HOPR Geleceği Fiyat Tahmini - HOPR
2026 yılına kadar HOPR fiyat tahmini $0.027491 olacak
| Yıl | Min. fiyat | Max. fiyat |
|---|---|---|
| 2026 | $0.0092098 | $0.027491 |
| 2027 | $0.008866 | $0.023291 |
| 2028 | $0.01600062 | $0.03919 |
| 2029 | $0.035148 | $0.115623 |
| 2030 | $0.029892 | $0.086428 |
| 2031 | $0.035342 | $0.078898 |
| 2032 | $0.053947 | $0.146353 |
| 2033 | $0.125361 | $0.389832 |
| 2034 | $0.100784 | $0.22577 |
| 2035 | $0.119158 | $0.266013 |
Yatırım Kârı Hesaplayıcı
Bugün HOPR’de $10,000.00 tutarında short açıp Apr 06, 2026 tarihinde kapatırsanız, tahminimize göre yaklaşık $3,954.57 kazanç elde edebilir ve önümüzdeki 90 gün içinde 39.55% getiri sağlayabilirsiniz.
HOPR için uzun vadeli fiyat tahmini: 2027, 2028, 2029, 2030, 2031, 2032 ve 2037
[
'name' => 'HOPR'
'name_with_ticker' => 'HOPR <small>HOPR</small>'
'name_lang' => 'HOPR'
'name_lang_with_ticker' => 'HOPR <small>HOPR</small>'
'name_with_lang' => 'HOPR'
'name_with_lang_with_ticker' => 'HOPR <small>HOPR</small>'
'image' => '/uploads/coins/hopr.png?1717093281'
'price_for_sd' => 0.02665
'ticker' => 'HOPR'
'marketcap' => '$14.51M'
'low24h' => '$0.02552'
'high24h' => '$0.02687'
'volume24h' => '$167.07K'
'current_supply' => '542.14M'
'max_supply' => '567.3M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.02665'
'change_24h_pct' => '4.0773%'
'ath_price' => '$0.9515'
'ath_days' => 1743
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '30 Mar 2021'
'ath_pct' => '-97.20%'
'fdv' => '$15.19M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.31'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.026884'
'next_week_prediction_price_date' => '13 Ocak 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.023559'
'next_month_prediction_price_date' => '5 Şubat 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.0092098'
'current_year_max_price_prediction' => '$0.027491'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.029892'
'grand_prediction_max_price' => '$0.086428'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.027161606274692
107 => 0.027263017852858
108 => 0.027491503316671
109 => 0.025539120044809
110 => 0.026415682814914
111 => 0.026930581319526
112 => 0.024604251143521
113 => 0.026884597251668
114 => 0.025505133395707
115 => 0.025036922644142
116 => 0.025667306739048
117 => 0.025421645444194
118 => 0.025210440288595
119 => 0.025092584182805
120 => 0.02555546868915
121 => 0.025533874573663
122 => 0.02477650567927
123 => 0.02378854883084
124 => 0.024120139577751
125 => 0.023999669550719
126 => 0.02356307063181
127 => 0.023857285588
128 => 0.02256171181972
129 => 0.02033274448946
130 => 0.021805268582946
131 => 0.021748578007145
201 => 0.021719992048113
202 => 0.022826553206791
203 => 0.022720182884093
204 => 0.022527119706816
205 => 0.023559524875157
206 => 0.023182683100904
207 => 0.024344020654064
208 => 0.025108952677179
209 => 0.024914941173159
210 => 0.025634363438136
211 => 0.024127778758841
212 => 0.024628205755617
213 => 0.02473134306609
214 => 0.023546785155636
215 => 0.022737586384391
216 => 0.02268362205189
217 => 0.02128058289701
218 => 0.02203007508861
219 => 0.022689597201125
220 => 0.022373737290214
221 => 0.022273745478466
222 => 0.022784581959108
223 => 0.022824278328673
224 => 0.02191919689577
225 => 0.022107391985872
226 => 0.022892196796427
227 => 0.022087616918247
228 => 0.020524449642321
301 => 0.020136762545412
302 => 0.020085037940194
303 => 0.019033599785528
304 => 0.020162669651026
305 => 0.019669800397545
306 => 0.021226768463811
307 => 0.020337436654547
308 => 0.020299099337735
309 => 0.020241146860511
310 => 0.019336130606426
311 => 0.019534271649288
312 => 0.020192922653491
313 => 0.020427936752025
314 => 0.020403422856134
315 => 0.020189694904244
316 => 0.020287538466155
317 => 0.019972350262283
318 => 0.019861050747421
319 => 0.019509758863172
320 => 0.018993456840185
321 => 0.019065251803146
322 => 0.018042322397837
323 => 0.017484976166852
324 => 0.017330710075821
325 => 0.01712441901167
326 => 0.017354011200436
327 => 0.018039424567356
328 => 0.017212670628293
329 => 0.015795258989815
330 => 0.01588044784444
331 => 0.016071841907983
401 => 0.015715180336769
402 => 0.015377630091951
403 => 0.015671102643503
404 => 0.015070526646872
405 => 0.01614441864789
406 => 0.01611537287881
407 => 0.016515653407753
408 => 0.016765957037085
409 => 0.016189088208238
410 => 0.016044007257802
411 => 0.016126651960732
412 => 0.014760719114652
413 => 0.016404027552928
414 => 0.016418238952542
415 => 0.016296552321056
416 => 0.017171563332982
417 => 0.019018109490925
418 => 0.01832336454916
419 => 0.018054338308931
420 => 0.0175429192296
421 => 0.018224354787748
422 => 0.018172031168933
423 => 0.017935403921508
424 => 0.017792291023943
425 => 0.018055980925787
426 => 0.017759616926978
427 => 0.017706381809254
428 => 0.017383834916224
429 => 0.017268700350361
430 => 0.017183459301435
501 => 0.01708961728218
502 => 0.017296609392682
503 => 0.016827538038205
504 => 0.016261883968337
505 => 0.016214855952889
506 => 0.016344704438285
507 => 0.01628725614958
508 => 0.016214580912585
509 => 0.016075824093237
510 => 0.016034657909006
511 => 0.016168428036761
512 => 0.016017409361809
513 => 0.016240245643114
514 => 0.016179646504693
515 => 0.015841144643553
516 => 0.015419245995133
517 => 0.0154154902122
518 => 0.01532459284045
519 => 0.015208821371016
520 => 0.015176616396712
521 => 0.015646387203773
522 => 0.016618798715332
523 => 0.016427891067777
524 => 0.016565841408138
525 => 0.017244420548243
526 => 0.017460120451295
527 => 0.017307021769241
528 => 0.017097450850529
529 => 0.017106670907362
530 => 0.017822838178031
531 => 0.017867504652234
601 => 0.017980362422594
602 => 0.018125416551109
603 => 0.017331725114559
604 => 0.017069288112076
605 => 0.016944930900849
606 => 0.016561958822568
607 => 0.01697496137545
608 => 0.016734322474418
609 => 0.016766792883562
610 => 0.01674564648701
611 => 0.016757193849441
612 => 0.01614411847319
613 => 0.016367490918002
614 => 0.015996090904703
615 => 0.015498827978503
616 => 0.015497160978811
617 => 0.015618865375527
618 => 0.015546470838067
619 => 0.015351658999196
620 => 0.015379331101422
621 => 0.015136894367971
622 => 0.015408767310322
623 => 0.0154165636535
624 => 0.015311877761676
625 => 0.015730735540603
626 => 0.015902341914386
627 => 0.015833435417798
628 => 0.015897507250894
629 => 0.01643582414243
630 => 0.016523593284162
701 => 0.016562574539216
702 => 0.016510344821471
703 => 0.015907346695469
704 => 0.015934092226504
705 => 0.015737851265713
706 => 0.015572048333209
707 => 0.015578679580987
708 => 0.015663923841167
709 => 0.016036190524882
710 => 0.016819603814442
711 => 0.016849333776113
712 => 0.016885367356943
713 => 0.016738800674682
714 => 0.016694594760858
715 => 0.016752913771707
716 => 0.017047122613351
717 => 0.017803907630983
718 => 0.01753640926178
719 => 0.017318928923758
720 => 0.017509717812481
721 => 0.017480347358515
722 => 0.01723243116966
723 => 0.017225472987949
724 => 0.016749642557936
725 => 0.016573738882095
726 => 0.0164267406044
727 => 0.016266222322644
728 => 0.016171061704598
729 => 0.016317271663644
730 => 0.016350711611184
731 => 0.016031020980416
801 => 0.015987448328739
802 => 0.016248514598826
803 => 0.016133629066893
804 => 0.01625179168551
805 => 0.01627920642661
806 => 0.016274792021878
807 => 0.01615483833202
808 => 0.016231293236865
809 => 0.016050454594602
810 => 0.015853819732228
811 => 0.015728378940818
812 => 0.015618915213006
813 => 0.015679652051265
814 => 0.01546313631298
815 => 0.015393868570701
816 => 0.016205392035393
817 => 0.016804873144108
818 => 0.016796156451367
819 => 0.016743095826056
820 => 0.016664258499798
821 => 0.017041355171888
822 => 0.016909982231618
823 => 0.017005567022241
824 => 0.017029897363136
825 => 0.017103537977194
826 => 0.017129858167095
827 => 0.017050300272666
828 => 0.016783294261786
829 => 0.016117940668843
830 => 0.01580821677524
831 => 0.015706002731491
901 => 0.015709718017849
902 => 0.015607233834323
903 => 0.01563742001939
904 => 0.015596736311046
905 => 0.015519691209889
906 => 0.015674894733376
907 => 0.015692780493637
908 => 0.015656554136711
909 => 0.01566508675518
910 => 0.015365147992313
911 => 0.015387951685021
912 => 0.01526097782627
913 => 0.015237171758446
914 => 0.014916192900401
915 => 0.014347532326744
916 => 0.014662625485768
917 => 0.01428203725847
918 => 0.01413790272994
919 => 0.014820213170484
920 => 0.014751728126599
921 => 0.014634511501201
922 => 0.014461123682152
923 => 0.014396812453459
924 => 0.014006077786378
925 => 0.013982991097759
926 => 0.014176649749487
927 => 0.014087282945102
928 => 0.013961778105889
929 => 0.013507212300483
930 => 0.01299612983364
1001 => 0.013011556200764
1002 => 0.013174122024439
1003 => 0.013646804081764
1004 => 0.013462119024484
1005 => 0.013328127896411
1006 => 0.013303035385882
1007 => 0.013617120689888
1008 => 0.014061617197963
1009 => 0.014270165014503
1010 => 0.014063500462003
1011 => 0.013826095351701
1012 => 0.013840545100736
1013 => 0.013936672807462
1014 => 0.013946774470267
1015 => 0.0137922481491
1016 => 0.013835746403365
1017 => 0.013769668577572
1018 => 0.013364149082652
1019 => 0.013356814520905
1020 => 0.013257293496967
1021 => 0.013254280039914
1022 => 0.013084969951511
1023 => 0.013061282299759
1024 => 0.012725106842848
1025 => 0.01294637854662
1026 => 0.012797961105015
1027 => 0.012574261012382
1028 => 0.012535695032095
1029 => 0.012534535692158
1030 => 0.012764225668866
1031 => 0.01294369448551
1101 => 0.012800542889955
1102 => 0.012767950046524
1103 => 0.013115956344532
1104 => 0.013071669370963
1105 => 0.013033317137472
1106 => 0.014021817410945
