Goose Finance Preisvorhersage bis zu $0.0058034 im Jahr 2026
| Jahr | Min. Preis | Max. Preis |
|---|---|---|
| 2026 | $0.001944 | $0.0058034 |
| 2027 | $0.001871 | $0.004916 |
| 2028 | $0.003377 | $0.008273 |
| 2029 | $0.007419 | $0.0244078 |
| 2030 | $0.00631 | $0.018244 |
| 2031 | $0.00746 | $0.016655 |
| 2032 | $0.011388 | $0.030894 |
| 2033 | $0.026463 | $0.082292 |
| 2034 | $0.021275 | $0.047659 |
| 2035 | $0.025154 | $0.056154 |
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 $3,956.07 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' => '$292.93K'
'low24h' => '$0.005623'
'high24h' => '$0.005709'
'volume24h' => '$12.54K'
'current_supply' => '52.06M'
'max_supply' => '52.06M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.005627'
'change_24h_pct' => '-0.1666%'
'ath_price' => '$172.51'
'ath_days' => 1781
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '20.02.2021'
'ath_pct' => '-100.00%'
'fdv' => '$292.93K'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.277456'
'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' => '$0.0058034'
'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 => 0.0057337611536296
107 => 0.005755168936422
108 => 0.0058034017641616
109 => 0.0053912575320428
110 => 0.0055762981923452
111 => 0.0056849922443077
112 => 0.0051939085632176
113 => 0.005675285098887
114 => 0.0053840830178997
115 => 0.0052852446579042
116 => 0.0054183174886744
117 => 0.0053664588771057
118 => 0.0053218738881187
119 => 0.0052969946981967
120 => 0.0053947086984019
121 => 0.0053901502234989
122 => 0.0052302711536928
123 => 0.0050217154246355
124 => 0.0050917135729156
125 => 0.0050662825894093
126 => 0.0049741174245203
127 => 0.005036225617591
128 => 0.0047627325675447
129 => 0.0042922019898717
130 => 0.0046030489022239
131 => 0.0045910816342347
201 => 0.0045850471950421
202 => 0.0048186400584971
203 => 0.0047961854945802
204 => 0.0047554302411953
205 => 0.0049733689223312
206 => 0.0048938183720277
207 => 0.0051389744235962
208 => 0.0053004500548586
209 => 0.005259494611581
210 => 0.0054113632232627
211 => 0.0050933261888755
212 => 0.0051989653342678
213 => 0.0052207374157236
214 => 0.0049706795928357
215 => 0.0047998593389373
216 => 0.0047884675754958
217 => 0.0044922887957169
218 => 0.0046505051092032
219 => 0.0047897289176352
220 => 0.0047230515176002
221 => 0.0047019434446798
222 => 0.0048097800114477
223 => 0.0048181598362433
224 => 0.0046270989428496
225 => 0.0046668265526978
226 => 0.0048324972899302
227 => 0.0046626520751868
228 => 0.0043326705669988
301 => 0.0042508305906169
302 => 0.0042399116291575
303 => 0.0040179551223993
304 => 0.0042562995291718
305 => 0.0041522558083826
306 => 0.0044809286757204
307 => 0.004293192496605
308 => 0.0042850995651469
309 => 0.004272865912273
310 => 0.0040818187779985
311 => 0.0041236459587258
312 => 0.004262685877923
313 => 0.0043122968874894
314 => 0.0043071220527406
315 => 0.004262004506466
316 => 0.0042826590881113
317 => 0.0042161234840985
318 => 0.0041926283775028
319 => 0.0041184713582483
320 => 0.0040094810263438
321 => 0.0040246368004717
322 => 0.0038086984340971
323 => 0.0036910437513797
324 => 0.0036584784858673
325 => 0.003614930851828
326 => 0.0036633973070079
327 => 0.0038080867078364
328 => 0.0036335605928685
329 => 0.0033343478103395
330 => 0.0033523310084033
331 => 0.0033927339151931
401 => 0.0033174433656822
402 => 0.003246187179227
403 => 0.0033081386521527
404 => 0.0031813582517427
405 => 0.0034080547208821
406 => 0.0034019232167014
407 => 0.003486421641581
408 => 0.0035392602407404
409 => 0.0034174843763776
410 => 0.0033868580758072
411 => 0.0034043042084998
412 => 0.003115958496832
413 => 0.0034628576452671
414 => 0.0034658576435081
415 => 0.0034401698372171
416 => 0.0036248829244492
417 => 0.0040146851519656
418 => 0.0038680258742156
419 => 0.0038112349690707
420 => 0.0037032754168764
421 => 0.0038471251101715
422 => 0.0038360796981312
423 => 0.0037861281560369
424 => 0.00375591730752
425 => 0.0038115817222276
426 => 0.003749019870527
427 => 0.0037377820428768
428 => 0.003669693034194
429 => 0.0036453883559467
430 => 0.0036273941397695
501 => 0.0036075842758337
502 => 0.0036512798993657
503 => 0.0035522598678041
504 => 0.0034328514167942
505 => 0.0034229238961101
506 => 0.0034503346535555
507 => 0.0034382074338768
508 => 0.0034228658356479
509 => 0.0033935745465933
510 => 0.0033848844468402
511 => 0.0034131230552008
512 => 0.0033812433127749
513 => 0.0034282836093038
514 => 0.0034154912515063
515 => 0.003344034180735
516 => 0.003254972213758
517 => 0.0032541793754381
518 => 0.0032349911207438
519 => 0.0032105519934172
520 => 0.0032037535872864
521 => 0.0033029212718996
522 => 0.0035081954112097
523 => 0.0034678951858693
524 => 0.003497016228811
525 => 0.0036402629379285
526 => 0.0036857967591781
527 => 0.0036534779313828
528 => 0.0036092379265581
529 => 0.0036111842622486
530 => 0.0037623657510948
531 => 0.0037717947551112
601 => 0.0037956188063485
602 => 0.0038262394448646
603 => 0.0036586927585295
604 => 0.0036032928283894
605 => 0.0035770412680179
606 => 0.0034961966227062
607 => 0.0035833806415788
608 => 0.0035325822473737
609 => 0.0035394366862722
610 => 0.0035349727239474
611 => 0.0035374103492285
612 => 0.0034079913545989
613 => 0.0034551448341798
614 => 0.0033767430288088
615 => 0.0032717718124326
616 => 0.0032714199121076
617 => 0.0032971114686031
618 => 0.0032818291254889
619 => 0.0032407047331135
620 => 0.0032465462589488
621 => 0.0031953683458896
622 => 0.0032527601842002
623 => 0.0032544059767651
624 => 0.0032323069928609
625 => 0.003320727038326
626 => 0.0033569528030969
627 => 0.0033424067784851
628 => 0.0033559322152334
629 => 0.0034695698421768
630 => 0.0034880977337259
701 => 0.0034963265992681
702 => 0.0034853010095573
703 => 0.0033580093024464
704 => 0.0033636552309429
705 => 0.003322229153768
706 => 0.0032872284839277
707 => 0.0032886283271669
708 => 0.0033066232212335
709 => 0.0033852079790085
710 => 0.0035505849689217
711 => 0.0035568609047999
712 => 0.0035644675221662
713 => 0.0035335275865577
714 => 0.0035241958059229
715 => 0.0035365068333172
716 => 0.0035986137356195
717 => 0.0037583695502006
718 => 0.0037019011755956
719 => 0.003655991508059
720 => 0.0036962666636461
721 => 0.0036900666191305
722 => 0.0036377320039153
723 => 0.0036362631455721
724 => 0.0035358162865854
725 => 0.0034986833698823
726 => 0.0034676523253346
727 => 0.0034337672347744
728 => 0.0034136790172518
729 => 0.0034445436492981
730 => 0.0034516027558267
731 => 0.003384116698436
801 => 0.0033749185981832
802 => 0.0034300291694362
803 => 0.0034057770617569
804 => 0.0034307209559284
805 => 0.0034365081533409
806 => 0.003435576281267
807 => 0.0034102542955131
808 => 0.0034263937741202
809 => 0.0033882190958043
810 => 0.003346709866787
811 => 0.0033202295647904
812 => 0.0032971219891959
813 => 0.0033099434151559
814 => 0.0032642373727085
815 => 0.0032496150898487
816 => 0.0034209260819178
817 => 0.0035474753536628
818 => 0.0035456352771327
819 => 0.0035344342844844
820 => 0.0035177918814475
821 => 0.0035973962401782
822 => 0.0035696636733359
823 => 0.0035898414328472
824 => 0.0035949775195007
825 => 0.0036105229069106
826 => 0.0036160790467385
827 => 0.0035992845331915
828 => 0.0035429200944508
829 => 0.0034024652720788
830 => 0.0033370831731141
831 => 0.0033155059914308
901 => 0.0033162902810041
902 => 0.00329465607335
903 => 0.0033010283170813
904 => 0.0032924400670298
905 => 0.003276175999153
906 => 0.0033089391547955
907 => 0.0033127148032733
908 => 0.0033050674912558
909 => 0.0033068687100727
910 => 0.0032435522327774
911 => 0.00324836604703
912 => 0.0032215621175615
913 => 0.0032165367039124
914 => 0.0031487787043013
915 => 0.0030287355863112
916 => 0.0030952511265451
917 => 0.0030149097074428
918 => 0.0029844831946576
919 => 0.0031285175738892
920 => 0.0031140605171061
921 => 0.0030893163202251
922 => 0.0030527144958955
923 => 0.0030391385232121
924 => 0.0029566552108179
925 => 0.0029517816566903
926 => 0.0029926626135496
927 => 0.0029737974585868
928 => 0.0029473036362263
929 => 0.0028513456972719
930 => 0.0027434572033055
1001 => 0.0027467136787754
1002 => 0.0027810310013694
1003 => 0.0028808132451327
1004 => 0.002841826596244
1005 => 0.002813541335155
1006 => 0.0028082443560049
1007 => 0.0028745471400459
1008 => 0.0029683794703266
1009 => 0.0030124035003143
1010 => 0.0029687770236262
1011 => 0.0029186612762232
1012 => 0.0029217115895536
1013 => 0.0029420039575764
1014 => 0.0029441363985369
1015 => 0.0029115161989597
1016 => 0.0029206985940667
1017 => 0.0029067496962433
1018 => 0.0028211453360483
1019 => 0.0028195970246267
1020 => 0.0027985883340781
1021 => 0.0027979521992777
1022 => 0.002762211175791
1023 => 0.0027572107595392
1024 => 0.0026862447880813
1025 => 0.0027329548053996
1026 => 0.0027016241781685
1027 => 0.0026544015327833
1028 => 0.0026462603309196
1029 => 0.0026460155965608
1030 => 0.0026945026945811
1031 => 0.0027323882054287
1101 => 0.002702169187843
1102 => 0.0026952889033097
1103 => 0.0027687523418324
1104 => 0.0027594034496463
1105 => 0.002751307369307
1106 => 0.002959977814312
1107 => 0.0027947988743327
1108 => 0.0027227714284174
1109 => 0.0026336237864562
1110 => 0.0026626507082002
1111 => 0.0026687671071059
1112 => 0.0024543830982596
1113 => 0.0023674075325705
1114 => 0.002337560796031
1115 => 0.0023203835771816
1116 => 0.0023282114515092
1117 => 0.0022499232411727
1118 => 0.0023025342132863
1119 => 0.0022347432406726
1120 => 0.002223377863503
1121 => 0.0023445965202264
1122 => 0.0023614633881603
1123 => 0.002289504089429
1124 => 0.0023357136083668
1125 => 0.0023189573944396
1126 => 0.0022359053223261
1127 => 0.0022327333440611
1128 => 0.0021910607336961
1129 => 0.0021258511678822
1130 => 0.0020960486464991
1201 => 0.0020805272346054
1202 => 0.002086931671659
1203 => 0.0020836933923057
1204 => 0.0020625614290687
1205 => 0.0020849046517022
1206 => 0.0020278269507305
1207 => 0.0020050981502973
1208 => 0.0019948320784458
1209 => 0.0019441723335635
1210 => 0.002024794516162
1211 => 0.0020406781017854
1212 => 0.0020565929829792
1213 => 0.0021951211582201
1214 => 0.0021882006820616
1215 => 0.0022507584161256
1216 => 0.0022483275376162
1217 => 0.002230485058493
1218 => 0.0021552105740177
1219 => 0.0021852136418909
1220 => 0.0020928688624893
1221 => 0.0021620598500516
1222 => 0.0021304839728129
1223 => 0.0021513840141947
1224 => 0.0021138038553094
1225 => 0.0021346022668833
1226 => 0.0020444446891789
1227 => 0.0019602568116699
1228 => 0.0019941364711769
1229 => 0.00203096753567
1230 => 0.0021108266678717
1231 => 0.0020632632275559
]
'min_raw' => 0.0019441723335635
'max_raw' => 0.0058034017641616
'avg_raw' => 0.0038737870488626
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.001944'
'max' => '$0.0058034'
'avg' => '$0.003873'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0036829576664365
'max_diff' => 0.00017627176416164
'year' => 2026
]
1 => [
'items' => [
101 => 0.0020803688392663
102 => 0.0020230679034813
103 => 0.0019048397057539
104 => 0.0019055088645135
105 => 0.0018873220320344
106 => 0.0018716059534515
107 => 0.0020687264608361
108 => 0.0020442114097287
109 => 0.0020051498842397
110 => 0.0020574352883501
111 => 0.0020712603790778
112 => 0.002071653959975
113 => 0.0021098000411323
114 => 0.002130158611484
115 => 0.0021337468977476
116 => 0.0021937705806492
117 => 0.0022138897274263
118 => 0.002296757645633
119 => 0.0021284313290271
120 => 0.0021249647593068
121 => 0.0020581710512099
122 => 0.0020158094255681
123 => 0.0020610715879595
124 => 0.002101167684937
125 => 0.0020594169487104
126 => 0.0020648687134555
127 => 0.0020088217612317
128 => 0.0020288559093975
129 => 0.002046112016689
130 => 0.0020365842085097
131 => 0.0020223206185142
201 => 0.0020978802622347
202 => 0.0020936168910154
203 => 0.0021639797683567
204 => 0.0022188326629419
205 => 0.0023171388561663
206 => 0.0022145512187188
207 => 0.0022108125174613
208 => 0.00224735892196
209 => 0.0022138841323622
210 => 0.0022350390438776
211 => 0.0023137304728675
212 => 0.0023153930987617
213 => 0.0022875419728609
214 => 0.0022858472293188
215 => 0.0022911963427059
216 => 0.0023225262668911
217 => 0.0023115786287095
218 => 0.0023242475127736
219 => 0.0023400901462885
220 => 0.0024056219956438
221 => 0.0024214215026664
222 => 0.0023830368917068
223 => 0.0023865025923022
224 => 0.0023721456941222
225 => 0.0023582771103717
226 => 0.0023894516612988
227 => 0.0024464237658554
228 => 0.0024460693453498
301 => 0.0024592857662274
302 => 0.0024675194869435
303 => 0.0024321743301783
304 => 0.0024091659328016
305 => 0.0024179888164182
306 => 0.0024320967994585
307 => 0.0024134137876608
308 => 0.0022980935840326
309 => 0.0023330743671303
310 => 0.0023272518543499
311 => 0.002318959888109
312 => 0.0023541333360121
313 => 0.0023507407711556
314 => 0.0022491202824198
315 => 0.0022556256964018
316 => 0.0022495158981906
317 => 0.0022692579061579
318 => 0.0022128179991442
319 => 0.0022301785344131
320 => 0.0022410668993888
321 => 0.0022474802300078
322 => 0.0022706495778658
323 => 0.0022679309223143
324 => 0.0022704805824196
325 => 0.0023048346088119
326 => 0.0024785854854262
327 => 0.0024880423622806
328 => 0.0024414732419593
329 => 0.0024600766869924
330 => 0.002424362140655
331 => 0.002448337554878
401 => 0.0024647409243798
402 => 0.0023906172517876
403 => 0.0023862281289553
404 => 0.0023503661759809
405 => 0.0023696363581845
406 => 0.0023389761127234
407 => 0.0023464990645097
408 => 0.002325464235476
409 => 0.0023633227397439
410 => 0.0024056544301322
411 => 0.0024163490868534
412 => 0.0023882160493591
413 => 0.0023678458761558
414 => 0.0023320825623629
415 => 0.0023915577502379
416 => 0.0024089501076461
417 => 0.0023914663955886
418 => 0.0023874150374782
419 => 0.0023797377211797
420 => 0.002389043816424
421 => 0.0024088553851324
422 => 0.0023995126151917
423 => 0.002405683679336
424 => 0.0023821659463918
425 => 0.0024321860308959
426 => 0.0025116299630772
427 => 0.0025118853883095
428 => 0.0025025425680078
429 => 0.0024987196872342
430 => 0.0025083059878335
501 => 0.002513506162658
502 => 0.0025445065009692
503 => 0.002577771099085
504 => 0.0027330024640104
505 => 0.0026894141179077
506 => 0.0028271446196248
507 => 0.0029360715644157
508 => 0.0029687339923605
509 => 0.0029386860955373
510 => 0.0028358938636606
511 => 0.0028308503863685
512 => 0.0029844653785531
513 => 0.0029410621072486
514 => 0.002935899426235
515 => 0.0028809772227374
516 => 0.0029134430472517
517 => 0.0029063422951855
518 => 0.0028951334106684
519 => 0.0029570759422527
520 => 0.0030730268317307
521 => 0.003054954798225
522 => 0.0030414648635505
523 => 0.0029823558966678
524 => 0.0030179526971969
525 => 0.0030052773583403
526 => 0.0030597386580371
527 => 0.0030274769905622
528 => 0.0029407332847801
529 => 0.0029545475058369
530 => 0.0029524595141146
531 => 0.0029954302358044
601 => 0.002982531491752
602 => 0.0029499408273209
603 => 0.0030726305241959
604 => 0.0030646637377168
605 => 0.0030759588194832
606 => 0.0030809312637888
607 => 0.0031556103202417
608 => 0.0031862039402072
609 => 0.003193149227556
610 => 0.0032222108003277
611 => 0.003192426149151
612 => 0.0033115859899544
613 => 0.0033908203309192
614 => 0.0034828550953117
615 => 0.0036173426227018
