239
803 => 0.21722647893606
804 => 0.21473238447255
805 => 0.21119036938866
806 => 0.21847676363288
807 => 0.22111368138472
808 => 0.2396209511317
809 => 0.26298714368444
810 => 0.25331338653691
811 => 0.24730857330525
812 => 0.24871984685077
813 => 0.25725238937549
814 => 0.25999277122507
815 => 0.25254346869165
816 => 0.25517468828164
817 => 0.26967296691832
818 => 0.27745082824642
819 => 0.26688744785671
820 => 0.23774350031124
821 => 0.21087144968438
822 => 0.21799912757483
823 => 0.21719107009965
824 => 0.23276766179767
825 => 0.21467290114444
826 => 0.21497757050724
827 => 0.23087626962567
828 => 0.22663476927358
829 => 0.21976408191352
830 => 0.21092161330567
831 => 0.19457549225471
901 => 0.18009727699456
902 => 0.20849239125354
903 => 0.20726794229353
904 => 0.20549475874627
905 => 0.20944078685221
906 => 0.22860157923505
907 => 0.22815986095319
908 => 0.22534987461066
909 => 0.22748122448539
910 => 0.21939044597555
911 => 0.22147562382114
912 => 0.21086719301427
913 => 0.21566264678618
914 => 0.21974934050422
915 => 0.22056980477266
916 => 0.22241835266338
917 => 0.206622713331
918 => 0.21371449165563
919 => 0.21788024701158
920 => 0.19905921276191
921 => 0.21750821567871
922 => 0.20634774639235
923 => 0.20255971549193
924 => 0.20765980006422
925 => 0.2056722921464
926 => 0.20396354954905
927 => 0.2030100418198
928 => 0.20675498105389
929 => 0.20658027516245
930 => 0.20045282771409
1001 => 0.19245982230442
1002 => 0.19514253728136
1003 => 0.19416788177965
1004 => 0.19063560450839
1005 => 0.19301593290044
1006 => 0.18253417131849
1007 => 0.16450084531131
1008 => 0.17641421284737
1009 => 0.17595556115648
1010 => 0.17572428817574
1011 => 0.18467685461779
1012 => 0.18381627192523
1013 => 0.1822543059114
1014 => 0.19060691777764
1015 => 0.18755810208798
1016 => 0.19695383365219
1017 => 0.20314247013819
1018 => 0.20157283174392
1019 => 0.20739327427129
1020 => 0.19520434161611
1021 => 0.19925301610906
1022 => 0.20008744231084
1023 => 0.19050384784375
1024 => 0.18395707389674
1025 => 0.18352047871316
1026 => 0.17216927489008
1027 => 0.17823299634865
1028 => 0.18356882029836
1029 => 0.18101337470312
1030 => 0.18020439696943
1031 => 0.18433728876498
1101 => 0.18465844985332
1102 => 0.17733594300407
1103 => 0.17885852405166
1104 => 0.18520794012816
1105 => 0.17869853505746
1106 => 0.16605182431035
1107 => 0.16291526519062
1108 => 0.16249679038579
1109 => 0.15399019328942
1110 => 0.16312486506904
1111 => 0.15913733604325
1112 => 0.17173389245778
1113 => 0.16453880699049
1114 => 0.16422864123663
1115 => 0.16375978020825
1116 => 0.1564378006843
1117 => 0.15804084886397
1118 => 0.16336962516433
1119 => 0.16527099258126
1120 => 0.16507266438223
1121 => 0.16334351125335
1122 => 0.16413510870105
1123 => 0.16158509751117
1124 => 0.16068463548613
1125 => 0.15784252964351
1126 => 0.15366541920664
1127 => 0.15424627203259
1128 => 0.14597032325675
1129 => 0.14146114712582
1130 => 0.14021306660277
1201 => 0.13854408116646
1202 => 0.1404015829488
1203 => 0.14594687853369
1204 => 0.13925807555823
1205 => 0.12779059202178
1206 => 0.12847980732196
1207 => 0.13002826947161
1208 => 0.12714272049984
1209 => 0.12441179056383
1210 => 0.12678611257584
1211 => 0.12192718862828
1212 => 0.13061544721689
1213 => 0.13038045417063
1214 => 0.13361889969415
1215 => 0.13564396613961
1216 => 0.13097684360589
1217 => 0.1298030749099
1218 => 0.13047170690395
1219 => 0.1194207094385
1220 => 0.13271579743529
1221 => 0.13283077390838
1222 => 0.13184627554157
1223 => 0.13892549946007
1224 => 0.15386486999342
1225 => 0.14824407786398
1226 => 0.14606753726213
1227 => 0.14192993198695
1228 => 0.14744304534943
1229 => 0.14701972426116
1230 => 0.14510530576024
1231 => 0.14394745947753
]
'min_raw' => 0.10813063516061
'max_raw' => 0.27745082824642
'avg_raw' => 0.19279073170352
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.10813'
'max' => '$0.27745'
'avg' => '$0.19279'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.066493396480641
'max_diff' => 0.16127002058277
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0033940970795825
]
1 => [
'year' => 2028
'avg' => 0.0058252559019859
]
2 => [
'year' => 2029
'avg' => 0.015913549223999
]
3 => [
'year' => 2030
'avg' => 0.012277279527147
]
4 => [
'year' => 2031
'avg' => 0.01205781000216
]
5 => [
'year' => 2032
'avg' => 0.02114113566625
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0033940970795825
'min' => '$0.003394'
'max_raw' => 0.02114113566625
'max' => '$0.021141'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.02114113566625
]
1 => [