1107 => 0.013239342310853
1108 => 0.012898138505096
1109 => 0.012475834002626
1110 => 0.012613338478074
1111 => 0.012642312691412
1112 => 0.01162674648908
1113 => 0.011214731407274
1114 => 0.011073343357659
1115 => 0.010991972536172
1116 => 0.011029054241314
1117 => 0.01065819234314
1118 => 0.010907417672203
1119 => 0.01058628261656
1120 => 0.010532443279418
1121 => 0.011106672539907
1122 => 0.011186573186905
1123 => 0.010845692203625
1124 => 0.011064592978509
1125 => 0.010985216514588
1126 => 0.010591787555376
1127 => 0.010576761463001
1128 => 0.010379352640965
1129 => 0.010070446060359
1130 => 0.0099292674639522
1201 => 0.0098557404251747
1202 => 0.0098860791143877
1203 => 0.0098707389447424
1204 => 0.0097706339613161
1205 => 0.0098764768452137
1206 => 0.0096060920141545
1207 => 0.0094984225957881
1208 => 0.0094497908174235
1209 => 0.0092098087170882
1210 => 0.009591726959246
1211 => 0.0096669696642304
1212 => 0.0097423606205872
1213 => 0.010398587424081
1214 => 0.010365804187456
1215 => 0.010662148680461
1216 => 0.010650633278406
1217 => 0.010566111028538
1218 => 0.010209525559582
1219 => 0.010351654171983
1220 => 0.0099142043947035
1221 => 0.010241971511535
1222 => 0.010092392287295
1223 => 0.010191398625356
1224 => 0.010013376302481
1225 => 0.010111901206322
1226 => 0.0096848125009025
1227 => 0.0092860030770824
1228 => 0.0094464956312004
1229 => 0.0096209693920766
1230 => 0.0099992729607436
1231 => 0.0097739584761822
]
'min_raw' => 0.0092098087170882
'max_raw' => 0.027491503316671
'avg_raw' => 0.01835065601688
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.0092098'
'max' => '$0.027491'
'avg' => '$0.01835'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.017446671282912
'max_diff' => 0.00083502331667109
'year' => 2026
]
1 => [
'items' => [
101 => 0.0098549900849144
102 => 0.009583547760189
103 => 0.0090234847106136
104 => 0.0090266546066516
105 => 0.0089405011081112
106 => 0.0088660519067555
107 => 0.0097998385551333
108 => 0.0096837074244251
109 => 0.0094986676665083
110 => 0.0097463507356677
111 => 0.0098118420704123
112 => 0.0098137065166425
113 => 0.0099944096902759
114 => 0.010090851006437
115 => 0.010107849206411
116 => 0.010392189554473
117 => 0.010487496688604
118 => 0.010880053285718
119 => 0.010082668634559
120 => 0.010066247022402
121 => 0.0097498361443853
122 => 0.0095491633632894
123 => 0.00976357638139
124 => 0.0099535170451315
125 => 0.0097557381302653
126 => 0.0097815638812061
127 => 0.0095160618471293
128 => 0.0096109663312799
129 => 0.0096927108580451
130 => 0.0096475763350865
131 => 0.009580007769682
201 => 0.0099379440767594
202 => 0.0099177479075504
203 => 0.010251066425621
204 => 0.010510912046293
205 => 0.010976601851498
206 => 0.010490630262808
207 => 0.010472919526554
208 => 0.010646044814328
209 => 0.010487470184025
210 => 0.010587683876566
211 => 0.010960455876332
212 => 0.01096833196128
213 => 0.010836397390629
214 => 0.010828369160014
215 => 0.010853708637514
216 => 0.011002122748694
217 => 0.010950262297943
218 => 0.011010276524498
219 => 0.011085325233776
220 => 0.011395758515343
221 => 0.011470602928562
222 => 0.011288769806819
223 => 0.011305187301813
224 => 0.011237176722851
225 => 0.011171479355743
226 => 0.011319157442671
227 => 0.011589042049153
228 => 0.011587363111023
301 => 0.011649971093919
302 => 0.011688975348591
303 => 0.011521540534679
304 => 0.011412546627572
305 => 0.011454341827019
306 => 0.011521173261117
307 => 0.011432669293673
308 => 0.010886381807581
309 => 0.011052090533882
310 => 0.011024508499082
311 => 0.010985228327438
312 => 0.011151849733121
313 => 0.011135778692068
314 => 0.01065438861834
315 => 0.010685205648993
316 => 0.010656262704043
317 => 0.010749783280347
318 => 0.010482419765996
319 => 0.01056465898229
320 => 0.010616238647804
321 => 0.010646619467046
322 => 0.01075637581847
323 => 0.010743497177434
324 => 0.010755575264061
325 => 0.010918314958621
326 => 0.011741396488184
327 => 0.011786194999811
328 => 0.011565590744273
329 => 0.011653717793134
330 => 0.011484533130588
331 => 0.011598107927994
401 => 0.011675812919892
402 => 0.011324679003316
403 => 0.011303887131617
404 => 0.011134004183786
405 => 0.011225289657288
406 => 0.011080047905289
407 => 0.011115685150889
408 => 0.011016040305392
409 => 0.011195381188195
410 => 0.011395912161925
411 => 0.011446574205097
412 => 0.011313304180892
413 => 0.011216807900445
414 => 0.011047392219831
415 => 0.011329134272366
416 => 0.011411524234461
417 => 0.01132870151297
418 => 0.011309509678688
419 => 0.011273141187403
420 => 0.011317225426039
421 => 0.011411075521034
422 => 0.011366817549374
423 => 0.01139605071938
424 => 0.011284644020429
425 => 0.01152159596257
426 => 0.01189793267228
427 => 0.011899142656339
428 => 0.011854884446112
429 => 0.011836774940043
430 => 0.011882186549549
501 => 0.011906820484824
502 => 0.012053673302901
503 => 0.012211252227572
504 => 0.01294660431194
505 => 0.012740120389208
506 => 0.01339256850475
507 => 0.01390857025436
508 => 0.014063296617046
509 => 0.013920955643813
510 => 0.01343401486349
511 => 0.013410123225734
512 => 0.01413781833263
513 => 0.013932211134385
514 => 0.01390775481239
515 => 0.013647580865975
516 => 0.013801375891476
517 => 0.013767738663362
518 => 0.013714640653195
519 => 0.014008070848397
520 => 0.014557345979121
521 => 0.014471736298928
522 => 0.014407832643983
523 => 0.014127825430087
524 => 0.014296452314728
525 => 0.014236407510943
526 => 0.014494398093378
527 => 0.014341570187535
528 => 0.013930653457638
529 => 0.013996093301273
530 => 0.013986202200554
531 => 0.014189760352456
601 => 0.014128657247879
602 => 0.013974270838716
603 => 0.014555468616438
604 => 0.014517728865545
605 => 0.014571235203803
606 => 0.014594790348643
607 => 0.014948555194089
608 => 0.015093481332056
609 => 0.015126382102664
610 => 0.015264050724743
611 => 0.015122956781933
612 => 0.015687433151447
613 => 0.016062776999064
614 => 0.016498758193089
615 => 0.017135843898257
616 => 0.017375394016772
617 => 0.017332121431992
618 => 0.017815152542692
619 => 0.018683148711441
620 => 0.017507568274657
621 => 0.018745457329123
622 => 0.018353555946595
623 => 0.017424364818627
624 => 0.01736453586443
625 => 0.017993794884421
626 => 0.019389430826824
627 => 0.019039839852424
628 => 0.019390002632421
629 => 0.018981519149563
630 => 0.01896123450167
701 => 0.019370163501411
702 => 0.020325648398863
703 => 0.019871733339899
704 => 0.019220934798336
705 => 0.019701474313879
706 => 0.019285186513683
707 => 0.018347173588221
708 => 0.019039572526794
709 => 0.018576585074957
710 => 0.01871170942717
711 => 0.019684840186746
712 => 0.019567750519169
713 => 0.019719275391225
714 => 0.019451837958143
715 => 0.019202009224632
716 => 0.018735685341008
717 => 0.018597629828557
718 => 0.018635783405482
719 => 0.018597610921539
720 => 0.01833670699439
721 => 0.018280364816163
722 => 0.018186458717377
723 => 0.018215564144043
724 => 0.018038993205128
725 => 0.018372219048279
726 => 0.018434068701144
727 => 0.018676562681061
728 => 0.018701739210498
729 => 0.01937708149288
730 => 0.01900511431241
731 => 0.019254662011171
801 => 0.019232340116159
802 => 0.017444503207924
803 => 0.01769085135966
804 => 0.018074091775453
805 => 0.017901442487609
806 => 0.017657356788308
807 => 0.017460244499075
808 => 0.017161599225122
809 => 0.017581936713237
810 => 0.0181346358122
811 => 0.01871575657174
812 => 0.019413935087788
813 => 0.0192581097707
814 => 0.018702704610026
815 => 0.01872761967981
816 => 0.018881634837497
817 => 0.01868217121454
818 => 0.018623345498137
819 => 0.018873553087393
820 => 0.018875276129549
821 => 0.018645769125353
822 => 0.018390714089527
823 => 0.018389645399614
824 => 0.018344260819528
825 => 0.018989592965538
826 => 0.019344460395404
827 => 0.019385145374341
828 => 0.019341721972161
829 => 0.019358433916247
830 => 0.019151944377778
831 => 0.019623918230147
901 => 0.020057048110457
902 => 0.019940960050064
903 => 0.019766927544644
904 => 0.019628302271536
905 => 0.019908304341294
906 => 0.019895836289892
907 => 0.020053265098807
908 => 0.020046123218682
909 => 0.019993185831441
910 => 0.019940961940625
911 => 0.020148023764589
912 => 0.020088393284599
913 => 0.020028670182002
914 => 0.019908886356596
915 => 0.019925166967867
916 => 0.019751164511613
917 => 0.019670663013539
918 => 0.01846011363261
919 => 0.018136615282184
920 => 0.018238394448644
921 => 0.018271902792938
922 => 0.018131115896258
923 => 0.018332968140911
924 => 0.018301509682396
925 => 0.018423896141894
926 => 0.018347434395402
927 => 0.018350572412149
928 => 0.018575430105219
929 => 0.01864070725013
930 => 0.018607506767377
1001 => 0.018630759247451
1002 => 0.019166602836503
1003 => 0.019090423013453
1004 => 0.019049954000778
1005 => 0.019061164193859
1006 => 0.019198083719478
1007 => 0.019236413711123
1008 => 0.019074006843125
1009 => 0.019150598860935
1010 => 0.019476717951799
1011 => 0.019590841176859
1012 => 0.019955067728996
1013 => 0.019800337816038
1014 => 0.020084351267827
1015 => 0.020957311791305
1016 => 0.021654693061734
1017 => 0.021013352424948
1018 => 0.02229400431712
1019 => 0.023291175513779
1020 => 0.023252902422376
1021 => 0.023079022559253
1022 => 0.021943769663024
1023 => 0.020899093022248
1024 => 0.021773009391571
1025 => 0.021775237184119
1026 => 0.021700166992956
1027 => 0.021233912482989
1028 => 0.021683942346674
1029 => 0.021719664082985
1030 => 0.021699669409827
1031 => 0.021342193170227
1101 => 0.02079639302501
1102 => 0.020903041066925
1103 => 0.021077732735142
1104 => 0.020747004962707
1105 => 0.020641317399912
1106 => 0.02083781068703
1107 => 0.021470952999126
1108 => 0.021351261112567