616 => 0.0036679111770796
617 => 0.0036587764203528
618 => 0.003760743328735
619 => 0.0039439755965008
620 => 0.0036958129004793
621 => 0.003957128821976
622 => 0.0038743992182675
623 => 0.0036782488161168
624 => 0.0036656190426796
625 => 0.0037984543723691
626 => 0.0040930703486937
627 => 0.0040192723881311
628 => 0.0040931910557198
629 => 0.0040069610035564
630 => 0.0040026789546626
701 => 0.0040890030545553
702 => 0.0042907040192364
703 => 0.004194883451564
704 => 0.0040575011716385
705 => 0.0041589421092305
706 => 0.0040710645811727
707 => 0.0038730519150873
708 => 0.0040192159562215
709 => 0.0039214802244273
710 => 0.0039500047068821
711 => 0.0041554306780206
712 => 0.0041307132816835
713 => 0.004162699881313
714 => 0.0041062443702021
715 => 0.0040535060206075
716 => 0.0039550659746879
717 => 0.0039259227301267
718 => 0.0039339768744593
719 => 0.0039259187388928
720 => 0.0038708424379115
721 => 0.0038589487159585
722 => 0.0038391253249608
723 => 0.0038452694227396
724 => 0.0038079956481264
725 => 0.0038783389619763
726 => 0.00389139530089
727 => 0.0039425852985644
728 => 0.0039479000139393
729 => 0.0040904634288184
730 => 0.0040119418955838
731 => 0.0040646209193006
801 => 0.0040599088115852
802 => 0.0036824999901114
803 => 0.0037345035958043
804 => 0.0038154048866319
805 => 0.0037789589647732
806 => 0.0037274329582972
807 => 0.0036858229454182
808 => 0.0036227795210642
809 => 0.0037115119302007
810 => 0.0038281856125755
811 => 0.0039508590510652
812 => 0.0040982431495284
813 => 0.0040653487344915
814 => 0.0039481038078626
815 => 0.0039533633296237
816 => 0.0039858756236053
817 => 0.0039437692488458
818 => 0.0039313512569151
819 => 0.0039841695822053
820 => 0.0039845333129831
821 => 0.0039360848400969
822 => 0.0038822432284608
823 => 0.0038820176301421
824 => 0.0038724370353998
825 => 0.0040086653700777
826 => 0.0040835771799124
827 => 0.0040921656981835
828 => 0.004082999104203
829 => 0.004086526962417
830 => 0.0040429374308433
831 => 0.0041425701739467
901 => 0.0042340030316755
902 => 0.0042094970726261
903 => 0.0041727591562837
904 => 0.0041434956363792
905 => 0.0042026035173447
906 => 0.0041999715364497
907 => 0.0042332044454276
908 => 0.0042316968087137
909 => 0.0042205218313774
910 => 0.0042094974717198
911 => 0.0042532078116252
912 => 0.004240619935699
913 => 0.0042280125073247
914 => 0.0042027263796191
915 => 0.0042061631843324
916 => 0.0041694316113092
917 => 0.0041524379049063
918 => 0.0038968933342088
919 => 0.0038286034747587
920 => 0.00385008885471
921 => 0.0038571623996576
922 => 0.0038274425653091
923 => 0.0038700531733658
924 => 0.003863412355236
925 => 0.0038892478938305
926 => 0.0038731069709653
927 => 0.0038737694000699
928 => 0.0039212364126088
929 => 0.0039350162882879
930 => 0.0039280077323003
1001 => 0.0039329162846748
1002 => 0.0040460318023749
1003 => 0.0040299503929886
1004 => 0.0040214074647665
1005 => 0.0040237739142674
1006 => 0.0040526773542638
1007 => 0.0040607687393935
1008 => 0.0040264849720275
1009 => 0.0040426533949094
1010 => 0.0041114964874622
1011 => 0.0041355876736741
1012 => 0.0042124751756371
1013 => 0.0041798119982368
1014 => 0.0042397666739842
1015 => 0.0044240469071763
1016 => 0.0045712627086724
1017 => 0.0044358769736663
1018 => 0.0047062200452946
1019 => 0.0049167209049676
1020 => 0.0049086415313659
1021 => 0.0048719358375093
1022 => 0.0046322862052264
1023 => 0.0044117570406251
1024 => 0.0045962390509771
1025 => 0.0045967093335605
1026 => 0.0045808621652623
1027 => 0.0044824367639838
1028 => 0.0045774371746472
1029 => 0.0045849779622549
1030 => 0.0045807571264519
1031 => 0.0045052946020622
1101 => 0.004390077275125
1102 => 0.0044125904650173
1103 => 0.0044494675293173
1104 => 0.0043796515532358
1105 => 0.0043573411185785
1106 => 0.0043988204613402
1107 => 0.0045324755462825
1108 => 0.0045072088266854
1109 => 0.0045065490105258
1110 => 0.0046146507517191
1111 => 0.0045372732348406
1112 => 0.004412874428439
1113 => 0.0043814620892039
1114 => 0.0042699694468067
1115 => 0.0043469778120336
1116 => 0.0043497492060028
1117 => 0.0043075725113744
1118 => 0.0044162968347591
1119 => 0.0044152949209786
1120 => 0.0045185124845524
1121 => 0.004715825699359
1122 => 0.0046574704725471
1123 => 0.0045896096927954
1124 => 0.0045969880411297
1125 => 0.0046779103110419
1126 => 0.0046289828593773
1127 => 0.0046465775121302
1128 => 0.0046778836794277
1129 => 0.0046967714674466
1130 => 0.0045942703791004
1201 => 0.004570372472213
1202 => 0.0045214857417471
1203 => 0.0045087321062826
1204 => 0.004548549328192
1205 => 0.0045380588969821
1206 => 0.0043495162810711
1207 => 0.0043298125286672
1208 => 0.0043304168146229
1209 => 0.0042808707923409
1210 => 0.004205301215953
1211 => 0.0044038935506754
1212 => 0.0043879438068993
1213 => 0.0043703365241825
1214 => 0.0043724933158496
1215 => 0.0044586955174338
1216 => 0.0044086938871994
1217 => 0.0045416314162836
1218 => 0.0045143034567718
1219 => 0.0044862746382164
1220 => 0.0044824002017133
1221 => 0.0044716114978759
1222 => 0.0044346130181175
1223 => 0.0043899351305453
1224 => 0.0043604349192378
1225 => 0.0040222707212791
1226 => 0.0040850320294096
1227 => 0.0041572331935405
1228 => 0.0041821567460704
1229 => 0.0041395232848106
1230 => 0.004436296447022
1231 => 0.0044905197635354
]
'min_raw' => 0.0018716059534515
'max_raw' => 0.0049167209049676
'avg_raw' => 0.0033941634292096
'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' => -7.256638011199E-5
'max_diff' => -0.000886680859194
'year' => 2027
]
2 => [
'items' => [
101 => 0.004326273800917
102 => 0.0042955500874295
103 => 0.0044383106885634
104 => 0.0043522085943059
105 => 0.0043909803620779
106 => 0.004307177007178
107 => 0.0044774589544314
108 => 0.0044761616912936
109 => 0.0044099181678198
110 => 0.0044659067402438
111 => 0.004456177347974
112 => 0.0043813885731227
113 => 0.0044798298919925
114 => 0.0044798787176585
115 => 0.0044161207665734
116 => 0.0043416654381161
117 => 0.0043283545839444
118 => 0.0043183266433876
119 => 0.0043885141034249
120 => 0.0044514439606239
121 => 0.0045685408232366
122 => 0.0045979817566503
123 => 0.0047128916797577
124 => 0.0046444684154099
125 => 0.0046747995622657
126 => 0.0047077283127803
127 => 0.0047235155666917
128 => 0.0046977910836338
129 => 0.004876293493031
130 => 0.0048913645655566
131 => 0.0048964177658102
201 => 0.004836227757694
202 => 0.004889690572548
203 => 0.0048646770919801
204 => 0.0049297552194727
205 => 0.0049399603008228
206 => 0.0049313169599756
207 => 0.0049345562138723
208 => 0.0047822358974347
209 => 0.0047743372854737
210 => 0.0046666391509259
211 => 0.0047105269368185
212 => 0.0046284808246885
213 => 0.0046544984920135
214 => 0.004665966831865
215 => 0.0046599764219492
216 => 0.0047130082863842
217 => 0.0046679203679203
218 => 0.0045489259379539
219 => 0.0044298990880347
220 => 0.0044284048028911
221 => 0.0043970671343058
222 => 0.0043744157396989
223 => 0.0043787792019016
224 => 0.0043941566118391
225 => 0.0043735219766787
226 => 0.0043779254222927
227 => 0.0044510519594904
228 => 0.0044657169650108
229 => 0.004415879546265
301 => 0.0042157751184953
302 => 0.0041666689899967
303 => 0.0042019655013446
304 => 0.0041850960423068
305 => 0.0033776991394954
306 => 0.0035673850655234
307 => 0.0034546801294029
308 => 0.003506619749272
309 => 0.0033915771942947
310 => 0.0034464815314268
311 => 0.0034363427051439
312 => 0.0037413520609823
313 => 0.0037365897594175
314 => 0.0037388692211612
315 => 0.0036300645730302
316 => 0.003803393331871
317 => 0.0038887813111765
318 => 0.0038729782687346
319 => 0.003876955554054
320 => 0.003808612614889
321 => 0.0037395309302026
322 => 0.0036629087102903
323 => 0.0038052633240947
324 => 0.0037894359211139
325 => 0.003825738289032
326 => 0.0039180654318021
327 => 0.0039316609542917
328 => 0.0039499334743899
329 => 0.0039433840766612
330 => 0.0040994173016513
331 => 0.0040805206485646
401 => 0.0041260561455654
402 => 0.0040323861734484
403 => 0.0039263897087627
404 => 0.0039465361714139
405 => 0.003944595905053
406 => 0.0039198940873442
407 => 0.0038975943908096
408 => 0.0038604716789801
409 => 0.0039779334323364
410 => 0.0039731646996605
411 => 0.0040503649386382
412 => 0.0040367190465158
413 => 0.003945588439206
414 => 0.0039488431866742
415 => 0.0039707329275762
416 => 0.0040464935707706
417 => 0.0040689844878486
418 => 0.00405856579895
419 => 0.0040832260627767
420 => 0.0041027165298254
421 => 0.0040856737653575
422 => 0.004326963370213
423 => 0.0042267631036244
424 => 0.0042756000163707
425 => 0.0042872473322969
426 => 0.0042574129774687
427 => 0.0042638829807428
428 => 0.0042736832727327
429 => 0.0043331887266014
430 => 0.0044893482555949
501 => 0.0045585102479722
502 => 0.0047665875144321
503 => 0.0045527673072867
504 => 0.0045400801010707
505 => 0.0045775611000916
506 => 0.004699724482719
507 => 0.0047987264301155
508 => 0.0048315710876263
509 => 0.0048359120513226
510 => 0.0048975308122843
511 => 0.0049328495369458
512 => 0.0048900486739693
513 => 0.0048537794240339
514 => 0.0047238674726702
515 => 0.004738905134779
516 => 0.004842499714577
517 => 0.0049888331602319
518 => 0.0051144024800039
519 => 0.0050704324807524
520 => 0.0054058925370597
521 => 0.0054391520314111
522 => 0.0054345566446999
523 => 0.0055103267225089
524 => 0.0053599385483662
525 => 0.0052956446902865
526 => 0.0048616212475434
527 => 0.004983564131368
528 => 0.0051608152744616
529 => 0.0051373554210155
530 => 0.0050086309029643
531 => 0.005114304830914
601 => 0.0050793657256045
602 => 0.0050518078036222
603 => 0.0051780559865893
604 => 0.0050392409234275
605 => 0.0051594304880186
606 => 0.0050052861282286
607 => 0.0050706333320052
608 => 0.005033539098653
609 => 0.0050575436137301
610 => 0.0049172137090821
611 => 0.0049929323193143
612 => 0.0049140635659568
613 => 0.0049140261718987
614 => 0.004912285139797
615 => 0.0050050738783645
616 => 0.005008099715798
617 => 0.0049395286978006
618 => 0.0049296465428265
619 => 0.0049661860492127
620 => 0.0049234078569464
621 => 0.004943423503865
622 => 0.0049240141105013
623 => 0.0049196446472307
624 => 0.0048848280204881
625 => 0.0048698280603842
626 => 0.0048757099312423
627 => 0.0048556320736914
628 => 0.0048435344382692
629 => 0.0049098786156184
630 => 0.0048744335979772
701 => 0.0049044461583118
702 => 0.0048702430579235
703 => 0.004751680210396
704 => 0.0046834934630036
705 => 0.004459539234806
706 => 0.0045230523761085
707 => 0.0045651616545011
708 => 0.0045512445382436
709 => 0.0045811438891739
710 => 0.0045829794664885
711 => 0.0045732588827133
712 => 0.0045620036919854
713 => 0.0045565252875902
714 => 0.0045973568255797
715 => 0.0046210609077089
716 => 0.0045693878839373
717 => 0.00455728161745
718 => 0.004609525897429
719 => 0.0046413948780356
720 => 0.0048766975252016
721 => 0.004859265545082
722 => 0.0049030163943288
723 => 0.0048980907201151
724 => 0.0049439485801827
725 => 0.0050189068004155
726 => 0.0048664957800342
727 => 0.0048929490631958
728 => 0.0048864633290601
729 => 0.004957272873703
730 => 0.0049574939333723
731 => 0.0049150400741598
801 => 0.0049380549999741
802 => 0.004925208699766
803 => 0.0049484237005236
804 => 0.0048590327303597
805 => 0.0049679012828604
806 => 0.0050296227367937
807 => 0.0050304797392414
808 => 0.0050597352185541
809 => 0.0050894604798988
810 => 0.0051465155305254
811 => 0.0050878692455035
812 => 0.0049823702878499
813 => 0.004989986971833
814 => 0.0049281329715612
815 => 0.0049291727484806
816 => 0.004923622337796
817 => 0.0049402795380759
818 => 0.0048626880491055
819 => 0.0048808986164792
820 => 0.0048554037155151
821 => 0.0048928936422602
822 => 0.0048525606783893
823 => 0.0048864602014428
824 => 0.0049010901118056
825 => 0.004955074796004
826 => 0.0048445870966396
827 => 0.004619295198276
828 => 0.0046666542867123
829 => 0.0045966064749389
830 => 0.0046030896666094
831 => 0.004616186745576
901 => 0.0045737348275476
902 => 0.0045818333156938
903 => 0.004581543980709
904 => 0.0045790506481217
905 => 0.0045680072646717
906 => 0.0045519921738023
907 => 0.0046157913666409
908 => 0.0046266320927131
909 => 0.0046507296838896
910 => 0.0047224277696788
911 => 0.0047152634401512
912 => 0.0047269487588559
913 => 0.0047014397737337
914 => 0.0046042729552677
915 => 0.0046095495809941
916 => 0.004543749973634
917 => 0.0046490470399917
918 => 0.0046241113048249
919 => 0.0046080350741462
920 => 0.0046036485256603
921 => 0.0046755243371362
922 => 0.0046970307064451
923 => 0.0046836293803305
924 => 0.0046561428694905
925 => 0.0047089250959609
926 => 0.004723047393061
927 => 0.0047262088545714
928 => 0.0048197288398889
929 => 0.0047314355828732
930 => 0.0047526886473964
1001 => 0.0049184989898514
1002 => 0.0047681318895079
1003 => 0.0048477846961463
1004 => 0.0048438861057546
1005 => 0.0048846337863268
1006 => 0.004840543606612
1007 => 0.0048410901572312
1008 => 0.0048772713370923
1009 => 0.0048264613952875
1010 => 0.0048138801391548
1011 => 0.0047964992239162
1012 => 0.0048344498164717
1013 => 0.004857199480351
1014 => 0.0050405450634318
1015 => 0.0051589946716763
1016 => 0.0051538524617938
1017 => 0.0052008426343064
1018 => 0.0051796731312088
1019 => 0.005111311221474
1020 => 0.0052279966655446
1021 => 0.0051910725087143
1022 => 0.0051941164913405
1023 => 0.0051940031941552
1024 => 0.0052185545304815
1025 => 0.0052011576585974
1026 => 0.0051668666383615
1027 => 0.005189630617889
1028 => 0.005257231498814
1029 => 0.0054670667074537
1030 => 0.0055844932701552
1031 => 0.0054599974809339
1101 => 0.0055458730092738
1102 => 0.0054943782928493
1103 => 0.0054850201710398
1104 => 0.0055389563489889
1105 => 0.0055929869350776
1106 => 0.0055895454203244
1107 => 0.0055503219893253
1108 => 0.0055281656684117
1109 => 0.0056959407532818
1110 => 0.0058195545778402
1111 => 0.0058111249437229
1112 => 0.0058483306072527
1113 => 0.0059575675861041
1114 => 0.0059675548464479
1115 => 0.0059662966811991
1116 => 0.0059415422143742
1117 => 0.0060491002062676
1118 => 0.0061388269754079
1119 => 0.0059358122705295
1120 => 0.0060131176124896
1121 => 0.006047822471118
1122 => 0.0060987795000521
1123 => 0.0061847525492536
1124 => 0.0062781420839115
1125 => 0.0062913483880762
1126 => 0.0062819778832915
1127 => 0.0062203849747392
1128 => 0.0063225729179307
1129 => 0.0063824322184502
1130 => 0.0064180770620538
1201 => 0.006508466454696
1202 => 0.0060480367965099
1203 => 0.005722121799607
1204 => 0.005671225466571
1205 => 0.0057747251611992
1206 => 0.005802017205278
1207 => 0.0057910158165311
1208 => 0.0054241688566217
1209 => 0.0056692940932478
1210 => 0.0059330282371422
1211 => 0.0059431593397003
1212 => 0.0060751901665547
1213 => 0.0061181848159049
1214 => 0.0062244869371988
1215 => 0.0062178377105689
1216 => 0.0062437205854678
1217 => 0.0062377705607575
1218 => 0.0064346728559018
1219 => 0.0066518853277198
1220 => 0.0066443639505141
1221 => 0.006613137087749
1222 => 0.0066595143039265
1223 => 0.0068837008527458
1224 => 0.0068630613478468
1225 => 0.0068831108687874
1226 => 0.0071474394444455
1227 => 0.0074911041931026
1228 => 0.0073314374139748
1229 => 0.0076778683818041
1230 => 0.0078959283125362
1231 => 0.0082730404149196
]
'min_raw' => 0.0033776991394954
'max_raw' => 0.0082730404149196
'avg_raw' => 0.0058253697772075
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.003377'