'year' => 2033
'avg' => 0.054377174850938
]
2 => [
'year' => 2034
'avg' => 0.034466866665266
]
3 => [
'year' => 2035
'avg' => 0.040653748271692
]
4 => [
'year' => 2036
'avg' => 0.078909023171811
]
5 => [
'year' => 2037
'avg' => 0.19279073170352
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.02114113566625
'min' => '$0.021141'
'max_raw' => 0.19279073170352
'max' => '$0.19279'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.19279073170352
]
]
]
]
'prediction_2025_max_price' => '$0.0058032'
'last_price' => 0.00562702
'sma_50day_nextmonth' => '$0.005289'
'sma_200day_nextmonth' => '$0.00703'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'steigen'
'sma_200day_date_nextmonth' => '04.02.2026'
'sma_50day_date_nextmonth' => '04.02.2026'
'daily_sma3' => '$0.005571'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.00554'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.005485'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.005467'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.00587'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.0069033'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.007438'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.005578'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.005549'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.005514'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.005555'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.005943'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.006548'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.007314'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.007121'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.007994'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.01074'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.020383'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.005594'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.005689'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.006098'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.006801'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.010693'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.2287087'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$1.44'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '50.64'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 109.85
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.005486'
'vwma_10_action' => 'BUY'
'hma_9' => '0.005598'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 198.63
'cci_20_action' => 'SELL'
'adx_14' => 32.41
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.000044'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 75.75
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.000790'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 17
'buy_signals' => 17
'sell_pct' => 50
'buy_pct' => 50
'overall_action' => 'neutral'
'overall_action_label' => 'Neutral'
'overall_action_dir' => 0
'last_updated' => 1767678342
'last_updated_date' => '6. Januar 2026'
]
Goose Finance Preisprognose für 2026
Die Preisprognose für Goose Finance im Jahr 2026 legt nahe, dass der Durchschnittspreis zwischen $0.001944 am unteren Ende und $0.0058032 am oberen Ende liegen könnte. Auf dem Kryptomarkt könnte Goose Finance im Vergleich zum heutigen Durchschnittspreis potenziell um 3.13% steigen bis 2026, wenn EGG das prognostizierte Preisziel erreicht.
Goose Finance Preisprognose 2027-2032
Die Preisprognose für EGG für die Jahre 2027-2032 liegt derzeit in einer Preisspanne von $0.003394 am unteren Ende und $0.021141 am oberen Ende. Angesichts der Preisvolatilität auf dem Markt könnte Goose Finance, wenn es das obere Preisziel erreicht, bis 2032 im Vergleich zum heutigen Preis um 275.71% steigen.
| Goose Finance Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2027 | $0.001871 | $0.003394 | $0.004916 |
| 2028 | $0.003377 | $0.005825 | $0.008272 |
| 2029 | $0.007419 | $0.015913 | $0.0244074 |
| 2030 | $0.00631 | $0.012277 | $0.018244 |
| 2031 | $0.00746 | $0.012057 | $0.016655 |
| 2032 | $0.011387 | $0.021141 | $0.030894 |
Goose Finance Preisprognose 2032-2037
Die Preisprognose für Goose Finance für die Jahre 2032-2037 wird derzeit zwischen $0.021141 am unteren Ende und $0.19279 am oberen Ende geschätzt. Im Vergleich zum aktuellen Preis könnte Goose Finance bis 2037 potenziell um 3326.16% steigen, wenn es das obere Preisziel erreicht. Bitte beachten Sie, dass diese Informationen nur für allgemeine Zwecke bestimmt sind und nicht als langfristige Anlageberatung gelten sollten.