1109 => 0.021348135473697
1110 => 0.021860228121651
1111 => 0.021493680302226
1112 => 0.020904386240267
1113 => 0.020755581717789
1114 => 0.020227425909729
1115 => 0.020592225007583
1116 => 0.020605353477675
1117 => 0.020405556739937
1118 => 0.020920598644392
1119 => 0.020915852442571
1120 => 0.021404808076981
1121 => 0.022339507606622
1122 => 0.022063070961937
1123 => 0.021741605220389
1124 => 0.021776557459773
1125 => 0.022159897256342
1126 => 0.02192812126454
1127 => 0.022011469527192
1128 => 0.022159771098764
1129 => 0.022249245119015
1130 => 0.021763683525186
1201 => 0.021650475890569
1202 => 0.021418892800622
1203 => 0.021358477095159
1204 => 0.02154709668978
1205 => 0.021497402090626
1206 => 0.0206042500806
1207 => 0.020510910726101
1208 => 0.020513773310846
1209 => 0.020279067065915
1210 => 0.019921083706441
1211 => 0.020861842601061
1212 => 0.020786286495911
1213 => 0.020702878403403
1214 => 0.020713095418815
1215 => 0.021121446969692
1216 => 0.020884582447936
1217 => 0.021514325600357
1218 => 0.021384869340031
1219 => 0.021252093015111
1220 => 0.021233739282541
1221 => 0.021182631725391
1222 => 0.021007364895638
1223 => 0.020795719666807
1224 => 0.020655973154337
1225 => 0.019054043364266
1226 => 0.019351352215306
1227 => 0.019693378947874
1228 => 0.01981144520537
1229 => 0.019609484701986
1230 => 0.021015339527275
1231 => 0.021272202751009
]
'min_raw' => 0.0088660519067555
'max_raw' => 0.023291175513779
'avg_raw' => 0.016078613710267
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.008866'
'max' => '$0.023291'
'avg' => '$0.016078'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00034375681033274
'max_diff' => -0.0042003278028919
'year' => 2027
]
2 => [
'items' => [
101 => 0.020494147291544
102 => 0.020348604882873
103 => 0.021024881263357
104 => 0.0206170039345
105 => 0.02080067107071
106 => 0.020403683182777
107 => 0.021210331922245
108 => 0.021204186610356
109 => 0.020890382031715
110 => 0.021155607512742
111 => 0.021109518058535
112 => 0.020755233462116
113 => 0.021221563375877
114 => 0.021221794669697
115 => 0.020919764585454
116 => 0.020567059569947
117 => 0.020504004243695
118 => 0.020456500525655
119 => 0.020788988068103
120 => 0.021087095359
121 => 0.021641799120296
122 => 0.021781264825322
123 => 0.022325608756796
124 => 0.022001478449228
125 => 0.022145161216383
126 => 0.022301149185297
127 => 0.022375935553863
128 => 0.022254075179543
129 => 0.023099665366023
130 => 0.023171059085976
131 => 0.023194996782723
201 => 0.022909868529502
202 => 0.023163129153461
203 => 0.023044636894621
204 => 0.023352920834026
205 => 0.023401263692091
206 => 0.023360319011157
207 => 0.023375663797347
208 => 0.022654101745517
209 => 0.022616684946586
210 => 0.022106504238195
211 => 0.02231440664793
212 => 0.021925743057952
213 => 0.022048992286013
214 => 0.02210331937138
215 => 0.022074941985019
216 => 0.022326161138242
217 => 0.02211257353732
218 => 0.021548880741435
219 => 0.020985034367824
220 => 0.020977955735903
221 => 0.020829504938446
222 => 0.020722202202005
223 => 0.020742872515813
224 => 0.020815717397742
225 => 0.020717968325042
226 => 0.020738828045707
227 => 0.021085238396326
228 => 0.021154708521657
229 => 0.020918621892052
301 => 0.019970700007049
302 => 0.019738077598788
303 => 0.019905281972743
304 => 0.019825369051333
305 => 0.016000620131039
306 => 0.01689918815656
307 => 0.016365289548282
308 => 0.01661133459047
309 => 0.016066362363794
310 => 0.016326451674805
311 => 0.016278422676002
312 => 0.017723293470478
313 => 0.017700733800377
314 => 0.017711531920624
315 => 0.017196109506922
316 => 0.018017191407192
317 => 0.018421685876415
318 => 0.018346824715434
319 => 0.018365665656832
320 => 0.018041915860578
321 => 0.017714666526333
322 => 0.017351696651344
323 => 0.018026049814642
324 => 0.017951073254475
325 => 0.018123042507782
326 => 0.01856040873794
327 => 0.018624812576723
328 => 0.018711371989168
329 => 0.018680346601525
330 => 0.019419497206057
331 => 0.019329981190776
401 => 0.019545689032089
402 => 0.019101961636714
403 => 0.018599841969856
404 => 0.018695278502997
405 => 0.018686087197404
406 => 0.018569071327908
407 => 0.01846343463306
408 => 0.018287579299092
409 => 0.018844011597458
410 => 0.018821421462309
411 => 0.019187129492212
412 => 0.019122487045628
413 => 0.018690788966654
414 => 0.018706207147998
415 => 0.018809901827268
416 => 0.019168790296186
417 => 0.019275332828751
418 => 0.019225978082681
419 => 0.019342797105787
420 => 0.019435126098555
421 => 0.019354392205756
422 => 0.020497413875069
423 => 0.020022751586777
424 => 0.020254098683412
425 => 0.020309273602783
426 => 0.020167944207017
427 => 0.020198593492333
428 => 0.020245018808155
429 => 0.020526904234819
430 => 0.021266653158591
501 => 0.021594282921288
502 => 0.022579973227331
503 => 0.021567077830322
504 => 0.021506976809242
505 => 0.021684529398356
506 => 0.022263233953918
507 => 0.022732219641246
508 => 0.022887809250167
509 => 0.02290837298549
510 => 0.023200269435226
511 => 0.023367579036668
512 => 0.023164825528589
513 => 0.022993013159669
514 => 0.022377602580335
515 => 0.022448838030601
516 => 0.022939579642131
517 => 0.023632781072955
518 => 0.024227620015918
519 => 0.024019328150323
520 => 0.025608448053676
521 => 0.025766002801121
522 => 0.025744233829379
523 => 0.026103166991348
524 => 0.025390757760306
525 => 0.025086189011757
526 => 0.023030160943983
527 => 0.023607820966732
528 => 0.024447483734582
529 => 0.024336351218684
530 => 0.023726565672421
531 => 0.024227157438901
601 => 0.024061646145951
602 => 0.023931100522131
603 => 0.024529155332363
604 => 0.023871569501775
605 => 0.024440923812895
606 => 0.023710721019668
607 => 0.02402027961002
608 => 0.023844559182472
609 => 0.023958271834581
610 => 0.023293509993882
611 => 0.023652199346942
612 => 0.023278587337534
613 => 0.023278410196795
614 => 0.02327016269098
615 => 0.0237097155632
616 => 0.023724049366582
617 => 0.023399219129885
618 => 0.023352406017974
619 => 0.023525498628451
620 => 0.023322852514609
621 => 0.023417669355837
622 => 0.023325724420139
623 => 0.023305025678457
624 => 0.023140094583132
625 => 0.023069037732391
626 => 0.023096900954476
627 => 0.023001789413025
628 => 0.022944481268966
629 => 0.023258762658702
630 => 0.023090854790241
701 => 0.023233028369722
702 => 0.023071003632167
703 => 0.022509355300982
704 => 0.022186345406395
705 => 0.021125443773615
706 => 0.021426314160627
707 => 0.021625791538489
708 => 0.021559864266295
709 => 0.021701501557434
710 => 0.02171019693678
711 => 0.021664149209609
712 => 0.021610831840625
713 => 0.021584879894039
714 => 0.021778304441861
715 => 0.021890593902242
716 => 0.02164581176202
717 => 0.021588462731432
718 => 0.021835950989989
719 => 0.02198691868474
720 => 0.023101579321357
721 => 0.02301900166109
722 => 0.023226255383312
723 => 0.023202921794758
724 => 0.023420156713754
725 => 0.023775243995987
726 => 0.023053252267242
727 => 0.023178565066757
728 => 0.023147841262211
729 => 0.023483275704028
730 => 0.023484322893741
731 => 0.023283213189679
801 => 0.023392238022884
802 => 0.023331383351929
803 => 0.023441355967346
804 => 0.023017898786091
805 => 0.023533623923482
806 => 0.023826006843788
807 => 0.02383006658092
808 => 0.023968653764651
809 => 0.02410946636975
810 => 0.024379743903045
811 => 0.02410192847604
812 => 0.023602165567646
813 => 0.023638246835407
814 => 0.023345236025072
815 => 0.02335016158973
816 => 0.02332386853956
817 => 0.02340277596237
818 => 0.023035214528049
819 => 0.023121480462013
820 => 0.023000707649291
821 => 0.023178302530248
822 => 0.022987239795823
823 => 0.023147826446262
824 => 0.02321713032106
825 => 0.023472863111068
826 => 0.022949467854809
827 => 0.021882229496554
828 => 0.022106575938473
829 => 0.021774749928841
830 => 0.021805461689383
831 => 0.021867504333419
901 => 0.02166640382501
902 => 0.021704767464609
903 => 0.021703396845442
904 => 0.021691585589927
905 => 0.021639271580819
906 => 0.021563405917602
907 => 0.021865631369639
908 => 0.021916985363189
909 => 0.022031138929438
910 => 0.022370782511491
911 => 0.022336844108297
912 => 0.022392199051998
913 => 0.022271359520704
914 => 0.021811067088664
915 => 0.021836063182257
916 => 0.021524361494612
917 => 0.022023168016484
918 => 0.02190504404818
919 => 0.021828888757373
920 => 0.021808109080703
921 => 0.022148594573501
922 => 0.022250473169403
923 => 0.022186989265255
924 => 0.022056781925727
925 => 0.022306818509965
926 => 0.022373717751711
927 => 0.022388694024788
928 => 0.022831710912299
929 => 0.022413453747496
930 => 0.022514132404183
1001 => 0.023299598543661
1002 => 0.022587289142073
1003 => 0.022964615318489
1004 => 0.022946147165664
1005 => 0.023139174469498
1006 => 0.022930313292705
1007 => 0.022932902377309
1008 => 0.023104297546311
1009 => 0.02286360394273
1010 => 0.022804004821601
1011 => 0.022721669062619
1012 => 0.022901446180163
1013 => 0.023009214431511
1014 => 0.023877747390316
1015 => 0.024438859291619
1016 => 0.024414499944156
1017 => 0.024637098781179
1018 => 0.024536815966328
1019 => 0.024212976303906
1020 => 0.024765731119622
1021 => 0.024590816367685
1022 => 0.024605236127314
1023 => 0.02460469942314
1024 => 0.024721002441865
1025 => 0.024638591094083
1026 => 0.024476149868254
1027 => 0.024583985934774
1028 => 0.024904220500238
1029 => 0.025898238417436
1030 => 0.026454504012885
1031 => 0.025864750530122
1101 => 0.026271554585419
1102 => 0.026027617111347
1103 => 0.025983286415796
1104 => 0.026238789425106
1105 => 0.02649473965861
1106 => 0.02647843673524
1107 => 0.026292630008905
1108 => 0.02618767250387
1109 => 0.02698244589534
1110 => 0.027568021391563
1111 => 0.027528089068468