'max' => '$0.008273'
'avg' => '$0.005825'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0015060931860438
'max_diff' => 0.003356319509952
'year' => 2028
]
3 => [
'items' => [
101 => 0.008225824122385
102 => 0.0083726310964664
103 => 0.0081412971044103
104 => 0.007610107498336
105 => 0.0075260447098626
106 => 0.0076943405411952
107 => 0.0081080794204592
108 => 0.0076813104315155
109 => 0.0077676452421537
110 => 0.0077427808108819
111 => 0.0077414558910064
112 => 0.0077920226938137
113 => 0.0077186729089547
114 => 0.0074198326900648
115 => 0.0075567894013056
116 => 0.0075039038378941
117 => 0.0075625843133791
118 => 0.0078792586379027
119 => 0.0077392493704578
120 => 0.0075917609806338
121 => 0.0077767441517668
122 => 0.0080122912957332
123 => 0.0079975511787827
124 => 0.0079689491910078
125 => 0.0081301770985435
126 => 0.0083964783664478
127 => 0.0084684585290772
128 => 0.0085215928135606
129 => 0.0085289191336797
130 => 0.0086043847841897
131 => 0.0081985869616049
201 => 0.0088425985276742
202 => 0.0089538015346739
203 => 0.0089328999782504
204 => 0.0090564974403926
205 => 0.0090201319316654
206 => 0.0089674440150931
207 => 0.0091633722825228
208 => 0.0089387563345106
209 => 0.0086199422746688
210 => 0.0084450345760125
211 => 0.0086753671430047
212 => 0.008816023204168
213 => 0.0089089879131913
214 => 0.0089371189779709
215 => 0.0082300878914139
216 => 0.0078490373495015
217 => 0.008093286378114
218 => 0.0083912870501888
219 => 0.0081969315528251
220 => 0.0082045499203582
221 => 0.0079274500568438
222 => 0.0084158042394838
223 => 0.0083446551427783
224 => 0.0087137767823469
225 => 0.0086256829406776
226 => 0.0089266873085263
227 => 0.0088474227707169
228 => 0.0091764454355432
301 => 0.0093077014844755
302 => 0.0095281008190055
303 => 0.0096902274666725
304 => 0.0097854313351712
305 => 0.0097797156520072
306 => 0.010156960809378
307 => 0.0099345125200183
308 => 0.0096550650415464
309 => 0.0096500107183063
310 => 0.0097947405272083
311 => 0.010098054501983
312 => 0.010176699402603
313 => 0.010220651173115
314 => 0.010153337506604
315 => 0.0099118858315166
316 => 0.0098076282224017
317 => 0.0098964587260013
318 => 0.0097878266533912
319 => 0.0099753560874924
320 => 0.010232874054639
321 => 0.01017969761276
322 => 0.010357458485305
323 => 0.0105414222874
324 => 0.010804498786727
325 => 0.010873276725346
326 => 0.010986964042492
327 => 0.011103985636173
328 => 0.011141569818243
329 => 0.011213329683502
330 => 0.01121295147359
331 => 0.011429204657543
401 => 0.011667738616247
402 => 0.011757779663583
403 => 0.011964824087042
404 => 0.011610267767571
405 => 0.011879202808739
406 => 0.012121788947754
407 => 0.011832567752168
408 => 0.012231191790387
409 => 0.012246669458489
410 => 0.012480363870904
411 => 0.01224346981349
412 => 0.01210280287839
413 => 0.012508903049302
414 => 0.012705402129971
415 => 0.012646215007711
416 => 0.012195798084883
417 => 0.011933636116507
418 => 0.011247507678
419 => 0.012060256451954
420 => 0.012456122671541
421 => 0.012194772887009
422 => 0.012326582516518
423 => 0.013045693115703
424 => 0.01331948387291
425 => 0.013262537309353
426 => 0.013272160341173
427 => 0.013419892864108
428 => 0.014075020228588
429 => 0.013682452726058
430 => 0.013982555872519
501 => 0.014141729499299
502 => 0.014289578834695
503 => 0.013926507595225
504 => 0.01345415724725
505 => 0.013304544064127
506 => 0.012168786801578
507 => 0.012109665703719
508 => 0.012076479239938
509 => 0.011867243280116
510 => 0.011702841130249
511 => 0.011572102436815
512 => 0.011229005063364
513 => 0.011344790355174
514 => 0.01079796475188
515 => 0.011147804394558
516 => 0.010275057528135
517 => 0.011001907052306
518 => 0.010606315902092
519 => 0.010871944720071
520 => 0.010871017966148
521 => 0.010381911094557
522 => 0.010099804458423
523 => 0.010279573786722
524 => 0.010472300776766
525 => 0.010503570082489
526 => 0.01075344565577
527 => 0.010823180557215
528 => 0.010611880550225
529 => 0.010256971789194
530 => 0.010339408999774
531 => 0.010098133870982
601 => 0.009675308488286
602 => 0.0099789890599609
603 => 0.010082678959023
604 => 0.010128474325532
605 => 0.0097126741234742
606 => 0.009582020672526
607 => 0.0095124618715299
608 => 0.010203297204504
609 => 0.010241142723517
610 => 0.010047519697429
611 => 0.010922714135432
612 => 0.010724630679633
613 => 0.010945938431385
614 => 0.01033192868698
615 => 0.01035538468609
616 => 0.010064702633146
617 => 0.010227465159413
618 => 0.010112429851929
619 => 0.010214315555741
620 => 0.010275385426516
621 => 0.010566019781395
622 => 0.011005225629786
623 => 0.010522608700578
624 => 0.010312325593321
625 => 0.010442784050386
626 => 0.010790212113166
627 => 0.011316583412793
628 => 0.011004961009204
629 => 0.011143253740225
630 => 0.011173464549738
701 => 0.01094368572622
702 => 0.011325055685769
703 => 0.011529434945335
704 => 0.011739085775322
705 => 0.011921119716716
706 => 0.011655346623505
707 => 0.011939761930317
708 => 0.011710573399086
709 => 0.011504967593498
710 => 0.011505279412634
711 => 0.011376299887367
712 => 0.011126385804695
713 => 0.011080297813481
714 => 0.011320053364051
715 => 0.011512314610672
716 => 0.011528150167814
717 => 0.011634595872683
718 => 0.011697589344347
719 => 0.012315011002124
720 => 0.012563343100461
721 => 0.012866998889623
722 => 0.012985289932604
723 => 0.01334130356229
724 => 0.013053793642305
725 => 0.012991589062594
726 => 0.012128016448145
727 => 0.012269426415383
728 => 0.012495837416963
729 => 0.012131749882169
730 => 0.012362679621597
731 => 0.012408270043921
801 => 0.012119378327057
802 => 0.012273687875308
803 => 0.011863887464744
804 => 0.011014158158881
805 => 0.011326001677394
806 => 0.011555623472414
807 => 0.011227924858758
808 => 0.011815311940048
809 => 0.011472172533289
810 => 0.011363413814943
811 => 0.010939107279391
812 => 0.011139363631115
813 => 0.011410213214217
814 => 0.011242859661504
815 => 0.011590143411646
816 => 0.01208198981904
817 => 0.012432508858909
818 => 0.012459417358378
819 => 0.012234057098694
820 => 0.012595198353067
821 => 0.012597828872839
822 => 0.0121904600626
823 => 0.011940948934568
824 => 0.011884259481303
825 => 0.01202588085018
826 => 0.012197835336745
827 => 0.01246895963564
828 => 0.012632794371159
829 => 0.013059988470164
830 => 0.01317557494474
831 => 0.013302569436669
901 => 0.013472273241538
902 => 0.013676046170446
903 => 0.013230202602795
904 => 0.013247916798894
905 => 0.012832753441823
906 => 0.012389091854344
907 => 0.012725775696043
908 => 0.01316594503189
909 => 0.013064969699902
910 => 0.013053607912315
911 => 0.01307271528754
912 => 0.012996583184768
913 => 0.012652240505516
914 => 0.012479313767695
915 => 0.0127024333778
916 => 0.012821011520659
917 => 0.013004915879134
918 => 0.012982245785202
919 => 0.013455963662745
920 => 0.013640036105473
921 => 0.013592942497719
922 => 0.013601608854917
923 => 0.01393486322003
924 => 0.014305510613024
925 => 0.014652670807794
926 => 0.015005817068791
927 => 0.014580085467626
928 => 0.014363925216029
929 => 0.014586947419092
930 => 0.014468608698882
1001 => 0.015148618086753
1002 => 0.015195700461374
1003 => 0.015875660676826
1004 => 0.016521023889447
1005 => 0.016115682818483
1006 => 0.016497901191439
1007 => 0.016911301524513
1008 => 0.017708817838798
1009 => 0.017440242401109
1010 => 0.017234517824953
1011 => 0.017040109094539
1012 => 0.017444642801013
1013 => 0.017965068951808
1014 => 0.01807716376011
1015 => 0.018258800173071
1016 => 0.018067831694286
1017 => 0.018297832192495
1018 => 0.01910983501851
1019 => 0.018890424687173
1020 => 0.018578826744705
1021 => 0.019219824990263
1022 => 0.019451799763513
1023 => 0.021079920208314
1024 => 0.023135489524175
1025 => 0.022284470329813
1026 => 0.021756215253654
1027 => 0.021880367726929
1028 => 0.022630992055669
1029 => 0.022872068766435
1030 => 0.022216739162448
1031 => 0.022448212657339
1101 => 0.023723654372162
1102 => 0.024407887931096
1103 => 0.023478606853237
1104 => 0.020914757215247
1105 => 0.018550770759252
1106 => 0.01917780641908
1107 => 0.019106720034437
1108 => 0.02047702304242
1109 => 0.018885191823335
1110 => 0.018911994178585
1111 => 0.020310633601598
1112 => 0.019937500582288
1113 => 0.019333072878273
1114 => 0.018555183750391
1115 => 0.017117183751467
1116 => 0.015843507050823
1117 => 0.018341480371012
1118 => 0.018233763219175
1119 => 0.018077772820529
1120 => 0.018424912572793
1121 => 0.020110524672447
1122 => 0.020071665857756
1123 => 0.019824465904634
1124 => 0.020011964890357
1125 => 0.019300203399531
1126 => 0.019483640542225
1127 => 0.01855039629172
1128 => 0.018972261668671
1129 => 0.019331776047882
1130 => 0.01940395388221
1201 => 0.019566574228443
1202 => 0.018177001174863
1203 => 0.018800878680199
1204 => 0.019167348265167
1205 => 0.017511625348004
1206 => 0.01913461994665
1207 => 0.018152811799521
1208 => 0.017819571368122
1209 => 0.018268235707912
1210 => 0.018093390778356
1211 => 0.017943069375162
1212 => 0.01785918744933
1213 => 0.018188637023196
1214 => 0.018173267806797
1215 => 0.017634224360546
1216 => 0.016931064159133
1217 => 0.017167067803174
1218 => 0.017081325466748
1219 => 0.016770584178559
1220 => 0.016979986287752
1221 => 0.016057885374846
1222 => 0.014471458680826
1223 => 0.015519500748459
1224 => 0.015479152268906
1225 => 0.015458806735857
1226 => 0.016246381383929
1227 => 0.016170674253955
1228 => 0.016033265071727
1229 => 0.016768060551169
1230 => 0.016499850316779
1231 => 0.017326411060891
]
'min_raw' => 0.0074198326900648
'max_raw' => 0.024407887931096
'avg_raw' => 0.01591386031058
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.007419'
'max' => '$0.0244078'
'avg' => '$0.015913'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0040421335505695
'max_diff' => 0.016134847516176
'year' => 2029
]
4 => [
'items' => [
101 => 0.017870837425561
102 => 0.017732753289133
103 => 0.018244788916545
104 => 0.017172504850473
105 => 0.017528674604652
106 => 0.017602080697359
107 => 0.016758993289012
108 => 0.016183060876705
109 => 0.016144652750914
110 => 0.015146065316347
111 => 0.015679502663577
112 => 0.016148905454001
113 => 0.015924097944516
114 => 0.015852930602946
115 => 0.016216509116713
116 => 0.016244762281072
117 => 0.015600587139549
118 => 0.015734531549845
119 => 0.016293102007186
120 => 0.015720457007465
121 => 0.014607901314035
122 => 0.014331972119779
123 => 0.014295158078881
124 => 0.013546816219838
125 => 0.014350411027946
126 => 0.013999620359205
127 => 0.015107763878641
128 => 0.014474798243432
129 => 0.014447512359991
130 => 0.0144062657452
131 => 0.013762136993508
201 => 0.013903160253611
202 => 0.014371943048642
203 => 0.014539210031125
204 => 0.014521762714474
205 => 0.014369645757202
206 => 0.014439284121276
207 => 0.01421495468698
208 => 0.014135739294716
209 => 0.013885713726822
210 => 0.013518245213344
211 => 0.013569343963958
212 => 0.012841292685391
213 => 0.012444611708222
214 => 0.012334815641913
215 => 0.012187991753351
216 => 0.012351399790809
217 => 0.012839230207594
218 => 0.012250803225955
219 => 0.01124198643929
220 => 0.011302618047108
221 => 0.011438839268191
222 => 0.011184991923897
223 => 0.010944746716315
224 => 0.011153620432598
225 => 0.010726171461091
226 => 0.011490494434236
227 => 0.011469821639803
228 => 0.011754713978776
301 => 0.011932863004915
302 => 0.011522287176097
303 => 0.011419028465464
304 => 0.011477849319887
305 => 0.010505671621344
306 => 0.011675266320018
307 => 0.011685381023541
308 => 0.011598772791166
309 => 0.012221545861024
310 => 0.013535791286218
311 => 0.013041319291861
312 => 0.01284984479015
313 => 0.012485851622432
314 => 0.012970850906641
315 => 0.012933610528781
316 => 0.012765195417105
317 => 0.012663337432076
318 => 0.012851013892628
319 => 0.01264008224169
320 => 0.012602193121168
321 => 0.012372626274571
322 => 0.012290681354962
323 => 0.012230012598804
324 => 0.012163222259464
325 => 0.012310545104933
326 => 0.011976692155166
327 => 0.011574098225754
328 => 0.01154062689665
329 => 0.011633044179135
330 => 0.011592156411293
331 => 0.011540431141748
401 => 0.011441673515648
402 => 0.011412374237607
403 => 0.011507582677252
404 => 0.01140009789989
405 => 0.011558697543886
406 => 0.011515567216438
407 => 0.011274644713359
408 => 0.010974366073588
409 => 0.010971692963838
410 => 0.010906998423455
411 => 0.010824600199388
412 => 0.010801678898469
413 => 0.011136029670809
414 => 0.011828125763276
415 => 0.011692250739868
416 => 0.011790434369313
417 => 0.012273400650268
418 => 0.012426921107681
419 => 0.012317955923341
420 => 0.012168797658336
421 => 0.012175359865005
422 => 0.012685078809805
423 => 0.012716869355158
424 => 0.012797193807247
425 => 0.012900433427868
426 => 0.012335538077153
427 => 0.012148753344786
428 => 0.012060244376169
429 => 0.011787671010107
430 => 0.01208161801673
501 => 0.011910347684037
502 => 0.011933457903345
503 => 0.011918407342703
504 => 0.011926625966528
505 => 0.011490280790388
506 => 0.011649262038946
507 => 0.011384924878298
508 => 0.01103100709343
509 => 0.011029820636915
510 => 0.011116441513367
511 => 0.011064916026578
512 => 0.010926262266471
513 => 0.010945957378667
514 => 0.01077340747166
515 => 0.010966908061495
516 => 0.010972456966033
517 => 0.010897948698898
518 => 0.011196063055474
519 => 0.011318200750601
520 => 0.011269157813052
521 => 0.011314759767364
522 => 0.01169789696053
523 => 0.011760365040464
524 => 0.01178810923516
525 => 0.011750935689668
526 => 0.011321762811921
527 => 0.011340798454033
528 => 0.011201127542561
529 => 0.011083120340526
530 => 0.011087840009741
531 => 0.01114851105145
601 => 0.011413465048901
602 => 0.011971045116646
603 => 0.011992204872631
604 => 0.012017851114159
605 => 0.011913534961097
606 => 0.011882072211163
607 => 0.011923579699551
608 => 0.012132977456829
609 => 0.012671605339484
610 => 0.012481218272007
611 => 0.012326430622597
612 => 0.01246222112158
613 => 0.012441317238623
614 => 0.012264867429538
615 => 0.012259915071082
616 => 0.011921251473032
617 => 0.011796055251831
618 => 0.01169143191862
619 => 0.011577185970015
620 => 0.011509457142123
621 => 0.011613519403966
622 => 0.011637319674479
623 => 0.01140978572026
624 => 0.011378773683067
625 => 0.011564582821743
626 => 0.011482815147475
627 => 0.011566915228201
628 => 0.011586427168326
629 => 0.011583285296568
630 => 0.011497910453674
701 => 0.01155232583262
702 => 0.011423617239407
703 => 0.011283665975694
704 => 0.011194385788716
705 => 0.01111647698428
706 => 0.011159705317068
707 => 0.011005604203862
708 => 0.010956304156305
709 => 0.011533891126618
710 => 0.011960560831694
711 => 0.011954356885203
712 => 0.011916591956461
713 => 0.011860480932686
714 => 0.012128872585946
715 => 0.012035370300611
716 => 0.012103401025569
717 => 0.012120717700312
718 => 0.012173130059309
719 => 0.012191862972656
720 => 0.012135239097676
721 => 0.011945202457223
722 => 0.011471649217353
723 => 0.011251208905861
724 => 0.011178459931345
725 => 0.011181104218399
726 => 0.011108162976841
727 => 0.011129647441477
728 => 0.011100691556816
729 => 0.011045856116448
730 => 0.011156319383147
731 => 0.011169049245598
801 => 0.011143265799212
802 => 0.011149338734211
803 => 0.010935862810394
804 => 0.010952092921236
805 => 0.010861721601643