| Goose Finance Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2032 | $0.011387 | $0.021141 | $0.030894 |
| 2033 | $0.026463 | $0.054377 | $0.082291 |
| 2034 | $0.021275 | $0.034466 | $0.047658 |
| 2035 | $0.025153 | $0.040653 | $0.056153 |
| 2036 | $0.041637 | $0.078909 | $0.11618 |
| 2037 | $0.10813 | $0.19279 | $0.27745 |
Goose Finance Potenzielles Preishistogramm
Goose Finance Preisprognose basierend auf technischer Analyse
Ab dem 6. Januar 2026 ist die allgemeine Preisprognose-Stimmung für Goose Finance Neutral, mit 17 technischen Indikatoren, die bullische Signale zeigen, und 17 anzeigen bärische Signale. Die Preisprognose für EGG wurde zuletzt am 6. Januar 2026 aktualisiert.
50-Tage- und 200-Tage-Einfacher Gleitender Durchschnitt (SMA) und 14-Tage-Relative-Stärke-Index - RSI (14) von Goose Finance
Laut unseren technischen Indikatoren wird der 200-Tage-SMA von Goose Finance im nächsten Monat steigen, und bis zum 04.02.2026 $0.00703 erreichen. Der kurzfristige 50-Tage-SMA für Goose Finance wird voraussichtlich bis zum 04.02.2026 $0.005289 erreichen.
Der Relative-Stärke-Index (RSI) Momentum-Oszillator ist ein häufig verwendetes Tool, um festzustellen, ob eine Kryptowährung überverkauft (unter 30) oder überkauft (über 70) ist. Derzeit steht der RSI bei 50.64, was darauf hindeutet, dass sich der EGG-Markt in einem NEUTRAL Zustand befindet.
Beliebte EGG Gleitende Durchschnitte und Oszillatoren für Sa., 19. Okt. 2024
Gleitende Durchschnitte (MA) sind weit verbreitete Indikatoren auf den Finanzmärkten, die dazu entwickelt wurden, Preisschwankungen über einen festgelegten Zeitraum zu glätten. Als nachlaufende Indikatoren basieren sie auf historischen Preisdaten. Die folgende Tabelle hebt zwei Arten hervor: den einfachen gleitenden Durchschnitt (SMA) und den exponentiellen gleitenden Durchschnitt (EMA).
Täglicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 3 | $0.005571 | BUY |
| SMA 5 | $0.00554 | BUY |
| SMA 10 | $0.005485 | BUY |
| SMA 21 | $0.005467 | BUY |
| SMA 50 | $0.00587 | SELL |
| SMA 100 | $0.0069033 | SELL |
| SMA 200 | $0.007438 | SELL |
Täglicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 3 | $0.005578 | BUY |
| EMA 5 | $0.005549 | BUY |
| EMA 10 | $0.005514 | BUY |
| EMA 21 | $0.005555 | BUY |
| EMA 50 | $0.005943 | SELL |
| EMA 100 | $0.006548 | SELL |
| EMA 200 | $0.007314 | SELL |
Wöchentlicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 21 | $0.007121 | SELL |
| SMA 50 | $0.007994 | SELL |
| SMA 100 | $0.01074 | SELL |
| SMA 200 | $0.020383 | SELL |
Wöchentlicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 21 | $0.006801 | SELL |
| EMA 50 | $0.010693 | SELL |
| EMA 100 | $0.2287087 | SELL |
| EMA 200 | $1.44 | SELL |
Goose Finance Oszillatoren
Ein Oszillator ist ein technisches Analysewerkzeug, das hohe und niedrige Grenzen zwischen zwei Extremen festlegt und einen Trendindikator schafft, der innerhalb dieser Grenzen schwankt. Händler verwenden diesen Indikator, um kurzfristige überkaufte oder überverkaufte Bedingungen zu identifizieren.