1112 => 0.02770433735592
1113 => 0.028221807779033
1114 => 0.028269118789372
1115 => 0.028263158689501
1116 => 0.028145893413982
1117 => 0.028655410247563
1118 => 0.029080458154232
1119 => 0.028118749890819
1120 => 0.028484955807841
1121 => 0.02864935744241
1122 => 0.028890747817724
1123 => 0.029298013842603
1124 => 0.0297404127676
1125 => 0.029802972826252
1126 => 0.029758583470864
1127 => 0.029466809487507
1128 => 0.029950887670156
1129 => 0.030234449316521
1130 => 0.030403303787738
1201 => 0.030831490632041
1202 => 0.028650372730936
1203 => 0.027106469071941
1204 => 0.026865366221349
1205 => 0.027355658348928
1206 => 0.027484944472964
1207 => 0.027432829398476
1208 => 0.025695025464697
1209 => 0.026856217043285
1210 => 0.028105561546084
1211 => 0.028153553956552
1212 => 0.028779001937215
1213 => 0.028982673437698
1214 => 0.029486241041473
1215 => 0.02945474275075
1216 => 0.029577353448758
1217 => 0.029549167372607
1218 => 0.03048192031993
1219 => 0.031510885335981
1220 => 0.031475255549383
1221 => 0.031327329654165
1222 => 0.031547024833678
1223 => 0.032609027000834
1224 => 0.03251125485952
1225 => 0.032606232166595
1226 => 0.033858392573492
1227 => 0.035486379220199
1228 => 0.034730015975616
1229 => 0.036371106578699
1230 => 0.037404086122865
1231 => 0.039190517432421
]
'min_raw' => 0.016000620131039
'max_raw' => 0.039190517432421
'avg_raw' => 0.02759556878173
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.01600062'
'max' => '$0.03919'
'avg' => '$0.027595'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0071345682242838
'max_diff' => 0.015899341918642
'year' => 2028
]
3 => [
'items' => [
101 => 0.038966847434105
102 => 0.039662292033476
103 => 0.038566431455782
104 => 0.036050114059431
105 => 0.035651897199382
106 => 0.036449137437656
107 => 0.038409074769889
108 => 0.03638741203624
109 => 0.036796391774238
110 => 0.036678605582181
111 => 0.036672329256565
112 => 0.036911871077652
113 => 0.036564403172504
114 => 0.035148756418647
115 => 0.035797538983481
116 => 0.035547012878101
117 => 0.035824990269978
118 => 0.037325119607345
119 => 0.036661876668678
120 => 0.035963204110274
121 => 0.036839494546366
122 => 0.037955313397573
123 => 0.037885487459184
124 => 0.037749995953731
125 => 0.038513754475866
126 => 0.039775259794185
127 => 0.040116239612587
128 => 0.040367943943506
129 => 0.04040264971816
130 => 0.040760140766618
131 => 0.038837821299718
201 => 0.041888591662353
202 => 0.04241537542815
203 => 0.04231636191313
204 => 0.042901859898364
205 => 0.042729591538458
206 => 0.042480001713031
207 => 0.043408140558619
208 => 0.042344104269096
209 => 0.040833838714561
210 => 0.040005277161677
211 => 0.041096393852668
212 => 0.041762700741131
213 => 0.042203087209328
214 => 0.042336347888516
215 => 0.038987045487792
216 => 0.037181957254629
217 => 0.038338998116708
218 => 0.039750667823138
219 => 0.038829979403222
220 => 0.038866068646189
221 => 0.037553408912048
222 => 0.039866809082732
223 => 0.039529766136622
224 => 0.041278345537262
225 => 0.040861033030073
226 => 0.042286931651834
227 => 0.041911444757658
228 => 0.043470069862194
301 => 0.044091847614484
302 => 0.045135909232558
303 => 0.045903925208909
304 => 0.046354918880027
305 => 0.046327842911647
306 => 0.048114904520771
307 => 0.047061136725048
308 => 0.045737356019619
309 => 0.045713413003133
310 => 0.046399017788592
311 => 0.047835857332427
312 => 0.048208408920978
313 => 0.048416614434555
314 => 0.048097740442825
315 => 0.046953951024786
316 => 0.046460068553221
317 => 0.046880870728147
318 => 0.046366265828156
319 => 0.047254618258174
320 => 0.04847451588643
321 => 0.048222611850194
322 => 0.04906468927577
323 => 0.049936150822112
324 => 0.051182379973169
325 => 0.051508190420987
326 => 0.052046742701769
327 => 0.052601089903901
328 => 0.05277913128515
329 => 0.053119067524951
330 => 0.05311727589317
331 => 0.054141696632156
401 => 0.055271664430928
402 => 0.05569820111615
403 => 0.056678998704447
404 => 0.054999417205735
405 => 0.05627339906615
406 => 0.057422562594078
407 => 0.05605248246163
408 => 0.05794081873648
409 => 0.058014138554971
410 => 0.059121180764878
411 => 0.057998981401512
412 => 0.057332623001732
413 => 0.059256374733772
414 => 0.060187217599295
415 => 0.059906840152749
416 => 0.057773153940593
417 => 0.056531257047011
418 => 0.053280973332488
419 => 0.057131074794148
420 => 0.059006346907123
421 => 0.057768297438853
422 => 0.058392697577612
423 => 0.061799222272256
424 => 0.063096206319836
425 => 0.062826442704542
426 => 0.06287202831484
427 => 0.063571857364989
428 => 0.066675284776245
429 => 0.064815639134536
430 => 0.06623726854803
501 => 0.066991295662881
502 => 0.067691678069542
503 => 0.065971760236915
504 => 0.063734172407278
505 => 0.063025434414085
506 => 0.057645197818521
507 => 0.057365133138539
508 => 0.057207924346836
509 => 0.056216745152778
510 => 0.055437949813078
511 => 0.054818622844132
512 => 0.05319332393093
513 => 0.053741814602986
514 => 0.051151427361587
515 => 0.052808665320947
516 => 0.048674344736587
517 => 0.052117529771241
518 => 0.050243560699292
519 => 0.051501880530869
520 => 0.051497490371518
521 => 0.049180524610918
522 => 0.047844147114046
523 => 0.048695738867643
524 => 0.049608712826937
525 => 0.049756839780219
526 => 0.050940534349502
527 => 0.051270878060359
528 => 0.050269921194188
529 => 0.048588670131881
530 => 0.048979186408401
531 => 0.047836233314166
601 => 0.045833251979575
602 => 0.047271828142778
603 => 0.047763021294624
604 => 0.047979960173136
605 => 0.046010258074526
606 => 0.04539133491083
607 => 0.045061825411746
608 => 0.048334406325411
609 => 0.048513685695295
610 => 0.047596467091419
611 => 0.051742382155176
612 => 0.050804033889216
613 => 0.0518523988032
614 => 0.048943751149505
615 => 0.04905486540689
616 => 0.047677864994484
617 => 0.04844889321423
618 => 0.047903955319913
619 => 0.048386601753524
620 => 0.048675898035805
621 => 0.050052672495992
622 => 0.052133250324033
623 => 0.049847028303023
624 => 0.048850888629166
625 => 0.049468888080324
626 => 0.051114702057775
627 => 0.05360819448128
628 => 0.052131996780353
629 => 0.052787108252562
630 => 0.052930220965359
701 => 0.051841727432505
702 => 0.053648328790447
703 => 0.054616501134972
704 => 0.055609645625416
705 => 0.056471965159192
706 => 0.055212961876217
707 => 0.056560275860031
708 => 0.055474578622011
709 => 0.05450059596219
710 => 0.054502073091842
711 => 0.05389107954172
712 => 0.052707202548216
713 => 0.052488877466682
714 => 0.05362463211224
715 => 0.054535399781611
716 => 0.054610414969144
717 => 0.05511466274784
718 => 0.055413071389108
719 => 0.058337881740406
720 => 0.059514264658998
721 => 0.060952723424064
722 => 0.06151308418015
723 => 0.063199569155522
724 => 0.061837595568297
725 => 0.061542924015485
726 => 0.057452063110264
727 => 0.05812194135432
728 => 0.059194481056689
729 => 0.057469748894915
730 => 0.058563694472941
731 => 0.058779662502979
801 => 0.057411143156035
802 => 0.058142128469468
803 => 0.056200848199031
804 => 0.052175564929022
805 => 0.053652810081415
806 => 0.054740559748918
807 => 0.053188206854824
808 => 0.055970739333133
809 => 0.054345241302434
810 => 0.053830036464369
811 => 0.051820038707288
812 => 0.052768680276721
813 => 0.054051731582619
814 => 0.053258955046299
815 => 0.054904085395159
816 => 0.057234028709385
817 => 0.058894485065625
818 => 0.059021954286688
819 => 0.057954392091562
820 => 0.059665167322343
821 => 0.059677628452203
822 => 0.05774786700316
823 => 0.056565898860578
824 => 0.056297353211701
825 => 0.056968232894071
826 => 0.05778280467969
827 => 0.059067157351659
828 => 0.059843264772435
829 => 0.061866941310251
830 => 0.06241449015803
831 => 0.063016080335302
901 => 0.063819990335677
902 => 0.064785290409421
903 => 0.062673268802634
904 => 0.062757183358372
905 => 0.060790498081061
906 => 0.058688812811056
907 => 0.060283729952223
908 => 0.062368871951362
909 => 0.061890538072882
910 => 0.061836715740079
911 => 0.061927229974784
912 => 0.061566581851334
913 => 0.059935383755215
914 => 0.059116206283184
915 => 0.060173154216565
916 => 0.060734875003817
917 => 0.061606054957644
918 => 0.061498663639957
919 => 0.063742729643119
920 => 0.064614705834914
921 => 0.064391617011088
922 => 0.064432670723604
923 => 0.066011341967837
924 => 0.067767149069929
925 => 0.069411694120191
926 => 0.071084595980171
927 => 0.069067847493494
928 => 0.068043866987714
929 => 0.069100353490692
930 => 0.068539766881088
1001 => 0.071761063820664
1002 => 0.071984099431612
1003 => 0.075205163434754
1004 => 0.078262336730903
1005 => 0.076342180958541
1006 => 0.078152801366163
1007 => 0.080111134959055
1008 => 0.083889078187917
1009 => 0.082616799818081
1010 => 0.081642254525931
1011 => 0.080721313933818
1012 => 0.082637645110804
1013 => 0.085102974555858
1014 => 0.085633982905691
1015 => 0.086494419293222
1016 => 0.085589775640888
1017 => 0.086679319276894
1018 => 0.090525887081728
1019 => 0.089486510506268
1020 => 0.088010428680994
1021 => 0.091046924534611
1022 => 0.092145820579956
1023 => 0.099858448522516
1024 => 0.10959595989277
1025 => 0.10556456624554
1026 => 0.10306215011644
1027 => 0.10365027726488
1028 => 0.10720608678174
1029 => 0.1083480999428
1030 => 0.10524371449549
1031 => 0.10634023591709
1101 => 0.11238217675768
1102 => 0.11562348416999
1103 => 0.11122135333841
1104 => 0.09907604896512
1105 => 0.087877523662789
1106 => 0.090847876849134
1107 => 0.090511130978593
1108 => 0.097002442664346
1109 => 0.089461721718688
1110 => 0.089588688120156
1111 => 0.096214233257152
1112 => 0.094446651405201
1113 => 0.09158339517982
1114 => 0.087898428601904
1115 => 0.081086427064471
1116 => 0.075052847336051