806 => 0.010844778068662
807 => 0.010616327242261
808 => 0.010211593488814
809 => 0.010435855276679
810 => 0.010164978572917
811 => 0.010062393460751
812 => 0.010548015426489
813 => 0.010499272450186
814 => 0.010415845662817
815 => 0.010292440056632
816 => 0.010246667716885
817 => 0.0099685694703472
818 => 0.0099521379423453
819 => 0.010089970942614
820 => 0.010026365755534
821 => 0.0099370399837055
822 => 0.0096135110929516
823 => 0.0092497575030097
824 => 0.0092607369374165
825 => 0.0093764401865009
826 => 0.0097128629879227
827 => 0.0095814167792336
828 => 0.0094860510466583
829 => 0.0094681919116303
830 => 0.0096917363771371
831 => 0.010008098629843
901 => 0.010156528720606
902 => 0.010009439008548
903 => 0.0098404702672095
904 => 0.0098507546115691
905 => 0.0099191717471256
906 => 0.0099263614207064
907 => 0.0098163801403621
908 => 0.00984733922656
909 => 0.0098003095436672
910 => 0.0095116884665643
911 => 0.0095064682265068
912 => 0.0094356359595422
913 => 0.009433491186649
914 => 0.0093129878306051
915 => 0.0092961285780942
916 => 0.0090568618506381
917 => 0.0092143479352161
918 => 0.0091087145380717
919 => 0.0089495000921758
920 => 0.0089220514616918
921 => 0.0089212263227143
922 => 0.0090847039589507
923 => 0.0092124376038553
924 => 0.0091105520762406
925 => 0.0090873547165707
926 => 0.0093350418286033
927 => 0.0093035213858791
928 => 0.0092762248857649
929 => 0.0099797718600044
930 => 0.0094228595314388
1001 => 0.0091800139687398
1002 => 0.0088794464697782
1003 => 0.008977312763033
1004 => 0.0089979346289767
1005 => 0.0082751239753379
1006 => 0.007981879783177
1007 => 0.0078812494271016
1008 => 0.0078233352344759
1009 => 0.0078497274592961
1010 => 0.0075857732922381
1011 => 0.0077631548579
1012 => 0.0075345928607182
1013 => 0.0074962736980855
1014 => 0.0079049708624449
1015 => 0.0079618386852913
1016 => 0.0077192228855809
1017 => 0.0078750215049251
1018 => 0.0078185267597881
1019 => 0.0075385109001471
1020 => 0.0075278163539661
1021 => 0.0073873142386317
1022 => 0.0071674556347038
1023 => 0.0070669743531149
1024 => 0.0070146428292448
1025 => 0.0070362358359147
1026 => 0.0070253177509855
1027 => 0.0069540698615454
1028 => 0.0070294015966084
1029 => 0.0068369601427445
1030 => 0.0067603284052097
1031 => 0.0067257156272081
1101 => 0.006554912760387
1102 => 0.0068267360778789
1103 => 0.0068802886957648
1104 => 0.0069339468288511
1105 => 0.007401004243404
1106 => 0.0073776713748635
1107 => 0.0075885891429019
1108 => 0.0075803932662888
1109 => 0.007520236102203
1110 => 0.0072664429222979
1111 => 0.0073676003603796
1112 => 0.0070562534893204
1113 => 0.0072895357346473
1114 => 0.0071830754599795
1115 => 0.0072535414086927
1116 => 0.007126837279248
1117 => 0.007196960575968
1118 => 0.0068929880081366
1119 => 0.0066091427013052
1120 => 0.0067233703387352
1121 => 0.0068475488441365
1122 => 0.0071167994839413
1123 => 0.0069564360241431
1124 => 0.0070141087883003
1125 => 0.0068209146826778
1126 => 0.0064223000596106
1127 => 0.0064245561750878
1128 => 0.0063632379996205
1129 => 0.0063102501434166
1130 => 0.0069748556965779
1201 => 0.0068922014901833
1202 => 0.0067605028298086
1203 => 0.0069367867202169
1204 => 0.0069833989788424
1205 => 0.0069847259643164
1206 => 0.0071133381402125
1207 => 0.0071819784815433
1208 => 0.0071940766392071
1209 => 0.0073964506768296
1210 => 0.0074642837848626
1211 => 0.0077436787567497
1212 => 0.0071761548281447
1213 => 0.0071644670463046
1214 => 0.0069392673960681
1215 => 0.0067964422176224
1216 => 0.0069490467582285
1217 => 0.0070842335486083
1218 => 0.0069434680264769
1219 => 0.0069618490319449
1220 => 0.0067728828194492
1221 => 0.0068404293487297
1222 => 0.0068986095192462
1223 => 0.0068664858487593
1224 => 0.0068183951592373
1225 => 0.007073149773447
1226 => 0.0070587755197219
1227 => 0.0072960088732573
1228 => 0.007480949237058
1229 => 0.0078123954310333
1230 => 0.0074665140489392
1231 => 0.0074539087566217
]
'min_raw' => 0.0063102501434166
'max_raw' => 0.018244788916545
'avg_raw' => 0.012277519529981
'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' => -0.0011095825466482
'max_diff' => -0.0061630990145505
'year' => 2030
]
5 => [
'items' => [
101 => 0.0075771275109776
102 => 0.0074642649207133
103 => 0.0075355901818762
104 => 0.0078009038287757
105 => 0.0078065094880589
106 => 0.007712607472581
107 => 0.0077068935264053
108 => 0.0077249284356534
109 => 0.0078305594624292
110 => 0.0077936487359601
111 => 0.0078363627630954
112 => 0.0078897773080884
113 => 0.0081107225134775
114 => 0.0081639916544903
115 => 0.0080345752587122
116 => 0.008046260110237
117 => 0.0079978548256564
118 => 0.0079510959272681
119 => 0.0080562031022564
120 => 0.0082482885304342
121 => 0.0082470935769548
122 => 0.0082916536626849
123 => 0.008319414226939
124 => 0.0082002455631851
125 => 0.0081226711450346
126 => 0.008152418113142
127 => 0.0081999841629504
128 => 0.0081369930842683
129 => 0.0077481829663363
130 => 0.0078661231188303
131 => 0.0078464921104765
201 => 0.0078185351673685
202 => 0.0079371249027055
203 => 0.0079256866334307
204 => 0.0075830660607418
205 => 0.0076049995181756
206 => 0.0075843999069342
207 => 0.0076509614651391
208 => 0.0074606703781339
209 => 0.0075192026348666
210 => 0.0075559135175836
211 => 0.0075775365095302
212 => 0.0076556535834656
213 => 0.0076464874464632
214 => 0.0076550838035197
215 => 0.0077709108020231
216 => 0.008356724013427
217 => 0.0083886085339997
218 => 0.0082315974934841
219 => 0.0082943203072643
220 => 0.0081739062207779
221 => 0.0082547410037405
222 => 0.0083100461092626
223 => 0.0080601329719683
224 => 0.0080453347379006
225 => 0.0079244236596456
226 => 0.0079893944243463
227 => 0.0078860212661442
228 => 0.0079113854233274
301 => 0.0078404650286356
302 => 0.0079681076189711
303 => 0.0081108318686195
304 => 0.008146889650432
305 => 0.0080520371503342
306 => 0.0079833576891791
307 => 0.0078627791798115
308 => 0.0080633039281571
309 => 0.0081219434754543
310 => 0.0080629959195787
311 => 0.0080493364828528
312 => 0.0080234518749393
313 => 0.0080548280247861
314 => 0.0081216241118862
315 => 0.0080901243107399
316 => 0.0081109304843521
317 => 0.0080316388057753
318 => 0.0082002850129714
319 => 0.0084681357769188
320 => 0.008468996960923
321 => 0.0084374969899809
322 => 0.0084246078805478
323 => 0.0084569287623124
324 => 0.0084744615147977
325 => 0.0085789813197883
326 => 0.0086911352347959
327 => 0.0092145086195499
328 => 0.0090675474674234
329 => 0.0095319154699991
330 => 0.009899170269398
331 => 0.010009293925632
401 => 0.0099079853436151
402 => 0.0095614141571184
403 => 0.0095444097213037
404 => 0.010062333392511
405 => 0.0099159962329877
406 => 0.0098985898935034
407 => 0.0097134158498655
408 => 0.009822876643907
409 => 0.0097989359625571
410 => 0.0097611444258282
411 => 0.0099699879957543
412 => 0.010360924515062
413 => 0.010299993392348
414 => 0.010254511135756
415 => 0.010055221127055
416 => 0.010175238225328
417 => 0.010132502435409
418 => 0.010316122509703
419 => 0.010207350045374
420 => 0.0099148875850777
421 => 0.0099614631958487
422 => 0.0099544233859778
423 => 0.010099302174275
424 => 0.010055813158141
425 => 0.0099459314576038
426 => 0.010359588336539
427 => 0.010332727759701
428 => 0.010370809916474
429 => 0.010387574859616
430 => 0.010639360512372
501 => 0.010742509038064
502 => 0.010765925559265
503 => 0.010863908680879
504 => 0.010763487649939
505 => 0.011165243372682
506 => 0.01143238748521
507 => 0.011742689119021
508 => 0.012196123207236
509 => 0.012366618618904
510 => 0.012335820148832
511 => 0.012679608699544
512 => 0.013297389083185
513 => 0.012460691227383
514 => 0.013341736101204
515 => 0.013062807466304
516 => 0.012401472690669
517 => 0.012358890527743
518 => 0.012806754116058
519 => 0.013800072449667
520 => 0.013551257473221
521 => 0.013800479421833
522 => 0.013509748780574
523 => 0.013495311553765
524 => 0.01378635928351
525 => 0.014466408168244
526 => 0.014143342434358
527 => 0.013680148485865
528 => 0.014022163689336
529 => 0.013725878468076
530 => 0.013058264939566
531 => 0.013551067209098
601 => 0.013221544365663
602 => 0.013317716649775
603 => 0.014010324653852
604 => 0.013926988226388
605 => 0.014034833280272
606 => 0.013844489582963
607 => 0.013666678555231
608 => 0.013334781067549
609 => 0.013236522583794
610 => 0.013263677693734
611 => 0.01323650912707
612 => 0.013050815533007
613 => 0.01301071501905
614 => 0.012943879072276
615 => 0.012964594326904
616 => 0.012838923193424
617 => 0.013076090587283
618 => 0.013120110945495
619 => 0.013292701596625
620 => 0.013310620530573
621 => 0.013791283037298
622 => 0.013526542205799
623 => 0.013704153212192
624 => 0.013688266012041
625 => 0.0124158058206
626 => 0.012591139607969
627 => 0.012863903958342
628 => 0.012741023988222
629 => 0.012567300459958
630 => 0.012427009396418
701 => 0.012214454089657
702 => 0.01251362160216
703 => 0.012906995068183
704 => 0.013320597130837
705 => 0.013817512908835
706 => 0.013706607091923
707 => 0.013311307636014
708 => 0.01332904048084
709 => 0.013438657949935
710 => 0.01329669336766
711 => 0.013254825240869
712 => 0.013432905912242
713 => 0.013434132255955
714 => 0.013270784847054
715 => 0.013089254094322
716 => 0.01308849347384
717 => 0.01305619182977
718 => 0.013515495171295
719 => 0.013768065568329
720 => 0.013797022357311
721 => 0.013766116545715
722 => 0.01377801096599
723 => 0.013631045816966
724 => 0.013966964566475
725 => 0.014275236829946
726 => 0.014192613278059
727 => 0.014068748828151
728 => 0.01397008482768
729 => 0.014169371175135
730 => 0.014160497267789
731 => 0.014272544340655
801 => 0.014267461238215
802 => 0.014229784021913
803 => 0.014192614623631
804 => 0.014339987086381
805 => 0.014297546183839
806 => 0.014255039358852
807 => 0.014169785413872
808 => 0.014181372840912
809 => 0.014057529777948
810 => 0.014000234310348
811 => 0.013138647948689
812 => 0.012908403919708
813 => 0.012980843378275
814 => 0.013004692328925
815 => 0.012904489832446
816 => 0.013048154472487
817 => 0.013025764490515
818 => 0.013112870812666
819 => 0.013058450564303
820 => 0.013060683990278
821 => 0.013220722337094
822 => 0.013267182150027
823 => 0.013243552314193
824 => 0.013260101841227
825 => 0.013641478706627
826 => 0.013587259112112
827 => 0.013558456033163
828 => 0.013566434682876
829 => 0.013663884648798
830 => 0.013691165318685
831 => 0.013575575203394
901 => 0.013630088169984
902 => 0.013862197462997
903 => 0.013943422579303
904 => 0.014202654160285
905 => 0.01409252797721
906 => 0.014294669352394
907 => 0.014915983024636
908 => 0.01541233137766
909 => 0.014955868919756
910 => 0.015867349460502
911 => 0.01657706780559
912 => 0.016549827633408
913 => 0.01642607182386
914 => 0.015618076356816
915 => 0.014874546881508
916 => 0.015496540859532
917 => 0.015498126450096
918 => 0.015444696615765
919 => 0.015112848503513
920 => 0.015433149020781
921 => 0.015458573312681
922 => 0.015444342470082
923 => 0.015189915300477
924 => 0.014801452038491
925 => 0.014877356830034
926 => 0.015001690426996
927 => 0.014766300989241
928 => 0.014691079801129
929 => 0.014830930301246
930 => 0.015281557751629
1001 => 0.015196369242441
1002 => 0.015194144626192
1003 => 0.015558617194048
1004 => 0.015297733493566
1005 => 0.014878314232536
1006 => 0.014772405337665
1007 => 0.014396500109655
1008 => 0.01465613918957
1009 => 0.01466548313783
1010 => 0.014523281467208
1011 => 0.014889853114389
1012 => 0.014886475092126
1013 => 0.015234480314136
1014 => 0.015899735593825
1015 => 0.015702986872397
1016 => 0.015474189515576
1017 => 0.015499066132125
1018 => 0.015771901214946
1019 => 0.015606938895653
1020 => 0.015666260495829
1021 => 0.015771811424599
1022 => 0.015835492920608
1023 => 0.015489903344852
1024 => 0.015409329883282
1025 => 0.015244504858354
1026 => 0.015201505085955
1027 => 0.015335751629572
1028 => 0.015300382408329
1029 => 0.01466469781516
1030 => 0.014598265238258
1031 => 0.014600302630548
1101 => 0.014433254757232
1102 => 0.014178466654341
1103 => 0.014848034576131
1104 => 0.014794258901414
1105 => 0.014734894718434
1106 => 0.014742166492121
1107 => 0.015032803233208
1108 => 0.014864219245871
1109 => 0.01531242740658
1110 => 0.015220289283109
1111 => 0.015125788164439
1112 => 0.015112725231265
1113 => 0.015076350363034
1114 => 0.014951607405377
1115 => 0.014800972788117
1116 => 0.014701510766054
1117 => 0.013561366562766
1118 => 0.013772970694983
1119 => 0.014016401960774
1120 => 0.014100433458236
1121 => 0.013956691767025
1122 => 0.014957283203462
1123 => 0.015140100900838
1124 => 0.014586334170583
1125 => 0.014482747025499
1126 => 0.014964074359448
1127 => 0.014673775137203
1128 => 0.014804496859205
1129 => 0.014521947997196
1130 => 0.015096065471067
1201 => 0.015091691657826
1202 => 0.014868346993459
1203 => 0.015057116374384
1204 => 0.015024313049062
1205 => 0.014772157473065
1206 => 0.015104059252588
1207 => 0.01510422387173
1208 => 0.014889259488208
1209 => 0.014638228150009
1210 => 0.014593349675835
1211 => 0.014559539774119
1212 => 0.014796181695967
1213 => 0.015008354103136
1214 => 0.015403154350877
1215 => 0.015502416513381
1216 => 0.015889843341893
1217 => 0.015659149528984
1218 => 0.015761413108261
1219 => 0.015872434689633
1220 => 0.015925662518427
1221 => 0.015838930627771
1222 => 0.016440763963694
1223 => 0.016491577136943
1224 => 0.016508614354401
1225 => 0.016305679539705
1226 => 0.01648593315264
1227 => 0.016401598456519
1228 => 0.01662101390697
1229 => 0.016655421051238
1230 => 0.016626279424113
1231 => 0.016637200794784
]
'min_raw' => 0.0074606703781339
'max_raw' => 0.016655421051238
'avg_raw' => 0.012058045714686
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.00746'
'max' => '$0.016655'
'avg' => '$0.012058'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0011504202347173
'max_diff' => -0.0015893678653071
'year' => 2031
]
6 => [
'items' => [
101 => 0.016123642213249
102 => 0.016097011491559
103 => 0.015733899711688
104 => 0.015881870445972
105 => 0.015605246250649
106 => 0.015692966632531
107 => 0.015731632941034
108 => 0.015711435855766
109 => 0.015890236489275
110 => 0.015738219424236
111 => 0.015337021395678
112 => 0.014935714060986
113 => 0.014930675974297
114 => 0.014825018836736
115 => 0.014748648078349
116 => 0.014763359795812
117 => 0.014815205807033
118 => 0.014745634693926
119 => 0.014760481218252
120 => 0.015007032443946
121 => 0.015056476533936
122 => 0.014888446197097
123 => 0.014213780148026
124 => 0.014048215407313
125 => 0.014167220059646
126 => 0.014110343500712
127 => 0.011388148472232
128 => 0.012027687815284
129 => 0.011647695254346
130 => 0.011822813309043
131 => 0.011434939302923
201 => 0.011620053108862
202 => 0.011585869348179
203 => 0.012614229686461
204 => 0.012598173254242
205 => 0.012605858618658
206 => 0.012239016150986
207 => 0.012823406162846
208 => 0.013111297696673
209 => 0.013058016635746
210 => 0.013071426330886
211 => 0.012841003339939
212 => 0.01260808961689
213 => 0.012349752452863
214 => 0.012829710972187
215 => 0.012776347778003
216 => 0.012898743745989
217 => 0.013210031153914
218 => 0.013255869407196
219 => 0.013317476484454
220 => 0.013295394732748
221 => 0.013821471644693
222 => 0.01375776025949
223 => 0.013911286366814
224 => 0.013595471515993
225 => 0.013238097034869