| Periode | Wert | Aktion |
|---|---|---|
| RSI (14) | 50.64 | NEUTRAL |
| Stoch RSI (14) | 109.85 | SELL |
| Stochastic Fast (14) | 100 | SELL |
| Commodity Channel Index (20) | 198.63 | SELL |
| Average Directional Index (14) | 32.41 | SELL |
| Awesome Oscillator (5, 34) | -0.000044 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Prozentbereich (14) | -0 | SELL |
| Ultimate Oscillator (7, 14, 28) | 75.75 | SELL |
| VWMA (10) | 0.005486 | BUY |
| Hull Moving Average (9) | 0.005598 | BUY |
| Ichimoku Wolke B/L (9, 26, 52, 26) | -0.000790 | SELL |
Auf weltweiten Geldflüssen basierende Goose Finance-Preisprognose
Definition weltweiter Geldflüsse, die für Goose Finance-Preisprognosen genutzt werden
M0: Die Summe aller physischen Währungen, sowie Geld aus Konten der Zentralbank, das in physische Währung umgetauscht werden kann.
M1: Beträge von M0 sowie solche in Einlagenkonten, einschließlich "Girokonten" bzw. "Kontokorrentkonten".
M2: Beträge von M1 sowie aus den meisten Sparkonten, Geldmarktkonten und Einlagenzertifikaten (CD) unter einem Betrag von 100.000 $.
Goose Finance-Preisprognosen basierend auf Erfahrungen mit der Kapitalisierung von Internetunternehmen oder bestimmten Technologiebereichen
| Vergleich | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook aktie | $0.0079069 | $0.01111 | $0.015612 | $0.021937 | $0.030826 | $0.043315 |
| Amazon.com aktie | $0.011741 | $0.024498 | $0.051117 | $0.106659 | $0.222552 | $0.464368 |
| Apple aktie | $0.007981 | $0.011321 | $0.016058 | $0.022777 | $0.0323078 | $0.045826 |
| Netflix aktie | $0.008878 | $0.0140089 | $0.0221039 | $0.034876 | $0.055029 | $0.086828 |
| Google aktie | $0.007286 | $0.009436 | $0.01222 | $0.015825 | $0.020493 | $0.026539 |
| Tesla aktie | $0.012756 | $0.028916 | $0.065552 | $0.1486026 | $0.336871 | $0.763661 |
| Kodak aktie | $0.004219 | $0.003164 | $0.002372 | $0.001779 | $0.001334 | $0.00100063 |
| Nokia aktie | $0.003727 | $0.002469 | $0.001635 | $0.001083 | $0.000717 | $0.000475 |
Diese Berechnung zeigt, wie viel eine Kryptowährung wert sein könnte, wenn wir davon ausgehen, dass ihre Kapitalisierung wie die Kapitalisierung einiger Internetunternehmen oder bestimmter Technologiebereiche abläuft. Wenn Sie die Daten hochrechnen, können Sie sich ein Bild des möglichen zukünftigen Preises für 2024, 2025, 2026, 2027, 2028, 2029 und 2030 machen.
Goose Finance Prognose und Prognoseübersicht
Sie stellen sich sicher Fragen wie: "Sollte ich jetzt in Goose Finance investieren?", "Sollte ich heute EGG kaufen?", "Wird Goose Finance auf kurze bzw. lange Sicht eine gute oder schlechte Investition sein?".
Wir passen unsere Goose Finance-Prognose regelmäßig an die aktuelle Wertentwicklung an. Schauen Sie sich unsere ähnliche Prognosen an. Wir erstellen mithilfe technischer Analysemethoden eine Preisprognose einer Vielzahl von digitalen Coins wie Goose Finance.
Wenn Sie auf der Suche nach einer Kryptowährung sind, die eine gute Rendite bietet, sollten Sie das Maximum an verfügbaren Informationsquellen bezüglich Goose Finance zu Rate ziehen. Nur so können Sie eine verantwortungsvolle Entscheidung bezüglich Ihrer Anlage treffen.