1117 => 0.086886086633909
1118 => 0.086375815838036
1119 => 0.085636868107717
1120 => 0.087281316319046
1121 => 0.095266290048495
1122 => 0.095082210559194
1123 => 0.093911190766438
1124 => 0.094799398958349
1125 => 0.091427687989355
1126 => 0.092296654678496
1127 => 0.087875749759166
1128 => 0.089874183416002
1129 => 0.091577251917914
1130 => 0.091919168134033
1201 => 0.092689522827624
1202 => 0.086106926315495
1203 => 0.089062318894561
1204 => 0.090798335151926
1205 => 0.082954950544338
1206 => 0.090643296656639
1207 => 0.085992337955174
1208 => 0.084413732716842
1209 => 0.086539116704831
1210 => 0.085710852497708
1211 => 0.08499875956973
1212 => 0.084601399480608
1213 => 0.086162046911316
1214 => 0.086089240843297
1215 => 0.083535718738045
1216 => 0.08020475324662
1217 => 0.081322734600757
1218 => 0.080916561493668
1219 => 0.079444537756203
1220 => 0.080436504022431
1221 => 0.076068386608604
1222 => 0.068553267633102
1223 => 0.073517985422639
1224 => 0.073326849188315
1225 => 0.073230469631631
1226 => 0.076961317835747
1227 => 0.076602682866234
1228 => 0.075951756884804
1229 => 0.079432582990092
1230 => 0.078162034637944
1231 => 0.082077565280423
]
'min_raw' => 0.035148756418647
'max_raw' => 0.11562348416999
'avg_raw' => 0.07538612029432
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.035148'
'max' => '$0.115623'
'avg' => '$0.075386'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.019148136287607
'max_diff' => 0.076432966737573
'year' => 2029
]
4 => [
'items' => [
101 => 0.084656587002204
102 => 0.084002463670948
103 => 0.086428046065777
104 => 0.081348490633151
105 => 0.083035715191478
106 => 0.083383449834557
107 => 0.079389630136267
108 => 0.07666135998256
109 => 0.076479415467864
110 => 0.071748971000121
111 => 0.074275936251976
112 => 0.076499561100681
113 => 0.07543461735841
114 => 0.075097487983896
115 => 0.076819808843846
116 => 0.076953647925345
117 => 0.073902102683544
118 => 0.074536615569185
119 => 0.077182639781295
120 => 0.074469942548038
121 => 0.069199614940398
122 => 0.067892500825723
123 => 0.067718107707933
124 => 0.064173110560407
125 => 0.067979848441075
126 => 0.066318105341931
127 => 0.071567531881388
128 => 0.068569087595289
129 => 0.06843983065503
130 => 0.068244439831958
131 => 0.065193114345095
201 => 0.065861160704867
202 => 0.068081848551083
203 => 0.068874214992452
204 => 0.06879156468095
205 => 0.068070965969144
206 => 0.068400852369346
207 => 0.067338173334254
208 => 0.066962919249211
209 => 0.065778514135049
210 => 0.064037765817495
211 => 0.064279827547681
212 => 0.060830949639031
213 => 0.058951817908594
214 => 0.058431699012167
215 => 0.0577361742866
216 => 0.058510260380641
217 => 0.060821179401244
218 => 0.058033720773576
219 => 0.053254818473928
220 => 0.05354203864499
221 => 0.054187337092933
222 => 0.052984827704268
223 => 0.05184675348686
224 => 0.052836216684017
225 => 0.0508113327805
226 => 0.054432034638676
227 => 0.054334104800312
228 => 0.055683678550339
301 => 0.056527594712272
302 => 0.054582641180118
303 => 0.054093490626495
304 => 0.054372133012492
305 => 0.049766795055548
306 => 0.055307324187328
307 => 0.055355238913335
308 => 0.054944963939388
309 => 0.057895124657415
310 => 0.064120883950656
311 => 0.061778502873951
312 => 0.060871462122208
313 => 0.059147176990103
314 => 0.061444684550713
315 => 0.061268271816759
316 => 0.060470466531278
317 => 0.059987951405315
318 => 0.060877000319623
319 => 0.059877788406163
320 => 0.059698302489999
321 => 0.058610813120645
322 => 0.058222628893399
323 => 0.057935232745605
324 => 0.057618837825847
325 => 0.058316726178132
326 => 0.056735219356995
327 => 0.054828077167729
328 => 0.054669518930256
329 => 0.055107312164502
330 => 0.054913621248221
331 => 0.054668591612667
401 => 0.054200763308544
402 => 0.05406196864428
403 => 0.054512983969537
404 => 0.054003813963149
405 => 0.0547551220435
406 => 0.054550807817417
407 => 0.053409525159141
408 => 0.05198706440997
409 => 0.05197440152559
410 => 0.051667934690484
411 => 0.05127760309838
412 => 0.051169021779033
413 => 0.05275288685339
414 => 0.056031440156215
415 => 0.055387781693739
416 => 0.05585289089765
417 => 0.058140767845395
418 => 0.058868015128223
419 => 0.058351832232668
420 => 0.057645249248457
421 => 0.057676335313793
422 => 0.060090943268056
423 => 0.060241539404345
424 => 0.060622047256593
425 => 0.061111107378237
426 => 0.05843512128614
427 => 0.057550296609503
428 => 0.057131017589508
429 => 0.055839800489326
430 => 0.057232267431285
501 => 0.056420936575585
502 => 0.056530412827027
503 => 0.056459116274657
504 => 0.056498049013303
505 => 0.054431022578716
506 => 0.055184138371769
507 => 0.053931937296609
508 => 0.052255380623136
509 => 0.05224976021729
510 => 0.052660095087947
511 => 0.052416011850475
512 => 0.051759190134394
513 => 0.051852488559052
514 => 0.051035096185829
515 => 0.051951734792528
516 => 0.051978020707877
517 => 0.051625064914656
518 => 0.053037273160027
519 => 0.053615856030408
520 => 0.053383532966264
521 => 0.053599555624902
522 => 0.055414528608798
523 => 0.055710448397996
524 => 0.055841876420994
525 => 0.055665780281054
526 => 0.053632729999255
527 => 0.05372290442445
528 => 0.053061264324039
529 => 0.052502248161109
530 => 0.052524605875972
531 => 0.052812012850733
601 => 0.05406713596571
602 => 0.05670846856763
603 => 0.056808705209083
604 => 0.056930194942635
605 => 0.056436035140434
606 => 0.056286991815618
607 => 0.056483618432397
608 => 0.057475564083007
609 => 0.060027117606994
610 => 0.059125228179087
611 => 0.058391978035454
612 => 0.05903523609424
613 => 0.058936211558113
614 => 0.058100344818432
615 => 0.05807688482299
616 => 0.05647258930678
617 => 0.055879517782479
618 => 0.055383902826138
619 => 0.05484270423217
620 => 0.054521863564525
621 => 0.055014820649504
622 => 0.055127565767335
623 => 0.054049706485614
624 => 0.053902798248343
625 => 0.054783001405004
626 => 0.054395656813039
627 => 0.054794050331559
628 => 0.054886481045212
629 => 0.054871597571454
630 => 0.054467165331199
701 => 0.054724938380795
702 => 0.054115228272656
703 => 0.053452260105553
704 => 0.053029327719317
705 => 0.052660263118486
706 => 0.052865041609188
707 => 0.052135043680912
708 => 0.051901502651701
709 => 0.054637610671669
710 => 0.056658803084137
711 => 0.05662941414598
712 => 0.056450516543168
713 => 0.056184710993444
714 => 0.057456118751444
715 => 0.057013185711157
716 => 0.05733545650626
717 => 0.057417487949276
718 => 0.057665772420997
719 => 0.057754512778865
720 => 0.057486277783245
721 => 0.056586048375798
722 => 0.054342762283684
723 => 0.05329850655217
724 => 0.052953884767315
725 => 0.052966411114665
726 => 0.052620878534688
727 => 0.052722653365175
728 => 0.052585485402048
729 => 0.052325722464378
730 => 0.05284900197978
731 => 0.052909305069244
801 => 0.052787165377624
802 => 0.052815933696522
803 => 0.051804669216459
804 => 0.051881553458527
805 => 0.051453452228715
806 => 0.051373188408962
807 => 0.050290985779034
808 => 0.048373706952336
809 => 0.049436065537086
810 => 0.048152885756931
811 => 0.04766692613084
812 => 0.049967383418527
813 => 0.049736481311596
814 => 0.049341277275264
815 => 0.04875668813779
816 => 0.048539858340183
817 => 0.047222469129898
818 => 0.047144630747356
819 => 0.047797564412474
820 => 0.047496257992098
821 => 0.047073109664224
822 => 0.045540509314525
823 => 0.043817359094925
824 => 0.043869370168719
825 => 0.044417472193224
826 => 0.046011152751101
827 => 0.045388474186185
828 => 0.044936713742925
829 => 0.044852112591771
830 => 0.045911073122965
831 => 0.047409724133693
901 => 0.0481128576575
902 => 0.04741607368989
903 => 0.046615645785412
904 => 0.046664364123132
905 => 0.046988465397782
906 => 0.047022523859202
907 => 0.046501527578705
908 => 0.046648184979912
909 => 0.046425398976845
910 => 0.045058161687255
911 => 0.045033432700242
912 => 0.044697890619697
913 => 0.044687730538851
914 => 0.044116889754949
915 => 0.044037025183245
916 => 0.04290358615925
917 => 0.043649619157213
918 => 0.04314921939067
919 => 0.042394998910116
920 => 0.042264971014986
921 => 0.042261062219445
922 => 0.04303547801236
923 => 0.043640569657786
924 => 0.043157924058848
925 => 0.043048035011662
926 => 0.04422136254242
927 => 0.044072045919013
928 => 0.043942738686132
929 => 0.04727553637303
930 => 0.044637366942404
1001 => 0.043486974489204
1002 => 0.042063145374767
1003 => 0.042526751313997
1004 => 0.042624439897181
1005 => 0.039200387541449
1006 => 0.037811249927168
1007 => 0.037334550246493
1008 => 0.03706020284072
1009 => 0.037185226398569
1010 => 0.035934839616124
1011 => 0.036775120213415
1012 => 0.035692390952382
1013 => 0.035510867868264
1014 => 0.037446921911409
1015 => 0.037716312521249
1016 => 0.036567008486569
1017 => 0.037305047732255
1018 => 0.037037424442257
1019 => 0.035710951237941
1020 => 0.035660289718412
1021 => 0.034994712092274
1022 => 0.033953211988593
1023 => 0.033477218494031
1024 => 0.033229316949299
1025 => 0.03333160595816
1026 => 0.033279885505185
1027 => 0.032942374564456
1028 => 0.033299231237231
1029 => 0.032387609901649
1030 => 0.032024594940388
1031 => 0.031860629504269
1101 => 0.031051513097974
1102 => 0.032339177116089
1103 => 0.032592863149222
1104 => 0.032847049022207
1105 => 0.035059563506479
1106 => 0.034949032535346
1107 => 0.035948178683624
1108 => 0.035909353701614
1109 => 0.035624381035031
1110 => 0.034422128230444
1111 => 0.034901324770256
1112 => 0.033426432304389
1113 => 0.034531522022756
1114 => 0.034027205224943
1115 => 0.034361012006118
1116 => 0.033760797315422
1117 => 0.03409298090751
1118 => 0.032653021518809
1119 => 0.031308407702414
1120 => 0.031849519553856
1121 => 0.032437770020019