226 => 0.013306022240278
227 => 0.013299480496778
228 => 0.013216196593747
229 => 0.013141011609965
301 => 0.013015849795207
302 => 0.013411880297565
303 => 0.013395802182406
304 => 0.013656088178068
305 => 0.013610080100052
306 => 0.013302826894971
307 => 0.013313800503299
308 => 0.013387603293043
309 => 0.013643035591012
310 => 0.013718865288207
311 => 0.013683737951175
312 => 0.013766881752392
313 => 0.013832595222827
314 => 0.013775134352536
315 => 0.014588659101608
316 => 0.014250826907046
317 => 0.014415483968054
318 => 0.014454753706889
319 => 0.014354165096618
320 => 0.014375979164377
321 => 0.014409021533056
322 => 0.014609648325312
323 => 0.015136151080024
324 => 0.01536933556606
325 => 0.016070882597421
326 => 0.01534997284058
327 => 0.01530719703903
328 => 0.015433566844069
329 => 0.015845449217772
330 => 0.016179241195515
331 => 0.016289979251453
401 => 0.016304615113632
402 => 0.016512367068299
403 => 0.016631446614369
404 => 0.016487140516583
405 => 0.016364856208188
406 => 0.015926848994002
407 => 0.015977549521698
408 => 0.01632682588023
409 => 0.01682019930893
410 => 0.017243565037511
411 => 0.017095317115148
412 => 0.018226344116061
413 => 0.01833848082337
414 => 0.018322987156234
415 => 0.018578451263665
416 => 0.018071407034776
417 => 0.017854635803406
418 => 0.016391295463649
419 => 0.016802434410244
420 => 0.017400049014463
421 => 0.017320952480655
422 => 0.016886948780787
423 => 0.017243235806787
424 => 0.017125436173866
425 => 0.01703252271587
426 => 0.01745817727911
427 => 0.016990152601902
428 => 0.017395380110288
429 => 0.016875671639241
430 => 0.017095994299169
501 => 0.016970928501586
502 => 0.01705186140011
503 => 0.016578729329068
504 => 0.016834019909971
505 => 0.016568108401585
506 => 0.016567982324908
507 => 0.016562112313622
508 => 0.016874956024005
509 => 0.016885157846169
510 => 0.016653965871515
511 => 0.01662064749607
512 => 0.016743842992958
513 => 0.016599613331054
514 => 0.016667097482088
515 => 0.016601657357242
516 => 0.016586925406759
517 => 0.016469538718877
518 => 0.016418965306123
519 => 0.01643879644438
520 => 0.016371102545856
521 => 0.0163303145234
522 => 0.016553998549336
523 => 0.016434493197666
524 => 0.016535682640244
525 => 0.016420364499301
526 => 0.016020621581068
527 => 0.015790725201588
528 => 0.015035647885235
529 => 0.015249786875482
530 => 0.015391761247559
531 => 0.015344838718435
601 => 0.015445646467602
602 => 0.015451835244674
603 => 0.015419061617807
604 => 0.015381113956455
605 => 0.015362643133547
606 => 0.015500309514645
607 => 0.01558022948251
608 => 0.015406010275169
609 => 0.015365193152475
610 => 0.015541338390003
611 => 0.015648786883139
612 => 0.016442126186365
613 => 0.01638335304833
614 => 0.016530862091153
615 => 0.016514254836642
616 => 0.016668867813553
617 => 0.016921594686484
618 => 0.016407730290271
619 => 0.016496919381359
620 => 0.016475052275901
621 => 0.016713791599429
622 => 0.016714536917538
623 => 0.016571400767169
624 => 0.016648997196403
625 => 0.016605684998351
626 => 0.016683955994225
627 => 0.016382568097239
628 => 0.016749626022955
629 => 0.016957724214146
630 => 0.016960613657732
701 => 0.017059250548787
702 => 0.017159471342762
703 => 0.017351836429406
704 => 0.017154106384902
705 => 0.016798409283471
706 => 0.0168240894653
707 => 0.016615544384875
708 => 0.016619050065354
709 => 0.016600336468213
710 => 0.016656497381925
711 => 0.016394892259597
712 => 0.016456290458919
713 => 0.016370332620321
714 => 0.016496732525805
715 => 0.016360747122157
716 => 0.016475041730921
717 => 0.016524367495137
718 => 0.016706380627002
719 => 0.01633386363459
720 => 0.015574276269879
721 => 0.015733950743048
722 => 0.015497779655072
723 => 0.015519638188431
724 => 0.015563795904576
725 => 0.015420666299045
726 => 0.015447970917248
727 => 0.015446995404146
728 => 0.015438588959249
729 => 0.015401355420923
730 => 0.015347359423919
731 => 0.015562462856892
801 => 0.015599013121719
802 => 0.015680259832811
803 => 0.01592199493485
804 => 0.01589783989765
805 => 0.015937237765506
806 => 0.015851232441186
807 => 0.015523627728757
808 => 0.015541418240796
809 => 0.0153195702706
810 => 0.015674586681431
811 => 0.015590514109359
812 => 0.015536311975219
813 => 0.01552152242074
814 => 0.01576385673734
815 => 0.015836366962991
816 => 0.015791183456345
817 => 0.015698510766001
818 => 0.015876469727683
819 => 0.015924084038344
820 => 0.015934743126552
821 => 0.016250052286407
822 => 0.015952365405941
823 => 0.016024021596822
824 => 0.016583062742917
825 => 0.016076089565814
826 => 0.016344644564576
827 => 0.01633150019488
828 => 0.016468883844841
829 => 0.016320230725655
830 => 0.016322073459226
831 => 0.016444060833217
901 => 0.016272751566986
902 => 0.016230332983539
903 => 0.016171732014315
904 => 0.016299685086742
905 => 0.016376387166842
906 => 0.016994549600978
907 => 0.017393910725062
908 => 0.017376573405426
909 => 0.017535004052801
910 => 0.0174636295951
911 => 0.017233142643553
912 => 0.017626555764955
913 => 0.017502063392239
914 => 0.017512326392187
915 => 0.017511944402817
916 => 0.017594720947361
917 => 0.017536066179192
918 => 0.017420451610345
919 => 0.017497201956652
920 => 0.017725123046433
921 => 0.018432597102589
922 => 0.018828508957198
923 => 0.01840876271182
924 => 0.018698298051255
925 => 0.018524680019584
926 => 0.01849312845854
927 => 0.018674978048199
928 => 0.018857145941492
929 => 0.018845542634223
930 => 0.018713298098117
1001 => 0.018638596515252
1002 => 0.019204261927574
1003 => 0.019621034567514
1004 => 0.019592613467549
1005 => 0.019718054959756
1006 => 0.020086355060636
1007 => 0.020120027806173
1008 => 0.020115785814195
1009 => 0.020032324400993
1010 => 0.020394963680121
1011 => 0.0206974837468
1012 => 0.020013005495269
1013 => 0.020273645852974
1014 => 0.020390655706855
1015 => 0.020562460887613
1016 => 0.020852325025442
1017 => 0.02116719436179
1018 => 0.021211720338317
1019 => 0.021180127027207
1020 => 0.020972462235743
1021 => 0.021316996020748
1022 => 0.021518815831692
1023 => 0.021638994910545
1024 => 0.021943749058625
1025 => 0.020391378319878
1026 => 0.019292533153161
1027 => 0.019120932612862
1028 => 0.019469889059419
1029 => 0.0195619060915
1030 => 0.019524814141248
1031 => 0.018287964003476
1101 => 0.019114420852859
1102 => 0.020003618932328
1103 => 0.020037776651934
1104 => 0.020482927802772
1105 => 0.020627887264847
1106 => 0.020986292288566
1107 => 0.020963873956749
1108 => 0.021051139876555
1109 => 0.021031078952827
1110 => 0.021694948788185
1111 => 0.02242729580221
1112 => 0.022401936953835
1113 => 0.022296653405833
1114 => 0.022453017428129
1115 => 0.023208878029679
1116 => 0.023139290497907
1117 => 0.023206888857571
1118 => 0.024098091105235
1119 => 0.025256780799238
1120 => 0.02471845310583
1121 => 0.025886469300905
1122 => 0.026621673581826
1123 => 0.027893133364138
1124 => 0.027733940337321
1125 => 0.028228910300172
1126 => 0.027448951594732
1127 => 0.025658008751378
1128 => 0.025374585190964
1129 => 0.025942006336341
1130 => 0.027336955854106
1201 => 0.025898074411823
1202 => 0.026189158253594
1203 => 0.026105326087581
1204 => 0.026100859027718
1205 => 0.026271348533845
1206 => 0.026024044613074
1207 => 0.025016483950729
1208 => 0.025478243064689
1209 => 0.025299935695295
1210 => 0.025497781015333
1211 => 0.02656547060996
1212 => 0.026093419589634
1213 => 0.025596152186032
1214 => 0.02621983586262
1215 => 0.027013999503879
1216 => 0.026964302170458
1217 => 0.026867868571748
1218 => 0.027411459718578
1219 => 0.028309313035878
1220 => 0.028551999179677
1221 => 0.02873114512953
1222 => 0.028755846329319
1223 => 0.029010284038857
1224 => 0.027642108348113
1225 => 0.029813438306568
1226 => 0.030188367008613
1227 => 0.030117895951831
1228 => 0.030534613424743
1229 => 0.030412004573111
1230 => 0.030234363583834
1231 => 0.030894949416748
]
'min_raw' => 0.011388148472232
'max_raw' => 0.030894949416748
'avg_raw' => 0.02114154894449
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.011388'
'max' => '$0.030894'
'avg' => '$0.021141'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0039274780940979
'max_diff' => 0.01423952836551
'year' => 2032
]
7 => [
'items' => [
101 => 0.03013764106584
102 => 0.029062737204197
103 => 0.028473023686512
104 => 0.029249606017432
105 => 0.029723837747937
106 => 0.030037274754998
107 => 0.03013212060395
108 => 0.027748315932289
109 => 0.026463577426132
110 => 0.027287080079022
111 => 0.028291810150665
112 => 0.027636527021835
113 => 0.027662212879871
114 => 0.026727951343537
115 => 0.028374471566108
116 => 0.028134587419094
117 => 0.02937910679815
118 => 0.029082092260446
119 => 0.030096949502102
120 => 0.029829703578804
121 => 0.030939026464895
122 => 0.031381565397875
123 => 0.032124657142033
124 => 0.032671278453963
125 => 0.032992264943528
126 => 0.032972994118685
127 => 0.034244902505175
128 => 0.033494902566756
129 => 0.032552725882688
130 => 0.032535684879003
131 => 0.033023651534429
201 => 0.034046295777086
202 => 0.034311452550339
203 => 0.034459639013235
204 => 0.034232686286902
205 => 0.033418615106728
206 => 0.033067103298563
207 => 0.033366601543397
208 => 0.033000340926143
209 => 0.033632609506102
210 => 0.034500849311668
211 => 0.034321561225211
212 => 0.034920894417864
213 => 0.03554114122057
214 => 0.036428122005467
215 => 0.036660011627442
216 => 0.037043316354595
217 => 0.037437862827878
218 => 0.037564580521771
219 => 0.037806523917604
220 => 0.037805248756482
221 => 0.038534361464494
222 => 0.039338595360172
223 => 0.039642175037733
224 => 0.040340239766804
225 => 0.039144828381376
226 => 0.040051561649119
227 => 0.040869457753629
228 => 0.039894328299934
301 => 0.04123831707583
302 => 0.041290501114454
303 => 0.042078418141932
304 => 0.041279713287945
305 => 0.040805444895204
306 => 0.042174639974442
307 => 0.042837150344045
308 => 0.042637596829033
309 => 0.041118984726615
310 => 0.04023508734667
311 => 0.037921757412285
312 => 0.040661996647981
313 => 0.041996687245814
314 => 0.041115528200404
315 => 0.041559933568948
316 => 0.0439844651608
317 => 0.044907569814182
318 => 0.044715570499268
319 => 0.04474801522291
320 => 0.045246105738341
321 => 0.047454913387216
322 => 0.046131344644249
323 => 0.047143163355073
324 => 0.04767982835091
325 => 0.048178312707708
326 => 0.04695419267501
327 => 0.045361630498364
328 => 0.044857199205808
329 => 0.041027914299085
330 => 0.040828583389948
331 => 0.040716692910305
401 => 0.040011239263379
402 => 0.039456945936911
403 => 0.039016151304112
404 => 0.037859374555228
405 => 0.038249752750439
406 => 0.036406092050789
407 => 0.037585600831102
408 => 0.034643073837716
409 => 0.037093697755469
410 => 0.035759934573233
411 => 0.036655520678659
412 => 0.036652396063106
413 => 0.035003338097184
414 => 0.034052195877402
415 => 0.034658300718856
416 => 0.035308093221557
417 => 0.035413519868956
418 => 0.036255992810028
419 => 0.036491108898986
420 => 0.035778696172923
421 => 0.034582096506169
422 => 0.034860039317224
423 => 0.034046563375207
424 => 0.032620978076723
425 => 0.033644858326426
426 => 0.033994456060511
427 => 0.034148858336026
428 => 0.032746958924545
429 => 0.032306451692741
430 => 0.032071929338742
501 => 0.034401128896446
502 => 0.034528727706088
503 => 0.033875914155307
504 => 0.036826693307156
505 => 0.036158841106186
506 => 0.036904995642432
507 => 0.034834818920379
508 => 0.034913902459024
509 => 0.033933847622751
510 => 0.034482612843776
511 => 0.034094763273084
512 => 0.034438278036921
513 => 0.03464417937
514 => 0.035624073388919
515 => 0.03710488657114
516 => 0.035477709899078
517 => 0.034768725721461
518 => 0.035208575517776
519 => 0.036379953488091
520 => 0.038154651074854
521 => 0.037103994384373
522 => 0.037570257982301
523 => 0.037672115835824
524 => 0.036897400489689
525 => 0.038183215934708
526 => 0.03887229487764
527 => 0.039579147288293
528 => 0.040192887430907
529 => 0.039296814891461
530 => 0.040255740955622
531 => 0.039483015821145
601 => 0.038789801492663
602 => 0.038790852812653
603 => 0.038355989338151
604 => 0.03751338655998
605 => 0.037357997679839
606 => 0.038166350257784
607 => 0.038814572474021
608 => 0.038867963160525
609 => 0.039226852286294
610 => 0.039439239174073
611 => 0.041520919400271
612 => 0.04235818840781
613 => 0.043381985101538
614 => 0.043780811611765
615 => 0.04498113642033
616 => 0.044011776651799
617 => 0.043802049568319
618 => 0.040890454205991
619 => 0.041367227783461
620 => 0.042130588282799
621 => 0.040903041739462
622 => 0.041681637478944
623 => 0.04183534877083
624 => 0.040861330177645
625 => 0.041381595593124
626 => 0.039999924897558
627 => 0.037135003216633
628 => 0.038186405411521
629 => 0.03896059132511
630 => 0.037855732569983
701 => 0.039836149124609
702 => 0.038679230657492
703 => 0.038312543045296
704 => 0.036881963936548
705 => 0.037557142207838
706 => 0.038470330487378
707 => 0.037906086300154
708 => 0.039076977710335
709 => 0.040735272212484
710 => 0.041917071627861
711 => 0.042007795512512
712 => 0.041247977662836
713 => 0.042465590616034
714 => 0.0424744595971
715 => 0.041100987211798
716 => 0.040259743023326
717 => 0.040068610573713
718 => 0.040546096906572
719 => 0.041125853463502
720 => 0.042039967966521
721 => 0.0425923482159
722 => 0.044032662946434
723 => 0.044422370815457
724 => 0.04485054161147
725 => 0.045422709837927
726 => 0.04610974449471
727 => 0.044606551778573
728 => 0.044666276427487
729 => 0.04326652418334
730 => 0.041770688165691
731 => 0.042905841244494
801 => 0.044389902891944
802 => 0.044049457510276
803 => 0.044011150450171
804 => 0.044075572299776
805 => 0.043818887599906
806 => 0.042657912215571
807 => 0.042074877645648
808 => 0.042827140988831
809 => 0.043226935476343
810 => 0.04384698186073
811 => 0.043770548056263
812 => 0.045367720954326
813 => 0.045988334046512
814 => 0.045829554659999
815 => 0.045858773888357
816 => 0.046982364247414
817 => 0.048232027810667
818 => 0.049402502645285
819 => 0.050593159920122
820 => 0.049157776103162
821 => 0.048428976723075
822 => 0.049180911651615
823 => 0.048781924394282
824 => 0.051074623522228
825 => 0.051233365035449
826 => 0.053525898375153
827 => 0.055701785504324
828 => 0.054335149783559
829 => 0.055623825713616
830 => 0.057017633799263
831 => 0.059706515733687
901 => 0.05880099489418
902 => 0.058107380122438
903 => 0.057451917514664
904 => 0.058815831149683
905 => 0.060570484252082
906 => 0.060948419724481
907 => 0.061560819572228
908 => 0.060916956013012
909 => 0.061692418750843
910 => 0.06443014297098
911 => 0.063690385720139
912 => 0.062639811502032
913 => 0.064800981840001
914 => 0.065583100983975
915 => 0.071072422735359
916 => 0.078002918199054
917 => 0.075133647568997
918 => 0.073352598698137
919 => 0.073771187429833
920 => 0.076301969761098
921 => 0.077114776722884
922 => 0.074905287209388
923 => 0.075685716258377
924 => 0.079985957048401
925 => 0.082292898264006
926 => 0.079159762229673
927 => 0.070515564172925
928 => 0.062545218788273
929 => 0.064659313293613
930 => 0.064419640584698
1001 => 0.069039712847615
1002 => 0.06367274275436
1003 => 0.063763108766368
1004 => 0.068478719230941
1005 => 0.067220675205023
1006 => 0.065182805001141
1007 => 0.062560097496004
1008 => 0.057711780101676
1009 => 0.053417490180187
1010 => 0.061839581632132