Der Goose Finance-Preis entspricht heute $0.005627 USD, der Preis kann sich jedoch sowohl nach oben als auch nach unten bewegen und das von Ihnen investierte Geld kann komplett verloren gehen, da es sich bei Kryptowährungen um hochrisikoreiche Anlagewerte handelt
Goose Finance-Preisprognose basierend auf Bitcoins Wachstumsmuster
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Wenn die Wachstumsrate von Goose Finance 1 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.005773 | $0.005923 | $0.006077 | $0.006235 |
| Wenn die Wachstumsrate von Goose Finance 2 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.005919 | $0.006227 | $0.006551 | $0.006891 |
| Wenn die Wachstumsrate von Goose Finance 5 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.006358 | $0.007184 | $0.008118 | $0.009173 |
| Wenn die Wachstumsrate von Goose Finance 10 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.007089 | $0.008932 | $0.011254 | $0.014179 |
| Wenn die Wachstumsrate von Goose Finance 20 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.008552 | $0.012998 | $0.019755 | $0.030026 |
| Wenn die Wachstumsrate von Goose Finance 50 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.01294 | $0.029758 | $0.068433 | $0.157374 |
| Wenn die Wachstumsrate von Goose Finance 100 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.020253 | $0.072898 | $0.262385 | $0.94441 |
Fragefeld
Ist EGG eine gute Investition?
Die Entscheidung, Goose Finance zu erwerben, hängt vollständig von Ihrer individuellen Risikotoleranz ab. Wie Sie vielleicht feststellen, hat der Wert von Goose Finance in den letzten 2026 Stunden um 0.0513% gestiegen, und Goose Finance hat in den letzten 30 Tagen ein Rückgang von erfahren. Daher hängt die Entscheidung, ob Sie in Goose Finance investieren sollten, davon ab, ob eine solche Investition mit Ihren Handelszielen übereinstimmt.
Kann Goose Finance steigen?
Es scheint, dass der Durchschnittswert von Goose Finance bis zum Ende dieses Jahres potenziell auf $0.0058032 steigen könnte. Betrachtet man die Aussichten von Goose Finance in einem längeren Fünf-Jahres-Zeitraum, könnte die digitale Währung potenziell bis zu $0.018244 wachsen. Angesichts der Unvorhersehbarkeit des Marktes ist es jedoch wichtig, gründliche Recherchen durchzuführen, bevor Sie Gelder in ein bestimmtes Projekt, Netzwerk oder Asset investieren.
Wie viel wird Goose Finance nächste Woche kosten?
Basierend auf unserer neuen experimentellen Goose Finance-Prognose wird der Preis von Goose Finance in der nächsten Woche um 0.86% steigen und $0.005675 erreichen bis zum 13. Januar 2026.
Wie viel wird Goose Finance nächsten Monat kosten?
Basierend auf unserer neuen experimentellen Goose Finance-Prognose wird der Preis von Goose Finance im nächsten Monat um -11.62% fallen und $0.004973 erreichen bis zum 5. Februar 2026.
Wie hoch kann der Preis von Goose Finance in diesem Jahr 2026 steigen?
Gemäß unserer neuesten Prognose für den Wert von Goose Finance im Jahr 2026 wird erwartet, dass EGG innerhalb der Spanne von $0.001944 bis $0.0058032 schwankt. Es ist jedoch entscheidend zu beachten, dass der Kryptowährungsmarkt äußerst volatil ist und diese prognostizierte Goose Finance-Preisvorhersage plötzliche und extreme Preisschwankungen nicht berücksichtigt.
Wo wird Goose Finance in 5 Jahren sein?
Die Zukunft von Goose Finance scheint auf einem Aufwärtstrend, mit einem maximalen Preis von $0.018244 nach einem Zeitraum von fünf Jahren zu sein. Basierend auf der Goose Finance-Prognose für 2030 könnte der Wert von Goose Finance seinen höchsten Gipfel von ungefähr $0.018244 erreichen, während sein niedrigster Gipfel voraussichtlich bei etwa $0.00631 liegen wird.
Wie viel wird Goose Finance im Jahr 2026 kosten?
Basierend auf unserer neuen experimentellen Goose Finance-Preisprognosesimulation wird der Wert von EGG im Jahr 2026 voraussichtlich um 3.13% steigen und bis zu $0.0058032 erreichen, wenn das Beste eintritt. Der Preis wird zwischen $0.0058032 und $0.001944 während des Jahres 2026 liegen.
Wie viel wird Goose Finance im Jahr 2027 kosten?
Laut unserer neuesten experimentellen Simulation für die Preisprognose von Goose Finance könnte der Wert von EGG um -12.62% fallen und bis zu $0.004916 im Jahr 2027 steigen, vorausgesetzt, die Bedingungen sind am günstigsten. Der Preis wird voraussichtlich zwischen $0.004916 und $0.001871 im Laufe des Jahres schwanken.