1122 => 0.033713246914091
1123 => 0.032953583398438
1124 => 0.033226787124724
1125 => 0.032311600375415
1126 => 0.030423308701418
1127 => 0.030433996227225
1128 => 0.030143523691851
1129 => 0.029892513011603
1130 => 0.033040839891511
1201 => 0.032649295676311
1202 => 0.032025421213431
1203 => 0.032860501973782
1204 => 0.033081310581332
1205 => 0.033087596691969
1206 => 0.033696850058167
1207 => 0.034022008688921
1208 => 0.03407931930691
1209 => 0.035037992642412
1210 => 0.035359327299265
1211 => 0.036682859273861
1212 => 0.033994421250859
1213 => 0.033939054638951
1214 => 0.032872253272617
1215 => 0.032195670980626
1216 => 0.032918579440991
1217 => 0.033558977650029
1218 => 0.032892152230075
1219 => 0.032979225552468
1220 => 0.032084066907818
1221 => 0.032404044002151
1222 => 0.032679651381361
1223 => 0.032527477186014
1224 => 0.032299665050266
1225 => 0.033506472299893
1226 => 0.033438379505353
1227 => 0.034562186160584
1228 => 0.035438273812521
1229 => 0.037008379504193
1230 => 0.035369892363473
1231 => 0.035310179379668
]
'min_raw' => 0.029892513011603
'max_raw' => 0.086428046065777
'avg_raw' => 0.05816027953869
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.029892'
'max' => '$0.086428'
'avg' => '$0.05816'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0052562434070437
'max_diff' => -0.029195438104218
'year' => 2030
]
5 => [
'items' => [
101 => 0.03589388337462
102 => 0.035359237937225
103 => 0.035697115398325
104 => 0.036953942221645
105 => 0.03698049699194
106 => 0.03653567037561
107 => 0.03650860263558
108 => 0.036594036453116
109 => 0.037094424990902
110 => 0.036919573860413
111 => 0.037121916015304
112 => 0.037374947978368
113 => 0.03842159546093
114 => 0.038673938625567
115 => 0.038060875560429
116 => 0.038116228291035
117 => 0.037886925875716
118 => 0.037665422615668
119 => 0.038163329596302
120 => 0.039073264389796
121 => 0.039067603732671
122 => 0.039278690918157
123 => 0.039410196485974
124 => 0.038845678320944
125 => 0.038478197753418
126 => 0.038619113186404
127 => 0.038844440032486
128 => 0.038546042727098
129 => 0.036704196327166
130 => 0.037262894867302
131 => 0.03716990011126
201 => 0.037037464270108
202 => 0.037599239972503
203 => 0.037545055335546
204 => 0.03592201509239
205 => 0.036025916862816
206 => 0.035928333703183
207 => 0.036243644855593
208 => 0.035342210100232
209 => 0.035619485359725
210 => 0.035793389803185
211 => 0.03589582085638
212 => 0.036265872058151
213 => 0.036222450820738
214 => 0.036263172933067
215 => 0.036811861175397
216 => 0.039586938018037
217 => 0.03973797932772
218 => 0.038994196678077
219 => 0.039291323176146
220 => 0.038720905274277
221 => 0.039103830633269
222 => 0.039365818438642
223 => 0.03818194592352
224 => 0.038111844676443
225 => 0.037539072456984
226 => 0.037846847804245
227 => 0.037357155096923
228 => 0.037477308558576
301 => 0.037141349005004
302 => 0.037746009312554
303 => 0.038422113491108
304 => 0.038592924106774
305 => 0.038143594915551
306 => 0.037818250968868
307 => 0.037247054173453
308 => 0.03819696717418
309 => 0.038474750683666
310 => 0.03819550809566
311 => 0.038130801486448
312 => 0.038008182578914
313 => 0.038156815667339
314 => 0.038473237815016
315 => 0.038324018973571
316 => 0.038422580647243
317 => 0.038046965183562
318 => 0.038845865199946
319 => 0.040114710691724
320 => 0.040118790237457
321 => 0.039969570591667
322 => 0.039908513127592
323 => 0.040061621539578
324 => 0.040144676572245
325 => 0.040639801101327
326 => 0.041171089447664
327 => 0.043650380340753
328 => 0.042954205379016
329 => 0.04515397975304
330 => 0.046893715677939
331 => 0.047415386412385
401 => 0.0469354738832
402 => 0.045293719045223
403 => 0.045213166720467
404 => 0.047666641579418
405 => 0.046973422555497
406 => 0.046890966358406
407 => 0.046013771733304
408 => 0.046532302399407
409 => 0.046418892136344
410 => 0.04623986848788
411 => 0.047229188877645
412 => 0.049081108330047
413 => 0.048792469316199
414 => 0.048577013681941
415 => 0.047632949810812
416 => 0.048201487125531
417 => 0.047999041877375
418 => 0.048868875138384
419 => 0.048353605183728
420 => 0.046968170739591
421 => 0.047188805741271
422 => 0.047155457204623
423 => 0.047841767725736
424 => 0.047635754342572
425 => 0.047115229785164
426 => 0.049074778670688
427 => 0.048947536465646
428 => 0.049127936820778
429 => 0.049207354636173
430 => 0.050400097511667
501 => 0.050888726104242
502 => 0.050999653349404
503 => 0.051463812720459
504 => 0.050988104641413
505 => 0.052891276131709
506 => 0.05415677411962
507 => 0.055626715154511
508 => 0.057774694089388
509 => 0.058582354038818
510 => 0.058436457498037
511 => 0.060065030611917
512 => 0.062991540296411
513 => 0.059027988777388
514 => 0.063201618151174
515 => 0.061880295278302
516 => 0.058747462516304
517 => 0.058545745020104
518 => 0.060667335739465
519 => 0.065372819759468
520 => 0.064194149381615
521 => 0.065374747641959
522 => 0.063997517060099
523 => 0.063929125953499
524 => 0.065307858626634
525 => 0.068529342668221
526 => 0.066998936355587
527 => 0.064804723635402
528 => 0.066424896162255
529 => 0.065021352779606
530 => 0.061858776711441
531 => 0.064193248074591
601 => 0.062632253555969
602 => 0.063087834743536
603 => 0.066368813041267
604 => 0.065974037052092
605 => 0.066484913737357
606 => 0.065583229759836
607 => 0.064740914742319
608 => 0.063168671210988
609 => 0.062703207412031
610 => 0.062831844860429
611 => 0.0627031436657
612 => 0.061823487859584
613 => 0.061633526272006
614 => 0.061316915303635
615 => 0.061415046281718
616 => 0.060819725033374
617 => 0.061943219228645
618 => 0.062151749651484
619 => 0.062969335035162
620 => 0.06305421946193
621 => 0.065331183117872
622 => 0.064077069798999
623 => 0.064918437288234
624 => 0.064843177460739
625 => 0.058815360501837
626 => 0.059645940494894
627 => 0.060938062313731
628 => 0.060355963185775
629 => 0.059533011209063
630 => 0.058868433363975
701 => 0.057861529972093
702 => 0.0592787271603
703 => 0.061142190760674
704 => 0.063101479974019
705 => 0.065455437586139
706 => 0.064930061650201
707 => 0.063057474373839
708 => 0.063141477271131
709 => 0.063660750128267
710 => 0.062988244597362
711 => 0.062789909587431
712 => 0.063633501943543
713 => 0.06363931130047
714 => 0.062865512412155
715 => 0.062005576551496
716 => 0.062001973388841
717 => 0.061848956108431
718 => 0.064024738494354
719 => 0.0652211988102
720 => 0.06535837105722
721 => 0.065211966025045
722 => 0.065268311511321
723 => 0.064572117615734
724 => 0.066163410411159
725 => 0.067623738042788
726 => 0.067232339042162
727 => 0.066645576299578
728 => 0.066178191512786
729 => 0.067122238040096
730 => 0.067080201134302
731 => 0.067610983354888
801 => 0.067586904007415
802 => 0.067408421910362
803 => 0.06723234541632
804 => 0.06793046881241
805 => 0.067729420485855
806 => 0.067528059875718
807 => 0.06712420034532
808 => 0.067179091562897
809 => 0.066592430133173
810 => 0.066321013711982
811 => 0.062239561956322
812 => 0.061148864681926
813 => 0.061492020247641
814 => 0.061604995969905
815 => 0.061130323118321
816 => 0.061810882054041
817 => 0.0617048176648
818 => 0.062117452157747
819 => 0.061859656041061
820 => 0.061870236083612
821 => 0.062628359494859
822 => 0.062848445946432
823 => 0.062736508200847
824 => 0.062814905560853
825 => 0.064621539632747
826 => 0.064364694040629
827 => 0.064228249938939
828 => 0.064266045887583
829 => 0.064727679627623
830 => 0.064856911870566
831 => 0.064309345776226
901 => 0.064567581111759
902 => 0.065667114395514
903 => 0.066051888816633
904 => 0.067279904066648
905 => 0.066758221362212
906 => 0.067715792544104
907 => 0.07065903989717
908 => 0.073010309540024
909 => 0.070847984806128
910 => 0.075165792072846
911 => 0.078527824382652
912 => 0.078398783982844
913 => 0.077812535884421
914 => 0.07398495148396
915 => 0.070462751252588
916 => 0.073409221306652
917 => 0.073416732464767
918 => 0.073163628074028
919 => 0.071591618440824
920 => 0.073108925546321
921 => 0.073229363874305
922 => 0.07316195043777
923 => 0.071956694337764
924 => 0.070116491041616
925 => 0.070476062360859
926 => 0.071065047516836
927 => 0.069949975741397
928 => 0.069593642744563
929 => 0.070256133580804
930 => 0.072390817090619
1001 => 0.071987267538468
1002 => 0.07197672922879
1003 => 0.073703285344535
1004 => 0.072467443779792
1005 => 0.070480597706702
1006 => 0.069978892869966
1007 => 0.06819817868843
1008 => 0.069428124316303
1009 => 0.069472387869821
1010 => 0.068798759219174
1011 => 0.070535258959122
1012 => 0.070519256808314
1013 => 0.072167804867517
1014 => 0.075319209590339
1015 => 0.074387184142593
1016 => 0.073303339950944
1017 => 0.073421183866316
1018 => 0.074713640754378
1019 => 0.073932191815935
1020 => 0.074213206302654
1021 => 0.074713215405296
1022 => 0.075014883311447
1023 => 0.073377778497026
1024 => 0.072996091053009
1025 => 0.072215292496639
1026 => 0.072011596727578
1027 => 0.072647540859845
1028 => 0.07247999204923
1029 => 0.069468667689544
1030 => 0.069153967539107
1031 => 0.069163618943432
1101 => 0.06837229045198
1102 => 0.067165324561916
1103 => 0.070337158856815
1104 => 0.070082416173142
1105 => 0.069801199965885
1106 => 0.069835647346677
1107 => 0.071212433110654
1108 => 0.0704138278382
1109 => 0.07253705084385
1110 => 0.072100580023814
1111 => 0.071652915374199
1112 => 0.071591034483423
1113 => 0.071418721786275
1114 => 0.070827797433022
1115 => 0.070114220767421
1116 => 0.069643055643839
1117 => 0.064242037513448
1118 => 0.065244435062172
1119 => 0.066397602070566
1120 => 0.066795670700837
1121 => 0.066114746763248
1122 => 0.070854684460358
1123 => 0.071720716752797
1124 => 0.069097448449113
1125 => 0.068606742056832