1011 => 0.061476405734145
1012 => 0.060950473214206
1013 => 0.062120879125487
1014 => 0.06780403800515
1015 => 0.067673022798384
1016 => 0.066839570897482
1017 => 0.067471736818608
1018 => 0.06507198325869
1019 => 0.065690454392454
1020 => 0.062543956244842
1021 => 0.063966304816933
1022 => 0.065178432646937
1023 => 0.06542178525467
1024 => 0.065970071105784
1025 => 0.061285028538746
1026 => 0.063388475105723
1027 => 0.064624052897532
1028 => 0.059041667483434
1029 => 0.064513707086633
1030 => 0.061203472370933
1031 => 0.060079928990367
1101 => 0.061592632136714
1102 => 0.06100313024943
1103 => 0.060496311143457
1104 => 0.060213497374065
1105 => 0.061324259613789
1106 => 0.061272441227658
1107 => 0.05945501861381
1108 => 0.057084264901668
1109 => 0.057879967664801
1110 => 0.057590881391202
1111 => 0.056543195442807
1112 => 0.057249209273941
1113 => 0.054140281667048
1114 => 0.048791533307384
1115 => 0.052325080310371
1116 => 0.052189042594516
1117 => 0.052120446209362
1118 => 0.054775809122041
1119 => 0.054520557247633
1120 => 0.054057272596148
1121 => 0.05653468685687
1122 => 0.055630397325782
1123 => 0.058417204583185
1124 => 0.060252776082303
1125 => 0.059787215775609
1126 => 0.061513579642617
1127 => 0.05789829904937
1128 => 0.059099150242565
1129 => 0.059346644009174
1130 => 0.056504115949452
1201 => 0.054562319611039
1202 => 0.054432823933366
1203 => 0.051066016678577
1204 => 0.052864537938167
1205 => 0.054447162218739
1206 => 0.05368920800495
1207 => 0.053449262344103
1208 => 0.054675092687508
1209 => 0.054770350203717
1210 => 0.052598468739202
1211 => 0.053050071670216
1212 => 0.054933330965284
1213 => 0.053002618367926
1214 => 0.049251559171371
1215 => 0.048321244628175
1216 => 0.048197123519014
1217 => 0.045674036693688
1218 => 0.048383412694423
1219 => 0.04720069746334
1220 => 0.050936880707228
1221 => 0.048802792875872
1222 => 0.048710796614809
1223 => 0.048571730773296
1224 => 0.046400005715334
1225 => 0.046875475482701
1226 => 0.048456009405516
1227 => 0.049019961715165
1228 => 0.048961136868944
1229 => 0.048448263927037
1230 => 0.048683054533507
1231 => 0.047926712183595
]
'min_raw' => 0.026463577426132
'max_raw' => 0.082292898264006
'avg_raw' => 0.054378237845069
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.026463'
'max' => '$0.082292'
'avg' => '$0.054378'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.0150754289539
'max_diff' => 0.051397948847258
'year' => 2033
]
8 => [
'items' => [
101 => 0.047659631957937
102 => 0.046816653299554
103 => 0.04557770755053
104 => 0.045749990555828
105 => 0.043295314839222
106 => 0.041957877229314
107 => 0.041587692126036
108 => 0.041092665134832
109 => 0.041643606741909
110 => 0.04328836105133
111 => 0.041304438400076
112 => 0.037903142170494
113 => 0.038107565869418
114 => 0.038566845226961
115 => 0.037710981182617
116 => 0.03690097769187
117 => 0.037605210009414
118 => 0.036164035958444
119 => 0.03874100422573
120 => 0.03867130445597
121 => 0.039631838867366
122 => 0.040232480746962
123 => 0.038848195674611
124 => 0.038500051722419
125 => 0.038698370339848
126 => 0.035420605353931
127 => 0.039363975539005
128 => 0.039398077968118
129 => 0.039106072265871
130 => 0.041205795151527
131 => 0.045636865360254
201 => 0.043969718508345
202 => 0.043324148857505
203 => 0.042096920479351
204 => 0.043732129427631
205 => 0.043606570893636
206 => 0.043038747586253
207 => 0.042695326278231
208 => 0.043328090568133
209 => 0.042616919780219
210 => 0.042489173965044
211 => 0.041715173313897
212 => 0.041438890296223
213 => 0.041234341349081
214 => 0.041009153056843
215 => 0.041505862316095
216 => 0.040380253787084
217 => 0.039022880245862
218 => 0.038910029322895
219 => 0.039221620643162
220 => 0.039083764679189
221 => 0.038909369321576
222 => 0.038576401090143
223 => 0.038477616528617
224 => 0.038798618430119
225 => 0.038436225998897
226 => 0.038970955771703
227 => 0.038825538861448
228 => 0.038013251821646
301 => 0.037000841422873
302 => 0.036991828846721
303 => 0.036773706686991
304 => 0.036495895321689
305 => 0.036418614555325
306 => 0.037545901527894
307 => 0.039879351824253
308 => 0.039421239696344
309 => 0.039752272657978
310 => 0.041380627193848
311 => 0.041898232134472
312 => 0.041530848407762
313 => 0.0410279509034
314 => 0.041050075841344
315 => 0.042768628851176
316 => 0.04287581289438
317 => 0.043146632392671
318 => 0.043494711981557
319 => 0.041590127866888
320 => 0.04096037010082
321 => 0.040661955933626
322 => 0.039742955799485
323 => 0.040734018655039
324 => 0.04015656877065
325 => 0.040234486488551
326 => 0.040183742472551
327 => 0.040211452136582
328 => 0.038740283910581
329 => 0.03927630028981
330 => 0.038385069097255
331 => 0.03719181057582
401 => 0.037187810354845
402 => 0.037479858687479
403 => 0.037306136911376
404 => 0.036838656078679
405 => 0.036905059524517
406 => 0.036323295465993
407 => 0.0369756962144
408 => 0.036994404733462
409 => 0.036743194908816
410 => 0.037748308275691
411 => 0.038160104042194
412 => 0.037994752354177
413 => 0.038148502526969
414 => 0.039440276323511
415 => 0.03965089181639
416 => 0.039744433305848
417 => 0.039619100101847
418 => 0.038172113780628
419 => 0.038236293777035
420 => 0.037765383547497
421 => 0.037367514026834
422 => 0.03738342672111
423 => 0.037587983374148
424 => 0.038481294275052
425 => 0.040361214402451
426 => 0.040432555997082
427 => 0.040519024090956
428 => 0.040167314897789
429 => 0.040061236039726
430 => 0.040201181434787
501 => 0.040907180593134
502 => 0.042723202105303
503 => 0.042081298814904
504 => 0.041559421447989
505 => 0.042017248595901
506 => 0.041946769695048
507 => 0.041351856844388
508 => 0.041335159622088
509 => 0.040193331656528
510 => 0.039771223855825
511 => 0.039418478983336
512 => 0.039033290791216
513 => 0.038804938319303
514 => 0.039155791500505
515 => 0.039236035774218
516 => 0.038468889161657
517 => 0.038364329913069
518 => 0.038990798396896
519 => 0.038715112974263
520 => 0.038998662268111
521 => 0.039064448136524
522 => 0.039053855096533
523 => 0.038766007853034
524 => 0.038949473102312
525 => 0.038515523094147
526 => 0.038043667637452
527 => 0.037742653253714
528 => 0.037479978280139
529 => 0.037625725622238
530 => 0.03710616296007
531 => 0.036939944407712
601 => 0.038887319203955
602 => 0.040325865903748
603 => 0.040304948865006
604 => 0.040177621771089
605 => 0.039988439536887
606 => 0.040893340734358
607 => 0.04057809125123
608 => 0.040807461590182
609 => 0.040865845968088
610 => 0.04104255789576
611 => 0.041105717220999
612 => 0.040914805873154
613 => 0.040274084071929
614 => 0.038677466261278
615 => 0.037934236360432
616 => 0.03768895811368
617 => 0.037697873512099
618 => 0.037451947023592
619 => 0.03752438339611
620 => 0.037426756609339
621 => 0.037241875093651
622 => 0.037614309709627
623 => 0.037657229329649
624 => 0.037570298640018
625 => 0.037590773964363
626 => 0.036871024982803
627 => 0.036925745934658
628 => 0.036621052721125
629 => 0.036563926416719
630 => 0.03579368850558
701 => 0.034429100398226
702 => 0.035185214673473
703 => 0.034271934954731
704 => 0.033926062086798
705 => 0.035563370449328
706 => 0.035399030101595
707 => 0.035117750863307
708 => 0.034701680246151
709 => 0.034547355606973
710 => 0.033609727952571
711 => 0.0335543279087
712 => 0.034019041492298
713 => 0.033804592163285
714 => 0.03350342408704
715 => 0.032412623843797
716 => 0.031186203218843
717 => 0.031223221148505
718 => 0.031613322730936
719 => 0.03274759569422
720 => 0.032304415624343
721 => 0.031982883398743
722 => 0.031922670078111
723 => 0.032676365850943
724 => 0.033743003273647
725 => 0.034243445687713
726 => 0.033747522454036
727 => 0.033177832545591
728 => 0.033212506930629
729 => 0.03344318007989
730 => 0.033467420566335
731 => 0.033096611001006
801 => 0.033200991721617
802 => 0.033042427862236
803 => 0.032069321749903
804 => 0.032051721346084
805 => 0.031812905412662
806 => 0.031805674161109
807 => 0.031399388682932
808 => 0.031342546536016
809 => 0.030535842059328
810 => 0.03106681738881
811 => 0.030710667015249
812 => 0.030173864394914
813 => 0.030081319420835
814 => 0.030078537407163
815 => 0.030629713671378
816 => 0.031060376573252
817 => 0.030716862403479
818 => 0.030638650885764
819 => 0.031473745276944
820 => 0.031367471903612
821 => 0.031275439847696
822 => 0.033647497591426
823 => 0.03176982879329
824 => 0.030951058023714
825 => 0.029937673716012
826 => 0.030267636756527
827 => 0.030337164817329
828 => 0.027900158233558
829 => 0.026911464966032
830 => 0.026572182694736
831 => 0.026376920950859
901 => 0.026465904179487
902 => 0.025575964276559
903 => 0.026174018609574
904 => 0.025403405878386
905 => 0.025274210146212
906 => 0.026652161170174
907 => 0.026843895005285
908 => 0.026025898897667
909 => 0.026551184820299
910 => 0.026360708842732
911 => 0.02541661582187
912 => 0.025380558412751
913 => 0.024906845721356
914 => 0.024165577088176
915 => 0.02382679743192
916 => 0.023650358045522
917 => 0.023723160375085
918 => 0.02368634928947
919 => 0.023446132055854
920 => 0.023700118260112
921 => 0.023051288462577
922 => 0.022792919209221
923 => 0.022676219811602
924 => 0.022100346021039
925 => 0.023016817314061
926 => 0.023197373704188
927 => 0.023378285846179
928 => 0.024953002528252
929 => 0.024874334132919
930 => 0.025585458113669
1001 => 0.02555782514345
1002 => 0.025355001064695
1003 => 0.024499319639371
1004 => 0.024840379004451
1005 => 0.02379065129113
1006 => 0.024577178668496
1007 => 0.024218240419635
1008 => 0.024455821285496
1009 => 0.024028629466874
1010 => 0.024265055057617
1011 => 0.023240190322487
1012 => 0.022283186053058
1013 => 0.022668312507773
1014 => 0.0230869890086
1015 => 0.023994786339181
1016 => 0.023454109738252
1017 => 0.023648557489192
1018 => 0.022997190073704
1019 => 0.021653233041649
1020 => 0.021660839692497
1021 => 0.02145410118281
1022 => 0.021275448926125
1023 => 0.023516212949886
1024 => 0.023237538522295
1025 => 0.022793507293934
1026 => 0.023387860738194
1027 => 0.023545017222514
1028 => 0.023549491246687
1029 => 0.023983116177136
1030 => 0.024214541880248
1031 => 0.024255331663478
1101 => 0.024937649860627
1102 => 0.025166353920316
1103 => 0.026108353574767
1104 => 0.02419490702622
1105 => 0.024155500853732
1106 => 0.023396224510022
1107 => 0.022914679449157
1108 => 0.023429196312319
1109 => 0.023884988014525
1110 => 0.023410387228724
1111 => 0.02347236007198
1112 => 0.022835247293351
1113 => 0.023062985132768
1114 => 0.023259143639674
1115 => 0.023150836441825
1116 => 0.022988695324516
1117 => 0.023847618292724
1118 => 0.023799154492711
1119 => 0.02459900330726
1120 => 0.025222542655938
1121 => 0.02634003663976
1122 => 0.025173873411362
1123 => 0.025131373788241
1124 => 0.02554681442141
1125 => 0.02516629031852
1126 => 0.025406768416301
1127 => 0.02630129190043
1128 => 0.026320191772078
1129 => 0.026003594570865
1130 => 0.025984329602399
1201 => 0.026045135558086
1202 => 0.026401277939783
1203 => 0.026276830848468
1204 => 0.026420844173153
1205 => 0.026600935040881
1206 => 0.027345867226752
1207 => 0.027525467854809
1208 => 0.027089131440879
1209 => 0.027128527733605
1210 => 0.026965325937093
1211 => 0.026807675046575
1212 => 0.027162051225396
1213 => 0.027809680657474
1214 => 0.027805651788389
1215 => 0.027955889228514
1216 => 0.028049485909078
1217 => 0.027647700439141
1218 => 0.027386152872273
1219 => 0.027486446852115
1220 => 0.027646819109999
1221 => 0.027434440290326
1222 => 0.026123539831862
1223 => 0.026521183290315
1224 => 0.026454995975057
1225 => 0.026360737189476
1226 => 0.026760570761836
1227 => 0.026722005838381
1228 => 0.025566836656557
1229 => 0.02564078683964
1230 => 0.02557133381212
1231 => 0.025795750752788
]
'min_raw' => 0.021275448926125
'max_raw' => 0.047659631957937
'avg_raw' => 0.034467540442031
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.021275'
'max' => '$0.047659'
'avg' => '$0.034467'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.0051881285000071
'max_diff' => -0.03463326630607
'year' => 2034
]
9 => [
'items' => [
101 => 0.02515417106725
102 => 0.025351516657416
103 => 0.025475289961569
104 => 0.025548193388586
105 => 0.025811570557319
106 => 0.025780666286456
107 => 0.025809649504451
108 => 0.026200168316687
109 => 0.028175278459108
110 => 0.028282779346325
111 => 0.027753405661066
112 => 0.027964880006893
113 => 0.027558895507261
114 => 0.027831435621723
115 => 0.02801790064627
116 => 0.027175301055505
117 => 0.027125407776166
118 => 0.026717747634087
119 => 0.026936801103389
120 => 0.026588271283228
121 => 0.02667378831004
122 => 0.026434675247833
123 => 0.02686503115287
124 => 0.027346235925248
125 => 0.027467807254103
126 => 0.027148005427633
127 => 0.026916447829302
128 => 0.026509908966446
129 => 0.027185992155684
130 => 0.027383699483479
131 => 0.027184953683258
201 => 0.027138899938665
202 => 0.027051628175879
203 => 0.0271574150557
204 => 0.027382622726912
205 => 0.027276418948102
206 => 0.027346568415076
207 => 0.027079230984786
208 => 0.02764783344685
209 => 0.028550910998242
210 => 0.028553814540237
211 => 0.028447610188949
212 => 0.028404153656606
213 => 0.028513125766047
214 => 0.028572238665149
215 => 0.028924634485015
216 => 0.029302769239799
217 => 0.03106735914726
218 => 0.030571869362366
219 => 0.032137518504188
220 => 0.033375743701273
221 => 0.033747033296853
222 => 0.033405464339445
223 => 0.032236975387344
224 => 0.032179643744783
225 => 0.033925859562532
226 => 0.033432473612267
227 => 0.033373786923424
228 => 0.03274945970686
301 => 0.033118514416279
302 => 0.033037796737623
303 => 0.032910379933021
304 => 0.033614510610019
305 => 0.03493258037918
306 => 0.034727146844877
307 => 0.034573800241306
308 => 0.033901880062986
309 => 0.03430652608914
310 => 0.03416243938971
311 => 0.034781527290138
312 => 0.034414793332401
313 => 0.033428735728435
314 => 0.033585768651955
315 => 0.033562033441471
316 => 0.034050502391329
317 => 0.033903876137127
318 => 0.033533402312071
319 => 0.034928075360002
320 => 0.034837513049848
321 => 0.03496590970022
322 => 0.035022433876511
323 => 0.035871346783891
324 => 0.036219119239862
325 => 0.036298069675981
326 => 0.036628426611466
327 => 0.036289850094478
328 => 0.037644397563395
329 => 0.038545092590189
330 => 0.039591296213153
331 => 0.041120080899326
401 => 0.041694918083376
402 => 0.041591078891246
403 => 0.042750185992524
404 => 0.044833075688017
405 => 0.0420120904508
406 => 0.044982594755477
407 => 0.044042167388738
408 => 0.041812431019765
409 => 0.041668862284468
410 => 0.043178865641308
411 => 0.046527907754342
412 => 0.045689010689548
413 => 0.046529279889413
414 => 0.045549061234244
415 => 0.045500385116084
416 => 0.046481672857221
417 => 0.048774505151598
418 => 0.047685266474073
419 => 0.046123575737559
420 => 0.047276703874802
421 => 0.046277757565351
422 => 0.044026851942692
423 => 0.045688369200773
424 => 0.044577359927581
425 => 0.044901611498
426 => 0.047236787740092
427 => 0.046955813156533
428 => 0.047319420285204
429 => 0.046677663220356
430 => 0.046078160925987
501 => 0.044959145373924
502 => 0.044627860035757
503 => 0.044719415384829
504 => 0.044627814665473
505 => 0.044001735748378
506 => 0.04386653406584
507 => 0.043641192004956
508 => 0.043711034932229
509 => 0.043287325931622
510 => 0.044086952358514