Wie viel wird Goose Finance im Jahr 2028 kosten?
Unser neues experimentelles Goose Finance-Preisprognosemodell deutet darauf hin, dass der Wert von EGG im Jahr 2028 um 47.02% steigen, und im besten Fall $0.008272 erreichen wird. Der Preis wird voraussichtlich zwischen $0.008272 und $0.003377 im Laufe des Jahres liegen.
Wie viel wird Goose Finance im Jahr 2029 kosten?
Basierend auf unserem experimentellen Prognosemodell könnte der Wert von Goose Finance im Jahr 2029 333.75% Wachstum erfahren und unter optimalen Bedingungen $0.0244074 erreichen. Die vorhergesagte Preisspanne für das Jahr 2029 liegt zwischen $0.0244074 und $0.007419.
Wie viel wird Goose Finance im Jahr 2030 kosten?
Unter Verwendung unserer neuen experimentellen Simulation für Goose Finance-Preisprognosen wird der Wert von EGG im Jahr 2030 voraussichtlich um 224.23% steigen, und $0.018244 im besten Fall erreichen. Der Preis wird voraussichtlich zwischen $0.018244 und $0.00631 während des Jahres 2030 liegen.
Wie viel wird Goose Finance im Jahr 2031 kosten?
Unsere experimentelle Simulation zeigt, dass der Preis von Goose Finance im Jahr 2031 um 195.98% steigen könnte, und unter idealen Bedingungen $0.016655 erreichen könnte. Der Preis wird voraussichtlich zwischen $0.016655 und $0.00746 während des Jahres schwanken.
Wie viel wird Goose Finance im Jahr 2032 kosten?
Basierend auf den Ergebnissen unserer neuesten experimentellen Goose Finance-Preisprognose könnte EGG eine 449.04% Steigerung im Wert erfahren und $0.030894 erreichen, wenn das positivste Szenario im Jahr 2032 eintritt. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $0.030894 und $0.011387 liegen.
Wie viel wird Goose Finance im Jahr 2033 kosten?
Laut unserer experimentellen Goose Finance-Preisprognose wird der Wert von EGG voraussichtlich um 1362.43% steigen im Jahr 2033, wobei der höchste mögliche Preis $0.082291 beträgt. Im Laufe des Jahres könnte der Preis von EGG zwischen $0.082291 und $0.026463 liegen.
Wie viel wird Goose Finance im Jahr 2034 kosten?
Die Ergebnisse unserer neuen Goose Finance-Preisprognosesimulation deuten darauf hin, dass EGG im Jahr 2034 um 746.96% steigen könnte und unter den besten Umständen $0.047658 erreichen könnte. Die vorhergesagte Preisspanne für das Jahr liegt zwischen $0.047658 und $0.021275.
Wie viel wird Goose Finance im Jahr 2035 kosten?
Basierend auf unserer experimentellen Prognose für den Preis von Goose Finance könnte EGG um 897.93% steigen, wobei der Wert im Jahr 2035 $0.056153 erreichen könnte. Die erwartete Preisspanne für das Jahr liegt zwischen $0.056153 und $0.025153.
Wie viel wird Goose Finance im Jahr 2036 kosten?
Unsere jüngste Goose Finance-Preisprognosesimulation deutet darauf hin, dass der Wert von EGG im Jahr 2036 möglicherweise um 1964.7% steigen könnte und unter optimalen Bedingungen $0.11618 erreichen könnte. Die erwartete Preisspanne für das Jahr 2036 liegt zwischen $0.11618 und $0.041637.
Wie viel wird Goose Finance im Jahr 2037 kosten?
Laut der experimentellen Simulation könnte der Wert von Goose Finance um 4830.69% steigen im Jahr 2037, wobei ein Höchstwert von $0.27745 unter günstigen Bedingungen erwartet wird. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $0.27745 und $0.10813 liegen.