1126 => 0.070886855089743
1127 => 0.069511668198416
1128 => 0.070130914771376
1129 => 0.068792442390401
1130 => 0.071512114933934
1201 => 0.07149139558585
1202 => 0.070433381539825
1203 => 0.071327607766558
1204 => 0.071172213953836
1205 => 0.069977718701648
1206 => 0.071549982564011
1207 => 0.071550762387271
1208 => 0.070532446871181
1209 => 0.069343277286319
1210 => 0.069130681851478
1211 => 0.068970519749503
1212 => 0.070091524712406
1213 => 0.071096614256853
1214 => 0.072966836716241
1215 => 0.07343705507792
1216 => 0.075272348647765
1217 => 0.074179520685744
1218 => 0.074663957166817
1219 => 0.075189881494744
1220 => 0.07544202895778
1221 => 0.075031168197743
1222 => 0.077882134548682
1223 => 0.078122843460053
1224 => 0.078203551075912
1225 => 0.077242221263156
1226 => 0.078096107138928
1227 => 0.077696602215382
1228 => 0.078736003040783
1229 => 0.078898994361942
1230 => 0.078760946511505
1231 => 0.078812682529484
]
'min_raw' => 0.035342210100232
'max_raw' => 0.078898994361942
'avg_raw' => 0.057120602231087
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.035342'
'max' => '$0.078898'
'avg' => '$0.05712'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.005449697088629
'max_diff' => -0.0075290517038348
'year' => 2031
]
6 => [
'items' => [
101 => 0.076379885693885
102 => 0.076253732343933
103 => 0.074533622465912
104 => 0.075234579955616
105 => 0.073924173526381
106 => 0.074339716903773
107 => 0.074522884465085
108 => 0.074427208125723
109 => 0.075274211040376
110 => 0.074554085531658
111 => 0.072653555914556
112 => 0.070752508499431
113 => 0.070728642397694
114 => 0.070228130169566
115 => 0.069866351502016
116 => 0.069936042908174
117 => 0.070181644513467
118 => 0.069852076690237
119 => 0.069922406694836
120 => 0.071090353377546
121 => 0.071324576755349
122 => 0.070528594200594
123 => 0.067332609383516
124 => 0.066548306692884
125 => 0.067112047913512
126 => 0.066842615919636
127 => 0.053947207899422
128 => 0.056976792733481
129 => 0.055176716300063
130 => 0.056006274338116
131 => 0.05416886242713
201 => 0.055045771698062
202 => 0.05488383857532
203 => 0.059755321336553
204 => 0.059679259833742
205 => 0.059715666450052
206 => 0.057977883796615
207 => 0.060746218749482
208 => 0.062110000093369
209 => 0.061857600462481
210 => 0.061921124011839
211 => 0.06082957897028
212 => 0.059726234992054
213 => 0.058502456716781
214 => 0.060776085488672
215 => 0.060523296781375
216 => 0.061103103125408
217 => 0.062577713906321
218 => 0.062794855945312
219 => 0.063086697047753
220 => 0.062982092787192
221 => 0.065474190656221
222 => 0.06517238116089
223 => 0.065899655208119
224 => 0.064403597314555
225 => 0.062710665800868
226 => 0.063032436735519
227 => 0.063001447606993
228 => 0.0626069204332
229 => 0.062250758941201
301 => 0.061657850404901
302 => 0.063533900747707
303 => 0.063457736529859
304 => 0.064690746685595
305 => 0.064472800163747
306 => 0.063017299950286
307 => 0.063069283425153
308 => 0.063418897276042
309 => 0.064628914805791
310 => 0.064988130392896
311 => 0.064821727420683
312 => 0.065215590913129
313 => 0.06552688455845
314 => 0.06525468460222
315 => 0.069108461963531
316 => 0.067508104918694
317 => 0.068288107807135
318 => 0.068474133899984
319 => 0.067997631974858
320 => 0.068100968180163
321 => 0.06825749437377
322 => 0.06920789077038
323 => 0.071702005914497
324 => 0.07280663253381
325 => 0.076129956219332
326 => 0.072714908670221
327 => 0.072512273881529
328 => 0.073110904832052
329 => 0.075062047644992
330 => 0.076643265633355
331 => 0.077167846862749
401 => 0.077237178932105
402 => 0.078221328191949
403 => 0.078785424194395
404 => 0.078101826586109
405 => 0.07752254918874
406 => 0.075447649453921
407 => 0.075687824747991
408 => 0.077342394353752
409 => 0.079679571375552
410 => 0.081685112402082
411 => 0.080982841834752
412 => 0.086340670537716
413 => 0.086871877368847
414 => 0.086798481760758
415 => 0.08800864997625
416 => 0.085606712514969
417 => 0.084579837714925
418 => 0.077647795537129
419 => 0.079595416634763
420 => 0.082426398279952
421 => 0.082051707243575
422 => 0.079995772700483
423 => 0.08168355279137
424 => 0.08112551991156
425 => 0.080685376226448
426 => 0.082701759773998
427 => 0.080484663234996
428 => 0.082404281045985
429 => 0.079942351347488
430 => 0.080986049747549
501 => 0.080393596057663
502 => 0.080776986203413
503 => 0.078535695245307
504 => 0.079745041442038
505 => 0.078485382467562
506 => 0.078484785225195
507 => 0.078456978183517
508 => 0.079938961380806
509 => 0.079987288799664
510 => 0.078892100977716
511 => 0.078734267302524
512 => 0.079317861123686
513 => 0.078634625602569
514 => 0.078954307202667
515 => 0.078644308432571
516 => 0.078574521179849
517 => 0.078018444476841
518 => 0.077778871343538
519 => 0.077872814142145
520 => 0.077552138939666
521 => 0.077358920530844
522 => 0.078418542178765
523 => 0.077852429077296
524 => 0.07833177722676
525 => 0.077785499511887
526 => 0.075891862950264
527 => 0.074802812538831
528 => 0.071225908614127
529 => 0.072240314130037
530 => 0.072912866036565
531 => 0.072690587635469
601 => 0.073168127651344
602 => 0.0731974447299
603 => 0.073042191602794
604 => 0.072862428370764
605 => 0.072774929570942
606 => 0.073427073938394
607 => 0.07380566569387
608 => 0.072980365617968
609 => 0.07278700935736
610 => 0.073621433300162
611 => 0.074130431423241
612 => 0.077888587582716
613 => 0.077610171235737
614 => 0.078308941630204
615 => 0.078230270807293
616 => 0.078962693503548
617 => 0.080159895066998
618 => 0.077725649545682
619 => 0.078148150398305
620 => 0.078044562946212
621 => 0.079175503586083
622 => 0.079179034259314
623 => 0.078500978851037
624 => 0.078868563688056
625 => 0.078663387916194
626 => 0.079034168267118
627 => 0.077606452815681
628 => 0.079345256123172
629 => 0.080331045552509
630 => 0.080344733239691
701 => 0.080811989605488
702 => 0.081286749134802
703 => 0.082198008708479
704 => 0.081261334599879
705 => 0.079576349061895
706 => 0.079697999575267
707 => 0.078710093170859
708 => 0.078726700055997
709 => 0.078638051201626
710 => 0.078904093086769
711 => 0.077664834048637
712 => 0.077955685667891
713 => 0.07754849169771
714 => 0.078147265238138
715 => 0.07750308388945
716 => 0.078044512993206
717 => 0.078278175845728
718 => 0.079140396801935
719 => 0.077375733153168
720 => 0.073777464516106
721 => 0.074533864208407
722 => 0.07341508964958
723 => 0.073518636494475
724 => 0.07372781760052
725 => 0.073049793196029
726 => 0.073179138885401
727 => 0.073174517747185
728 => 0.073134695274581
729 => 0.072958314940428
730 => 0.07270252856012
731 => 0.073721502772369
801 => 0.073894646347046
802 => 0.074279523065602
803 => 0.075424655115651
804 => 0.075310229419778
805 => 0.075496862477223
806 => 0.075089443560719
807 => 0.073537535489506
808 => 0.073621811564228
809 => 0.072570887562014
810 => 0.074252648576066
811 => 0.073854385369777
812 => 0.073597622489828
813 => 0.073527562359142
814 => 0.07467553297005
815 => 0.075019023769069
816 => 0.07480498335393
817 => 0.074365980217926
818 => 0.075208996018681
819 => 0.075434551482982
820 => 0.075485045033274
821 => 0.076978707399966
822 => 0.075568524167053
823 => 0.075907969287231
824 => 0.078556223215977
825 => 0.076154622336666
826 => 0.077426803884528
827 => 0.077364537217873
828 => 0.078015342249483
829 => 0.077311152209706
830 => 0.077319881489213
831 => 0.077897752267931
901 => 0.077086236978765
902 => 0.076885294380803
903 => 0.076607693620896
904 => 0.077213824724332
905 => 0.077577172907891
906 => 0.080505492417536
907 => 0.08239732036836
908 => 0.082315191127674
909 => 0.083065698648052
910 => 0.082727588136261
911 => 0.081635740104639
912 => 0.083499391557935
913 => 0.082909654259623
914 => 0.082958271485965
915 => 0.082956461950373
916 => 0.08334858569802
917 => 0.083070730085198
918 => 0.082523048151032
919 => 0.082886624978177
920 => 0.083966318173704
921 => 0.08731771898165
922 => 0.089193207273932
923 => 0.087204812231522
924 => 0.088576380506106
925 => 0.087753928281102
926 => 0.087604464245984
927 => 0.088465910480522
928 => 0.089328864562657
929 => 0.089273898118278
930 => 0.08864743776783
1001 => 0.088293566211706
1002 => 0.090973200190351
1003 => 0.092947508859443
1004 => 0.092812874244144
1005 => 0.093407107650551
1006 => 0.095151795310708
1007 => 0.095311307685215
1008 => 0.095291212792377
1009 => 0.094895844728766
1010 => 0.096613716306513
1011 => 0.098046794999744
1012 => 0.094804328445322
1013 => 0.096039017262242
1014 => 0.096593308851346
1015 => 0.097407173355055
1016 => 0.098780299192342
1017 => 0.10027187805527
1018 => 0.10048280366082
1019 => 0.10033314184997
1020 => 0.099349405494071
1021 => 0.10098150888413
1022 => 0.10193755677249
1023 => 0.10250686141124
1024 => 0.10395052325186
1025 => 0.096596731967497
1026 => 0.091391352989283
1027 => 0.090578457895251
1028 => 0.092231512034485
1029 => 0.092667409228142
1030 => 0.092491699615947
1031 => 0.086632572323615
1101 => 0.090547610802631
1102 => 0.094759863020267
1103 => 0.094921672782883
1104 => 0.097030414317072
1105 => 0.09771710700084
1106 => 0.099414920334933
1107 => 0.099308721648621
1108 => 0.099722112177362
1109 => 0.09962708085373
1110 => 0.10277192253836
1111 => 0.10624114993002
1112 => 0.10612102161691
1113 => 0.10562227913333
1114 => 0.10636299676968
1115 => 0.10994361122287
1116 => 0.1096139656222
1117 => 0.10993418824411
1118 => 0.11415593447901
1119 => 0.11964480512078
1120 => 0.11709467363407
1121 => 0.12262772517965
1122 => 0.12611048783314
1123 => 0.13213356571796
1124 => 0.13137944670249
1125 => 0.13372418672367
1126 => 0.13002941627543
1127 => 0.12154547648996
1128 => 0.12020286054369
1129 => 0.12289081166857