511 => 0.044235370069629
512 => 0.044817271499811
513 => 0.044877686436676
514 => 0.046498273636883
515 => 0.045605681439871
516 => 0.046204509348329
517 => 0.04615094454381
518 => 0.041860756168033
519 => 0.042451906273562
520 => 0.043371550324644
521 => 0.04295725192618
522 => 0.042371530921646
523 => 0.041898529806112
524 => 0.041181884749231
525 => 0.042190548904842
526 => 0.043516835009997
527 => 0.044911323241008
528 => 0.04658670948008
529 => 0.046212782775165
530 => 0.044880003060643
531 => 0.04493979058504
601 => 0.04530937353534
602 => 0.04483073003455
603 => 0.044689568721936
604 => 0.045289980138667
605 => 0.045294114842113
606 => 0.044743377648454
607 => 0.044131334041545
608 => 0.044128769556484
609 => 0.044019862308275
610 => 0.045568435591762
611 => 0.046419994319262
612 => 0.046517624155014
613 => 0.046413423053442
614 => 0.046453525921843
615 => 0.045958022661127
616 => 0.047090596178196
617 => 0.04812995763737
618 => 0.047851386563593
619 => 0.047433768922789
620 => 0.047101116356697
621 => 0.047773024190872
622 => 0.047743105192697
623 => 0.048120879721744
624 => 0.048103741686975
625 => 0.047976710321675
626 => 0.047851391100283
627 => 0.048348267647661
628 => 0.048205175181609
629 => 0.048061860453434
630 => 0.047774420825693
701 => 0.04781348864497
702 => 0.047395943111739
703 => 0.047202767442483
704 => 0.044297868870112
705 => 0.043521585051276
706 => 0.043765819743396
707 => 0.043846228145593
708 => 0.0435083884328
709 => 0.043992763797043
710 => 0.043917274409606
711 => 0.044210959456308
712 => 0.044027477789452
713 => 0.04403500794106
714 => 0.044574588400871
715 => 0.044731230903893
716 => 0.044651561262596
717 => 0.044707359148445
718 => 0.045993197877021
719 => 0.045810392728625
720 => 0.045713281136981
721 => 0.045740181711539
722 => 0.046068741075383
723 => 0.046160719758584
724 => 0.045770999614637
725 => 0.045954793887468
726 => 0.046737366574214
727 => 0.047011222724797
728 => 0.047885240099049
729 => 0.047513941984047
730 => 0.04819547574354
731 => 0.05029027816824
801 => 0.051963751294393
802 => 0.050424756248381
803 => 0.053497876529043
804 => 0.055890741480461
805 => 0.0557988993381
806 => 0.055381647985857
807 => 0.052657434856275
808 => 0.050150573318703
809 => 0.052247669441845
810 => 0.052253015371135
811 => 0.052072872954334
812 => 0.05095402387498
813 => 0.052033939431619
814 => 0.052119659206827
815 => 0.052071678927439
816 => 0.051213859961578
817 => 0.049904128952155
818 => 0.050160047256343
819 => 0.050579246659196
820 => 0.049785614735439
821 => 0.049532001247945
822 => 0.050003516973137
823 => 0.051522838883907
824 => 0.051235619877509
825 => 0.051228119428509
826 => 0.052456964137696
827 => 0.051577376527204
828 => 0.050163275205723
829 => 0.049806195972344
830 => 0.048538805251243
831 => 0.049414196536598
901 => 0.049445700310529
902 => 0.048966257449822
903 => 0.050202179351509
904 => 0.050190790113605
905 => 0.051364114016558
906 => 0.053607068638671
907 => 0.052943716587818
908 => 0.052172310325175
909 => 0.0522561835747
910 => 0.053176066105169
911 => 0.052619884128372
912 => 0.052819891045066
913 => 0.053175763370746
914 => 0.053390469980641
915 => 0.052225290597683
916 => 0.051953631546543
917 => 0.051397912467281
918 => 0.051252935732489
919 => 0.051705557327089
920 => 0.051586307528269
921 => 0.049443052540319
922 => 0.04921907046912
923 => 0.049225939679471
924 => 0.048662726111674
925 => 0.047803690234039
926 => 0.050061185230096
927 => 0.04987987678829
928 => 0.049679726300696
929 => 0.049704243593383
930 => 0.050684145657567
1001 => 0.0501157529741
1002 => 0.051626918080826
1003 => 0.051316267964664
1004 => 0.050997650845213
1005 => 0.05095360825399
1006 => 0.050830967846137
1007 => 0.050410388255122
1008 => 0.049902513126056
1009 => 0.049567169974456
1010 => 0.045723094190744
1011 => 0.046436532296241
1012 => 0.047257277804686
1013 => 0.047540595865269
1014 => 0.047055960717628
1015 => 0.050429524604637
1016 => 0.051045907235264
1017 => 0.04917884404145
1018 => 0.048829592749576
1019 => 0.050452421461188
1020 => 0.049473657365344
1021 => 0.049914394777772
1022 => 0.048961761562578
1023 => 0.050897438709336
1024 => 0.050882692092624
1025 => 0.050129669963284
1026 => 0.050766119110529
1027 => 0.050655520408951
1028 => 0.049805360279538
1029 => 0.050924390301841
1030 => 0.050924945326771
1031 => 0.050200177899395
1101 => 0.04935380821621
1102 => 0.049202497307216
1103 => 0.049088504863049
1104 => 0.049886359624371
1105 => 0.050601713708545
1106 => 0.051932810307875
1107 => 0.052267479619022
1108 => 0.053573716220626
1109 => 0.052795915923877
1110 => 0.053140704721225
1111 => 0.053515021734101
1112 => 0.053694483075126
1113 => 0.053402060450352
1114 => 0.055431183561078
1115 => 0.055602503722349
1116 => 0.055659945890509
1117 => 0.054975736994305
1118 => 0.055583474635221
1119 => 0.055299134319191
1120 => 0.056038908829484
1121 => 0.056154914918613
1122 => 0.056056661888157
1123 => 0.056093484051879
1124 => 0.05436198543872
1125 => 0.054272198101245
1126 => 0.053047941383753
1127 => 0.05354683504538
1128 => 0.052614177257564
1129 => 0.05290993264952
1130 => 0.053040298808233
1201 => 0.052972202925136
1202 => 0.053575041744474
1203 => 0.053062505596202
1204 => 0.051709838432169
1205 => 0.050356802734872
1206 => 0.050339816473851
1207 => 0.049983586057816
1208 => 0.049726096713878
1209 => 0.049775698296446
1210 => 0.049950500743051
1211 => 0.049715936877908
1212 => 0.049765992971226
1213 => 0.050597257642309
1214 => 0.050763961843787
1215 => 0.050197435831631
1216 => 0.04792275214351
1217 => 0.047364539060834
1218 => 0.047765771554815
1219 => 0.047574008265374
1220 => 0.038395937669265
1221 => 0.040552189215575
1222 => 0.039271017766142
1223 => 0.039861440513905
1224 => 0.038553696221771
1225 => 0.039177820342728
1226 => 0.039062567406951
1227 => 0.042529756085296
1228 => 0.042475620703046
1229 => 0.042501532445748
1230 => 0.041264697453871
1231 => 0.043235009179662
]
'min_raw' => 0.02515417106725
'max_raw' => 0.056154914918613
'avg_raw' => 0.040654542992932
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.025154'
'max' => '$0.056154'
'avg' => '$0.040654'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0038787221411252
'max_diff' => 0.0084952829606768
'year' => 2035
]
10 => [
'items' => [
101 => 0.044205655585904
102 => 0.044026014769026
103 => 0.044071226492425
104 => 0.043294339290829
105 => 0.042509054412051
106 => 0.04163805262701
107 => 0.043256266284542
108 => 0.043076348549653
109 => 0.043489015101131
110 => 0.044538542330342
111 => 0.04469308920161
112 => 0.044900801763853
113 => 0.044826351596276
114 => 0.046600056634418
115 => 0.046385249251017
116 => 0.046902873240713
117 => 0.045838081421681
118 => 0.04463316840748
119 => 0.044862182979905
120 => 0.044840127034962
121 => 0.044559329541196
122 => 0.044305838119129
123 => 0.043883846322153
124 => 0.045219090810821
125 => 0.045164882323024
126 => 0.046042454729987
127 => 0.045887335282773
128 => 0.044851409650109
129 => 0.04488840793674
130 => 0.045137239195108
131 => 0.045998447021425
201 => 0.046254112139776
202 => 0.046135677870462
203 => 0.046416003001178
204 => 0.04663756055472
205 => 0.046443827218743
206 => 0.049186682708725
207 => 0.048047657878067
208 => 0.048602810655246
209 => 0.048735211321453
210 => 0.04839606979905
211 => 0.048469617451511
212 => 0.048581022104456
213 => 0.049257449341864
214 => 0.051032590138623
215 => 0.051818787913715
216 => 0.054184102710396
217 => 0.051753505132895
218 => 0.051609283531459
219 => 0.052035348152005
220 => 0.053424038331655
221 => 0.054549441289226
222 => 0.054922802376306
223 => 0.054972148207484
224 => 0.055672598427422
225 => 0.056074083430868
226 => 0.055587545347052
227 => 0.055175255263679
228 => 0.053698483360366
229 => 0.053869423729291
301 => 0.055047033357776
302 => 0.056710476318872
303 => 0.058137883431235
304 => 0.057638055210646
305 => 0.061451391710009
306 => 0.061829468447838
307 => 0.061777230467355
308 => 0.062638545541492
309 => 0.060929010523094
310 => 0.060198151182048
311 => 0.055264397059396
312 => 0.056650580722646
313 => 0.058665480084891
314 => 0.058398800598813
315 => 0.056935526823536
316 => 0.058136773406862
317 => 0.057739603719961
318 => 0.057426339509316
319 => 0.058861463587534
320 => 0.057283485711886
321 => 0.058649738548492
322 => 0.056897505153469
323 => 0.057640338383855
324 => 0.057218670315487
325 => 0.057491541233416
326 => 0.055896343422872
327 => 0.056757073440204
328 => 0.055860534224334
329 => 0.055860109148012
330 => 0.055840317995131
331 => 0.056895092406739
401 => 0.056929488562434
402 => 0.05615000867858
403 => 0.056037673449553
404 => 0.056453035668545
405 => 0.055966755293643
406 => 0.056194282820447
407 => 0.055973646870643
408 => 0.055923977071039
409 => 0.055528199657167
410 => 0.055357687865145
411 => 0.055424549932344
412 => 0.055196315227234
413 => 0.055058795561794
414 => 0.055812961872356
415 => 0.055410041235605
416 => 0.055751208506078
417 => 0.055362405342632
418 => 0.054014644184652
419 => 0.053239532490382
420 => 0.050693736600483
421 => 0.051415721156808
422 => 0.051894397664599
423 => 0.051736195081629
424 => 0.05207607544612
425 => 0.052096941340106
426 => 0.05198644276894
427 => 0.051858499579273
428 => 0.051796223910245
429 => 0.052260375725678
430 => 0.052529831477169
501 => 0.051942439256021
502 => 0.051804821477097
503 => 0.052398707443491
504 => 0.052760977539914
505 => 0.055435776389923
506 => 0.055237618651628
507 => 0.055734955688256
508 => 0.055678963170191
509 => 0.05620025161658
510 => 0.057052337913493
511 => 0.055319808224794
512 => 0.055620515472383
513 => 0.055546788999619
514 => 0.056351715297141
515 => 0.056354228189181
516 => 0.055871634664766
517 => 0.056133256443537
518 => 0.055987226343845
519 => 0.05625112247114
520 => 0.055234972134222
521 => 0.056472533557938
522 => 0.057174151138488
523 => 0.057183893099275
524 => 0.057516454264074
525 => 0.057854355668154
526 => 0.058502927988276
527 => 0.057836267338159
528 => 0.056637009726706
529 => 0.056723592252674
530 => 0.05602046795387
531 => 0.056032287600363
601 => 0.055969193401063
602 => 0.056158543842672
603 => 0.055276523908056
604 => 0.055483532223754
605 => 0.055193719369538
606 => 0.055619885475837
607 => 0.05516140119324
608 => 0.055546753446481
609 => 0.055713058704351
610 => 0.056326728686185
611 => 0.055070761637963
612 => 0.052509759805144
613 => 0.053048113439548
614 => 0.052251846127499
615 => 0.052325543698832
616 => 0.052474424521808
617 => 0.05199185306377
618 => 0.05208391249039
619 => 0.052080623479858
620 => 0.052052280563969
621 => 0.05192674508994
622 => 0.05174469381616
623 => 0.05246993005847
624 => 0.052593161828194
625 => 0.052867090787105
626 => 0.053682117561034
627 => 0.053600677166664
628 => 0.053733509828812
629 => 0.053443536873167
630 => 0.052338994712582
701 => 0.052398976666015
702 => 0.051651000745567
703 => 0.05284796336114
704 => 0.052564506814638
705 => 0.052381760535114
706 => 0.052331896519613
707 => 0.053148943587271
708 => 0.053393416875558
709 => 0.05324107752829
710 => 0.052928625082594
711 => 0.053528626146604
712 => 0.05368916111932
713 => 0.053725098979409
714 => 0.054788185826042
715 => 0.053784513724714
716 => 0.054026107575147
717 => 0.055910953830213
718 => 0.054201658367872
719 => 0.055107110296112
720 => 0.055062793135969
721 => 0.055525991703634
722 => 0.055024797333667
723 => 0.055031010238559
724 => 0.055442299186856
725 => 0.054864718035325
726 => 0.054721700819664
727 => 0.054524123560537
728 => 0.054955526277622
729 => 0.055214132695847
730 => 0.057298310501261
731 => 0.058644784413614
801 => 0.058586330430006
802 => 0.059120490418907
803 => 0.058879846451562
804 => 0.058102743602336
805 => 0.059429163408369
806 => 0.059009428681978
807 => 0.059044031102844
808 => 0.059042743199011
809 => 0.059321830098214
810 => 0.05912407145219
811 => 0.058734268861368
812 => 0.058993038012481
813 => 0.059761489879622
814 => 0.062146788054211
815 => 0.063481632513708
816 => 0.062066428741669
817 => 0.063042617353288
818 => 0.062457252037884
819 => 0.062350873746965
820 => 0.062963992334834
821 => 0.063578184105627
822 => 0.063539062745051
823 => 0.063093191058552
824 => 0.062841329456424
825 => 0.064748509887565
826 => 0.06615368794126
827 => 0.066057864218431
828 => 0.066480798967453
829 => 0.067722548471461
830 => 0.067836078483996
831 => 0.067821776311874
901 => 0.067540380330174
902 => 0.06876304397842
903 => 0.069783011504506
904 => 0.067475245290722
905 => 0.068354012454053
906 => 0.068748519345782
907 => 0.06932777250776
908 => 0.07030506968612
909 => 0.071366673637093
910 => 0.071516796075656
911 => 0.071410277021475
912 => 0.070710120678363
913 => 0.071871740389087
914 => 0.072552189972294
915 => 0.072957382127283
916 => 0.073984882014787
917 => 0.068750955686039
918 => 0.065046122487534
919 => 0.064467559285148
920 => 0.065644090308075
921 => 0.065954332156162
922 => 0.065829274056208
923 => 0.061659147462593
924 => 0.06444560443166
925 => 0.06744359783842
926 => 0.067558762974886
927 => 0.069059621159396
928 => 0.069548362106528
929 => 0.070756749667037
930 => 0.070681164696119
1001 => 0.070975387837457
1002 => 0.070907751032498
1003 => 0.073146034532321
1004 => 0.075615193620942
1005 => 0.075529694493148
1006 => 0.075174723660394
1007 => 0.075701915878554
1008 => 0.07825035266918
1009 => 0.078015733447366
1010 => 0.07824364603654
1011 => 0.081248396636291
1012 => 0.085154999836756
1013 => 0.083339990433592
1014 => 0.087278038583572
1015 => 0.089756831147022
1016 => 0.094043646573574
1017 => 0.093506916169159
1018 => 0.09517574195661
1019 => 0.092546056726239
1020 => 0.086507767890237
1021 => 0.085552185568298
1022 => 0.087465285576018
1023 => 0.092168455267427
1024 => 0.087317166025275
1025 => 0.08829857552063
1026 => 0.088015929519945
1027 => 0.088000868515737
1028 => 0.088575685788838
1029 => 0.087741883353752
1030 => 0.084344822235017
1031 => 0.085901675326726
1101 => 0.085300499581791
1102 => 0.085967548891417
1103 => 0.089567338903408
1104 => 0.087975785930831
1105 => 0.086299214161486
1106 => 0.088402007221304
1107 => 0.091079585384544
1108 => 0.090912027355159
1109 => 0.090586894744329
1110 => 0.092419650248187
1111 => 0.095446825393581
1112 => 0.096265058671207
1113 => 0.096869061748707
1114 => 0.096952343568379
1115 => 0.097810198070359
1116 => 0.09319729820604
1117 => 0.10051808875839
1118 => 0.10178218705402
1119 => 0.10154458896594
1120 => 0.10294958102015
1121 => 0.1025361967166
1122 => 0.10193726771875
1123 => 0.10416447897505
1124 => 0.10161116099639
1125 => 0.097987047579465
1126 => 0.095998787282106
1127 => 0.098617088830051
1128 => 0.10021599421925
1129 => 0.10127276897203
1130 => 0.1015925483737
1201 => 0.093555384491265
1202 => 0.089223798920178
1203 => 0.092000295609515
1204 => 0.095387813194072
1205 => 0.093178480374818
1206 => 0.093265082038512
1207 => 0.090115154040706
1208 => 0.095666511927476
1209 => 0.094857725777642
1210 => 0.099053709753696
1211 => 0.098052304502935
1212 => 0.10147396654825
1213 => 0.10057292825933
1214 => 0.10431308782024
1215 => 0.10580513872986
1216 => 0.1083105244263
1217 => 0.11015349634336
1218 => 0.11123572470349
1219 => 0.11117075177208
1220 => 0.11545907969894