Verwandte Prognosen
NearPad-Preisprognose
DucatusX-Preisprognose
Web3Camp [OLD]-Preisprognose
Total Crypto Market Cap Token-Preisprognose
Mars Ecosystem Token-Preisprognose
Metarun-Preisprognose
Civfund Stone-Preisprognose
Zeusshield-Preisprognose
Capa-Preisprognose
GlobalBoost-Y-Preisprognose
Catfish-Preisprognose
Dohrnii-Preisprognose
Vulture Peak-Preisprognose
Index Coop - ETH 2x Flexible Leverage Index (Polygon)-Preisprognose
Shirtum-Preisprognose
Riecoin-Preisprognose
B20-PreisprognosePacoca-Preisprognose
Refereum-Preisprognose
Blue Whale-Preisprognose
Ajna Protocol-Preisprognose
Gold-Preisprognose
EverETH-Preisprognose
Tardigrades Finance-Preisprognose
Tag Protocol-Preisprognose
Wie liest und prognostiziert man die Kursbewegungen von Goose Finance?
Goose Finance-Händler verwenden Indikatoren und Chartmuster, um die Marktrichtung vorherzusagen. Sie identifizieren auch wichtige Unterstützungs- und Widerstandsniveaus, um abzuschätzen, wann ein Abwärtstrend sich verlangsamen oder ein Aufwärtstrend ins Stocken geraten könnte.
Goose Finance Preisprognose-Indikatoren
Gleitende Durchschnitte sind beliebte Tools für die Preisprognose von Goose Finance. Ein einfacher gleitender Durchschnitt (SMA) berechnet den durchschnittlichen Schlusskurs von EGG über einen bestimmten Zeitraum, z. B. einen 12-Tage-SMA. Ein exponentieller gleitender Durchschnitt (EMA) gibt neueren Preisen mehr Gewicht und reagiert schneller auf Preisänderungen.
Häufig verwendete gleitende Durchschnitte auf dem Kryptomarkt sind die 50-Tage-, 100-Tage- und 200-Tage-Durchschnitte, die helfen, wichtige Widerstands- und Unterstützungsniveaus zu identifizieren. Eine Kursbewegung von EGG über diesen Durchschnitten wird als bullisch angesehen, während ein Fall darunter auf Schwäche hindeutet.
Händler verwenden auch RSI und Fibonacci-Retracement-Level, um die zukünftige Richtung von EGG einzuschätzen.
Wie liest man Goose Finance-Charts und prognostiziert Kursbewegungen?
Die meisten Händler bevorzugen Kerzencharts gegenüber einfachen Liniendiagrammen, da sie detailliertere Informationen liefern. Kerzen können die Preisbewegung von Goose Finance in verschiedenen Zeitrahmen darstellen, wie z. B. 5-Minuten für kurzfristige und wöchentliche für langfristige Trends. Beliebte Optionen sind 1-Stunden-, 4-Stunden- und 1-Tages-Charts.
Ein 1-Stunden-Kerzenchart zeigt beispielsweise die Eröffnungs-, Schluss-, Höchst- und Tiefstpreise von EGG innerhalb jeder Stunde. Die Farbe der Kerze ist entscheidend: Grün zeigt an, dass der Preis höher schloss als er eröffnete, während Rot das Gegenteil bedeutet. Einige Charts verwenden hohle und gefüllte Kerzen, um die gleiche Information zu vermitteln.
Was beeinflusst den Preis von Goose Finance?
Die Preisentwicklung von Goose Finance wird durch Angebot und Nachfrage bestimmt und von Faktoren wie Blockbelohnungs-Halbierungen, Hard Forks und Protokoll-Updates beeinflusst. Ereignisse in der realen Welt, wie Vorschriften, Akzeptanz durch Unternehmen und Regierungen und Hacks von Kryptowährungsbörsen, beeinflussen ebenfalls den Preis von EGG. Die Marktkapitalisierung von Goose Finance kann sich schnell ändern.
Händler überwachen oft die Aktivitäten von EGG-„Walen“, großen Inhabern von Goose Finance, da ihre Aktionen die Kursbewegungen auf dem relativ kleinen Goose Finance-Markt erheblich beeinflussen können.
Bullische und bärische Kursprognosemuster
Händler identifizieren oft Kerzenmuster, um sich einen Vorteil bei Kryptowährungspreisprognosen zu verschaffen. Bestimmte Formationen deuten auf bullische Trends hin, während andere auf bärische Bewegungen hindeuten.
Häufig verfolgte bullische Kerzenmuster:
- Hammer
- Bullish Engulfing
- Piercing Line
- Morning Star
- Drei weiße Soldaten
Häufige bärische Kerzenmuster:
- Bearish Harami
- Dark Cloud Cover
- Evening Star
- Shooting Star
- Hanging Man