1221 => 0.11293040254324
1222 => 0.10975378807223
1223 => 0.10969633313854
1224 => 0.11134154678605
1225 => 0.11478946324891
1226 => 0.11568345782259
1227 => 0.11618307882829
1228 => 0.11541789186612
1229 => 0.11267319404553
1230 => 0.11148804744253
1231 => 0.11249782668529
]
'min_raw' => 0.04163805262701
'max_raw' => 0.11618307882829
'avg_raw' => 0.078910565727649
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.041638'
'max' => '$0.116183'
'avg' => '$0.07891'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.01648388155976
'max_diff' => 0.060028163909674
'year' => 2036
]
11 => [
'items' => [
101 => 0.11126295344272
102 => 0.11339469110363
103 => 0.11632202222667
104 => 0.11571753992568
105 => 0.11773823362882
106 => 0.11982943902839
107 => 0.12281995667169
108 => 0.1236017887222
109 => 0.12489412737127
110 => 0.1262243683523
111 => 0.12665160590441
112 => 0.12746733495541
113 => 0.12746303566066
114 => 0.12992129006074
115 => 0.13263282078984
116 => 0.13365636086799
117 => 0.13600993483938
118 => 0.13197952189245
119 => 0.13503663641074
120 => 0.13779423023078
121 => 0.13450651319628
122 => 0.13903786518851
123 => 0.13921380731811
124 => 0.14187032458686
125 => 0.13917743540785
126 => 0.13757840640936
127 => 0.14219474321317
128 => 0.14442844317928
129 => 0.14375563457103
130 => 0.13863552784162
131 => 0.13565540611339
201 => 0.12785585272807
202 => 0.13709476062862
203 => 0.14159476316433
204 => 0.13862387392217
205 => 0.14012221764961
206 => 0.14829669518693
207 => 0.15140900697492
208 => 0.15076166787972
209 => 0.1508710575307
210 => 0.15255040447904
211 => 0.15999755368125
212 => 0.15553504925572
213 => 0.15894646668218
214 => 0.1607558701844
215 => 0.16243654499641
216 => 0.15830933884084
217 => 0.15293990427314
218 => 0.15123917895202
219 => 0.13832847753687
220 => 0.13765641945987
221 => 0.13727917289581
222 => 0.134900686672
223 => 0.13303184802229
224 => 0.13154567814251
225 => 0.12764552457007
226 => 0.12896171191056
227 => 0.12274568114141
228 => 0.12672247734491
301 => 0.11680154214604
302 => 0.12506399178184
303 => 0.12056711609256
304 => 0.12358664717483
305 => 0.12357611231534
306 => 0.11801619824968
307 => 0.11480935584906
308 => 0.11685288063891
309 => 0.11904370142883
310 => 0.11939915473119
311 => 0.12223961107159
312 => 0.12303232138079
313 => 0.12063037213581
314 => 0.11659595281543
315 => 0.11753305640824
316 => 0.11479036547466
317 => 0.10998390510963
318 => 0.11343598885654
319 => 0.11461468202514
320 => 0.11513526007707
321 => 0.11040865833377
322 => 0.10892345744651
323 => 0.10813274895617
324 => 0.11598580788449
325 => 0.11641601617986
326 => 0.11421500971542
327 => 0.1241637676427
328 => 0.12191205731917
329 => 0.12442776943297
330 => 0.11744802407945
331 => 0.11771465975143
401 => 0.11441033644569
402 => 0.11626053670194
403 => 0.11495287479556
404 => 0.11611105880527
405 => 0.11680526952532
406 => 0.12010905062412
407 => 0.12510171565505
408 => 0.11961557589935
409 => 0.11722518624482
410 => 0.11870817054243
411 => 0.12265755315234
412 => 0.12864106997154
413 => 0.12509870758508
414 => 0.12667074785897
415 => 0.12701416872362
416 => 0.12440216184522
417 => 0.12873737839087
418 => 0.13106065615692
419 => 0.1334438584103
420 => 0.13551312615109
421 => 0.13249195502256
422 => 0.13572504119796
423 => 0.13311974445713
424 => 0.13078252394997
425 => 0.13078606854872
426 => 0.12931989598324
427 => 0.12647900188798
428 => 0.12595509742968
429 => 0.1286805145836
430 => 0.13086604104307
501 => 0.13104605147024
502 => 0.13225607121461
503 => 0.13297214843513
504 => 0.13999067865603
505 => 0.14281358957121
506 => 0.14626539160331
507 => 0.14761006302772
508 => 0.1516570419238
509 => 0.14838877778566
510 => 0.14768166828103
511 => 0.13786502123584
512 => 0.13947249663955
513 => 0.1420462198592
514 => 0.13790746098377
515 => 0.14053255087926
516 => 0.14105079923163
517 => 0.1377668275409
518 => 0.13952093871296
519 => 0.13486253949769
520 => 0.12520325602801
521 => 0.12874813193463
522 => 0.13135835379423
523 => 0.12763324536254
524 => 0.13431035804473
525 => 0.13040972665938
526 => 0.12917341377355
527 => 0.12435011642856
528 => 0.12662652710966
529 => 0.1297054051509
530 => 0.1278030164794
531 => 0.13175075861785
601 => 0.13734181431028
602 => 0.14132633354982
603 => 0.14163221546106
604 => 0.13907043653209
605 => 0.14317570361482
606 => 0.14320560600369
607 => 0.13857484796387
608 => 0.13573853444864
609 => 0.13509411805033
610 => 0.13670399655859
611 => 0.13865868626759
612 => 0.14174068713596
613 => 0.1436030757127
614 => 0.14845919738626
615 => 0.1497731246752
616 => 0.15121673240789
617 => 0.1531458375309
618 => 0.15546222284347
619 => 0.15039410365145
620 => 0.15059546947511
621 => 0.14587610705638
622 => 0.14083279148695
623 => 0.14466003934599
624 => 0.14966365680424
625 => 0.14851582143081
626 => 0.14838666650315
627 => 0.14860386926688
628 => 0.14773843888012
629 => 0.14382412931512
630 => 0.14185838755645
701 => 0.14439469593934
702 => 0.14574263096675
703 => 0.14783316064197
704 => 0.14757545873377
705 => 0.15296043867064
706 => 0.15505287904076
707 => 0.15451754325351
708 => 0.15461605792194
709 => 0.15840432126408
710 => 0.16261764921631
711 => 0.16656398684117
712 => 0.17057837097232
713 => 0.16573887421814
714 => 0.16328167622503
715 => 0.16581687733502
716 => 0.16447166394052
717 => 0.17220165912153
718 => 0.17273686721633
719 => 0.18046630343071
720 => 0.1878024588023
721 => 0.18319475105428
722 => 0.18753961192495
723 => 0.19223893319828
724 => 0.20130468637194
725 => 0.19825165964009
726 => 0.19591308901053
727 => 0.19370315106548
728 => 0.19830168111135
729 => 0.20421761655206
730 => 0.20549185238386
731 => 0.20755660122694
801 => 0.20538577028392
802 => 0.2080002970456
803 => 0.21723072539559
804 => 0.21473658217618
805 => 0.21119449785108
806 => 0.21848103453364
807 => 0.22111800383336
808 => 0.23962563537036
809 => 0.26299228469795
810 => 0.25331833844263
811 => 0.24731340782567
812 => 0.24872470895951
813 => 0.25725741828295
814 => 0.25999785370298
815 => 0.2525484055466
816 => 0.25517967657308
817 => 0.26967823862987
818 => 0.27745625200378
819 => 0.26689266511545
820 => 0.23774814784849
821 => 0.21087557191239
822 => 0.21800338913851
823 => 0.21719531586699
824 => 0.23277221206456
825 => 0.21467709768526
826 => 0.2149817730039
827 => 0.23088078291862
828 => 0.22663919965141
829 => 0.21976837797946
830 => 0.2109257365143
831 => 0.19457929592062
901 => 0.18010079763257
902 => 0.20849646697445
903 => 0.20727199407825
904 => 0.20549877586784
905 => 0.20944488111286
906 => 0.22860604806112
907 => 0.22816432114432
908 => 0.22535427987068
909 => 0.22748567141017
910 => 0.21939473473746
911 => 0.22147995334522
912 => 0.21087131515907
913 => 0.21566686267508
914 => 0.219753636282
915 => 0.22057411658931
916 => 0.22242270061643
917 => 0.20662675250244
918 => 0.21371866946095
919 => 0.21788450625132
920 => 0.19906310407798
921 => 0.21751246764577
922 => 0.20635178018858
923 => 0.20256367523771
924 => 0.20766385950918
925 => 0.2056763127385
926 => 0.20396753673773
927 => 0.2030140103688
928 => 0.20675902281097
929 => 0.20658431350428
930 => 0.2004567462733
1001 => 0.19246358461208
1002 => 0.19514635203217
1003 => 0.19417167747737
1004 => 0.19063933115526
1005 => 0.19301970607924
1006 => 0.18253773959421
1007 => 0.16450406106192
1008 => 0.17641766148686
1009 => 0.17595900083001
1010 => 0.17572772332821
1011 => 0.18468046477983
1012 => 0.18381986526414
1013 => 0.18225786871616
1014 => 0.19061064386373
1015 => 0.18756176857418
1016 => 0.19695768381119
1017 => 0.20314644127597
1018 => 0.20157677219757
1019 => 0.20739732850607
1020 => 0.1952081575751
1021 => 0.19925691121371
1022 => 0.2000913537273
1023 => 0.19050757191497
1024 => 0.18396066998812
1025 => 0.18352406626975
1026 => 0.17217264054725
1027 => 0.1782364805427
1028 => 0.18357240879995
1029 => 0.18101691324949
1030 => 0.18020791970147
1031 => 0.184340892289
1101 => 0.18466205965557
1102 => 0.17733940966204
1103 => 0.17886202047386
1104 => 0.18521156067215
1105 => 0.1787020283521
1106 => 0.16605507038033
1107 => 0.16291844994546
1108 => 0.16249996696006
1109 => 0.15399320357218
1110 => 0.16312805392125
1111 => 0.15914044694511
1112 => 0.17173724960387
1113 => 0.16454202348319
1114 => 0.16423185166605
1115 => 0.16376298147212
1116 => 0.1564408588142
1117 => 0.15804393833111
1118 => 0.16337281880124
1119 => 0.16527422338711
1120 => 0.16507589131106
1121 => 0.16334670437977
1122 => 0.16413831730205
1123 => 0.16158825626318
1124 => 0.16068777663543
1125 => 0.1578456152338
1126 => 0.15366842314054
1127 => 0.15424928732131
1128 => 0.14597317676279
1129 => 0.14146391248407
1130 => 0.14021580756287
1201 => 0.13854678950035
1202 => 0.14040432759412
1203 => 0.14594973158142
1204 => 0.13926079784965
1205 => 0.1277930901407
1206 => 0.12848231891403
1207 => 0.13003081133385
1208 => 0.12714520595382
1209 => 0.12441422263213
1210 => 0.12678859105866
1211 => 0.12192957212626
1212 => 0.13061800055759
1213 => 0.13038300291756
1214 => 0.13362151174795
1215 => 0.13564661778049
1216 => 0.13097940401136
1217 => 0.12980561236991
1218 => 0.13047425743473
1219 => 0.11942304393847
1220 => 0.13271839183476
1221 => 0.13283337055547
1222 => 0.13184885294316
1223 => 0.13892821525012
1224 => 0.15386787782629
1225 => 0.1482469758186
1226 => 0.14607039266856
1227 => 0.14193270650926
1228 => 0.14744592764503
1229 => 0.14702259828145
1230 => 0.14510814235645
1231 => 0.14395027343954
]
'min_raw' => 0.10813274895617
'max_raw' => 0.27745625200378
'avg_raw' => 0.19279450047997
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.108132'
'max' => '$0.277456'
'avg' => '$0.192794'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.06649469632916
'max_diff' => 0.16127317317549
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0033941634292096
]
1 => [
'year' => 2028
'avg' => 0.0058253697772075
]
2 => [
'year' => 2029
'avg' => 0.01591386031058
]
3 => [
'year' => 2030
'avg' => 0.012277519529981
]
4 => [
'year' => 2031
'avg' => 0.012058045714686
]
5 => [
'year' => 2032
'avg' => 0.02114154894449
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0033941634292096
'min' => '$0.003394'
'max_raw' => 0.02114154894449
'max' => '$0.021141'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.02114154894449
]
1 => [
'year' => 2033
'avg' => 0.054378237845069
]
2 => [
'year' => 2034
'avg' => 0.034467540442031
]
3 => [
'year' => 2035
'avg' => 0.040654542992932
]
4 => [
'year' => 2036
'avg' => 0.078910565727649
]
5 => [
'year' => 2037
'avg' => 0.19279450047997
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.02114154894449
'min' => '$0.021141'
'max_raw' => 0.19279450047997
'max' => '$0.192794'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.19279450047997
]
]
]
]
'prediction_2025_max_price' => '$0.0058034'
'last_price' => 0.00562713
'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' => '50.65'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 109.86
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.005486'
'vwma_10_action' => 'BUY'
'hma_9' => '0.005599'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 198.73
'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' => 75.76
'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' => 1767678642
'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 $0.0058034 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 | $0.008273 |
| 2029 | $0.007419 | $0.015913 | $0.0244078 |
| 2030 | $0.00631 | $0.012277 | $0.018244 |
| 2031 | $0.00746 | $0.012058 | $0.016655 |
| 2032 | $0.011388 | $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 $0.192794 am oberen Ende geschätzt. Im Vergleich zum aktuellen Preis könnte Goose Finance bis 2037 potenziell um 3326.16% steigen, wenn es das obere Preisziel erreicht. Bitte beachten Sie, dass diese Informationen nur für allgemeine Zwecke bestimmt sind und nicht als langfristige Anlageberatung gelten sollten.
| Goose Finance Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2032 | $0.011388 | $0.021141 | $0.030894 |
| 2033 | $0.026463 | $0.054378 | $0.082292 |
| 2034 | $0.021275 | $0.034467 | $0.047659 |
| 2035 | $0.025154 | $0.040654 | $0.056154 |
| 2036 | $0.041638 | $0.07891 | $0.116183 |
| 2037 | $0.108132 | $0.192794 | $0.277456 |
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 50.65, 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) | 50.65 | NEUTRAL |
| Stoch RSI (14) | 109.86 | SELL |
| Stochastic Fast (14) | 100 | SELL |
| Commodity Channel Index (20) | 198.73 | 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) | 75.76 | SELL |
| VWMA (10) | 0.005486 | BUY |
| Hull Moving Average (9) | 0.005599 | 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 | $0.007907 | $0.01111 | $0.015612 | $0.021938 | $0.030826 | $0.043316 |
| Amazon.com aktie | $0.011741 | $0.024499 | $0.051118 | $0.106662 | $0.222556 | $0.464377 |
| Apple aktie | $0.007981 | $0.011321 | $0.016058 | $0.022777 | $0.0323085 | $0.045827 |
| Netflix aktie | $0.008878 | $0.0140092 | $0.0221043 | $0.034877 | $0.05503 | $0.08683 |
| Google aktie | $0.007287 | $0.009436 | $0.01222 | $0.015825 | $0.020494 | $0.026539 |
| Tesla aktie | $0.012756 | $0.028917 | $0.065553 | $0.1486055 | $0.336877 | $0.763676 |
| Kodak aktie | $0.004219 | $0.003164 | $0.002372 | $0.001779 | $0.001334 | $0.00100065 |
| 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 | $0.019756 | $0.030026 |
| Wenn die Wachstumsrate von Goose Finance 50 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.01294 | $0.029758 | $0.068434 | $0.157377 |
| Wenn die Wachstumsrate von Goose Finance 100 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.020253 | $0.0729001 | $0.26239 | $0.944429 |
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 -0.1666% gefallen, 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 $0.0058034 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 $0.0058034 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 $0.0058034 erreichen, wenn das Beste eintritt. Der Preis wird zwischen $0.0058034 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 $0.008273 erreichen wird. Der Preis wird voraussichtlich zwischen $0.008273 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 $0.0244078 erreichen. Die vorhergesagte Preisspanne für das Jahr 2029 liegt zwischen $0.0244078 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 $0.011388 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 $0.082292 beträgt. Im Laufe des Jahres könnte der Preis von EGG zwischen $0.082292 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 $0.047659 erreichen könnte. Die vorhergesagte Preisspanne für das Jahr liegt zwischen $0.047659 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 $0.056154 erreichen könnte. Die erwartete Preisspanne für das Jahr liegt zwischen $0.056154 und $0.025154.
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 $0.116183 erreichen könnte. Die erwartete Preisspanne für das Jahr 2036 liegt zwischen $0.116183 und $0.041638.
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 $0.277456 unter günstigen Bedingungen erwartet wird. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $0.277456 und $0.108132 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