1130 => 0.12949887722264
1201 => 0.12268270016816
1202 => 0.12406160390888
1203 => 0.12366447953879
1204 => 0.12364331846877
1205 => 0.12445095044285
1206 => 0.1232794381412
1207 => 0.11850648627327
1208 => 0.12069390198716
1209 => 0.1198492357317
1210 => 0.12078645591618
1211 => 0.1258442467128
1212 => 0.12360807683894
1213 => 0.12125245352852
1214 => 0.12420692791444
1215 => 0.12796898907528
1216 => 0.12773356604891
1217 => 0.12727674697855
1218 => 0.12985181215985
1219 => 0.13410506541605
1220 => 0.13525470268025
1221 => 0.13610334140537
1222 => 0.1362203543477
1223 => 0.1374256603768
1224 => 0.13094442608209
1225 => 0.1412303113577
1226 => 0.14300639960295
1227 => 0.14267256862416
1228 => 0.14464661595954
1229 => 0.14406580115672
1230 => 0.14322429163449
1231 => 0.14635357655298
]
'min_raw' => 0.053947207899422
'max_raw' => 0.14635357655298
'avg_raw' => 0.1001503922262
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.053947'
'max' => '$0.146353'
'avg' => '$0.10015'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.01860499779919
'max_diff' => 0.067454582191036
'year' => 2032
]
7 => [
'items' => [
101 => 0.14276610391421
102 => 0.13767413815372
103 => 0.13488058502985
104 => 0.13855936113286
105 => 0.14080586132738
106 => 0.1422906550517
107 => 0.14273995273555
108 => 0.13144754585068
109 => 0.12536156484534
110 => 0.12926260889385
111 => 0.13402215186871
112 => 0.13091798658055
113 => 0.13103966398288
114 => 0.12661394004225
115 => 0.13441373023416
116 => 0.13327736640976
117 => 0.13917282394093
118 => 0.13776582568712
119 => 0.14257334244345
120 => 0.14130736216407
121 => 0.14656237552375
122 => 0.14865874262673
123 => 0.15217886926612
124 => 0.15476828875155
125 => 0.15628884540109
126 => 0.15619755688332
127 => 0.16222275986714
128 => 0.15866990817214
129 => 0.15420668910037
130 => 0.15412596354864
131 => 0.15643752795021
201 => 0.16128193278918
202 => 0.1625380164807
203 => 0.16323999590618
204 => 0.16216488997999
205 => 0.15830852410024
206 => 0.15664336486559
207 => 0.15806212877782
208 => 0.15632710242893
209 => 0.15932224466953
210 => 0.16343521469372
211 => 0.16258590264817
212 => 0.16542502548047
213 => 0.16836321892747
214 => 0.17256496751919
215 => 0.17366346019137
216 => 0.17547922680655
217 => 0.17734824710182
218 => 0.17794852604916
219 => 0.17909464481523
220 => 0.1790886042036
221 => 0.18254251024786
222 => 0.18635227557325
223 => 0.18779037378732
224 => 0.19109720133336
225 => 0.18543437504582
226 => 0.18972969383478
227 => 0.19360417890123
228 => 0.18898485807874
301 => 0.19535151566883
302 => 0.19559871855589
303 => 0.19933118865781
304 => 0.19554761515477
305 => 0.19330094128625
306 => 0.19978700456288
307 => 0.20292540627336
308 => 0.20198009413701
309 => 0.19478622210351
310 => 0.19059908002033
311 => 0.17964052154925
312 => 0.19262140743274
313 => 0.19894401828895
314 => 0.19476984806882
315 => 0.19687505673087
316 => 0.20836039257482
317 => 0.21273326484378
318 => 0.21182373798052
319 => 0.21197743304832
320 => 0.2143369555514
321 => 0.22480037774284
322 => 0.2185304526255
323 => 0.22332357544809
324 => 0.22586583051031
325 => 0.2282272186935
326 => 0.22242839563997
327 => 0.21488421204896
328 => 0.2124946524224
329 => 0.19435480910433
330 => 0.19341055148228
331 => 0.19288051106509
401 => 0.1895386812104
402 => 0.18691291834885
403 => 0.18482481423302
404 => 0.17934500547241
405 => 0.18119428006764
406 => 0.1724606086282
407 => 0.17804810211284
408 => 0.16410895161363
409 => 0.17571789035347
410 => 0.16939967279105
411 => 0.1736421859563
412 => 0.17362738422753
413 => 0.16581557240029
414 => 0.16130988236669
415 => 0.16418108342018
416 => 0.16725923886574
417 => 0.16775865923063
418 => 0.17174956811388
419 => 0.1728633449989
420 => 0.16948854904002
421 => 0.16382009370226
422 => 0.16513674659352
423 => 0.16128320043787
424 => 0.1545300090246
425 => 0.15938026899702
426 => 0.16103636100248
427 => 0.16176778557757
428 => 0.1551267974319
429 => 0.15304005477366
430 => 0.15192909049188
501 => 0.16296282552661
502 => 0.16356727843906
503 => 0.16047481187793
504 => 0.17445305397394
505 => 0.17128934728187
506 => 0.17482398278387
507 => 0.16501727414414
508 => 0.16539190362066
509 => 0.16074925059114
510 => 0.16334882606548
511 => 0.16151152990844
512 => 0.16313880605666
513 => 0.16411418867039
514 => 0.16875607988624
515 => 0.17577089329478
516 => 0.16806273613202
517 => 0.16470418167336
518 => 0.16678780997029
519 => 0.17233678670232
520 => 0.18074377049825
521 => 0.17576666688474
522 => 0.17797542095172
523 => 0.17845793545472
524 => 0.17478800351252
525 => 0.1808790861237
526 => 0.1841433467789
527 => 0.18749180276756
528 => 0.19039917328092
529 => 0.18615435581156
530 => 0.19069691897445
531 => 0.18703641493551
601 => 0.18375256439662
602 => 0.18375754464237
603 => 0.18169753722993
604 => 0.17770601329068
605 => 0.17696991503532
606 => 0.18079919111867
607 => 0.18386990790373
608 => 0.18412282684588
609 => 0.18582293343722
610 => 0.18682903900548
611 => 0.19669024130861
612 => 0.20065649845108
613 => 0.20550636260748
614 => 0.20739565801977
615 => 0.21308175986086
616 => 0.20848977082156
617 => 0.20749626510795
618 => 0.19370364195121
619 => 0.19596218322045
620 => 0.19957832570932
621 => 0.19376327080894
622 => 0.1974515847021
623 => 0.19817973599378
624 => 0.19356567746859
625 => 0.19603024548859
626 => 0.18948508352095
627 => 0.17591355993981
628 => 0.18089419510907
629 => 0.18456161905731
630 => 0.17932775289306
701 => 0.18870925541389
702 => 0.18322877531474
703 => 0.18149172623275
704 => 0.17471487846119
705 => 0.17791328974457
706 => 0.18223918680219
707 => 0.17956628536009
708 => 0.18511295719061
709 => 0.19296852374597
710 => 0.19856686828039
711 => 0.19899663965882
712 => 0.19539727918314
713 => 0.20116527731623
714 => 0.20120729088557
715 => 0.19470096542848
716 => 0.19071587731338
717 => 0.18981045690893
718 => 0.19207237459737
719 => 0.19481876024417
720 => 0.19914904494835
721 => 0.20176574530359
722 => 0.20858871203942
723 => 0.21043481120835
724 => 0.2124631144927
725 => 0.21517355318617
726 => 0.2184281297799
727 => 0.21130730147597
728 => 0.21159022525937
729 => 0.20495940853734
730 => 0.19787342991454
731 => 0.20325080440954
801 => 0.2102810062396
802 => 0.2086682701721
803 => 0.2084868044193
804 => 0.20879197948111
805 => 0.20757602915325
806 => 0.20207633088557
807 => 0.19931441684547
808 => 0.20287799059662
809 => 0.20477187144893
810 => 0.2077091154871
811 => 0.2073470381617
812 => 0.21491306336704
813 => 0.21785299197711
814 => 0.21710083243202
815 => 0.21723924789004
816 => 0.22256184820928
817 => 0.22848167444052
818 => 0.23402637289595
819 => 0.23966667831515
820 => 0.23286706998744
821 => 0.22941464822016
822 => 0.23297666622649
823 => 0.2310866093333
824 => 0.24194743686885
825 => 0.24269941700301
826 => 0.25355945917711
827 => 0.2638669323901
828 => 0.25739299314259
829 => 0.26349762626036
830 => 0.27010028469528
831 => 0.28283788405896
901 => 0.27854830870743
902 => 0.27526256121436
903 => 0.27215754571003
904 => 0.27861859006721
905 => 0.28693062041502
906 => 0.2887209521403
907 => 0.29162197349461
908 => 0.28857190426056
909 => 0.29224537669886
910 => 0.30521434861165
911 => 0.30171001792053
912 => 0.29673330498988
913 => 0.30697106276172
914 => 0.31067606750107
915 => 0.3366797310879
916 => 0.36951043052404
917 => 0.35591830537948
918 => 0.34748123468712
919 => 0.34946414642982
920 => 0.36145280647458
921 => 0.36530318357991
922 => 0.35483653130304
923 => 0.35853352983263
924 => 0.37890435521155
925 => 0.38983264945301
926 => 0.37499055800737
927 => 0.33404181635475
928 => 0.29628520644187
929 => 0.30629995959307
930 => 0.30516459737969
1001 => 0.32705050793712
1002 => 0.30162644079251
1003 => 0.30205451687957
1004 => 0.32439300488974
1005 => 0.31843347926726
1006 => 0.30877981099723
1007 => 0.29635568890363
1008 => 0.27338855012142
1009 => 0.25304591481596
1010 => 0.29294250727908
1011 => 0.29122209366482
1012 => 0.28873067980037
1013 => 0.29427505175657
1014 => 0.32119694817847
1015 => 0.32057631132827
1016 => 0.31662813633901
1017 => 0.31962279227075
1018 => 0.30825483333344
1019 => 0.3111846151952
1020 => 0.29627922560195
1021 => 0.30301708420216
1022 => 0.3087590985608
1023 => 0.30991189295527
1024 => 0.31250919758916
1025 => 0.29031551386631
1026 => 0.30027982628555
1027 => 0.30613292630204
1028 => 0.27968840748993
1029 => 0.30561020319074
1030 => 0.28992917120918
1031 => 0.28460679343345
1101 => 0.29177267393852
1102 => 0.28898012333665
1103 => 0.28657925231323
1104 => 0.28523952502996
1105 => 0.29050135680352
1106 => 0.29025588606203
1107 => 0.28164650800295
1108 => 0.27041592528803
1109 => 0.27418527747847
1110 => 0.27281583648982
1111 => 0.26785280568554
1112 => 0.271197289209
1113 => 0.25646987637606
1114 => 0.23113212806131
1115 => 0.24787102071426
1116 => 0.24722659155553
1117 => 0.24690164115116
1118 => 0.25948045635084
1119 => 0.25827129351204
1120 => 0.25607665111944
1121 => 0.26781249935694
1122 => 0.26352875688082
1123 => 0.27673024181556
1124 => 0.28542559361209
1125 => 0.28322017113133
1126 => 0.29139819152425
1127 => 0.27427211573992
1128 => 0.27996071113657
1129 => 0.28113312276377
1130 => 0.2676676808114
1201 => 0.25846912750643
1202 => 0.25785568887218
1203 => 0.24190666508009
1204 => 0.2504265048538
1205 => 0.25792361127974
1206 => 0.25433307910068
1207 => 0.25319642387688
1208 => 0.25900334890481
1209 => 0.25945459671243
1210 => 0.24916609887761
1211 => 0.25130540337182
1212 => 0.26022665874246
1213 => 0.25108061062607
1214 => 0.23331133313438
1215 => 0.22890430663696
1216 => 0.22831632806459
1217 => 0.21636412267791
1218 => 0.22919880522054
1219 => 0.22359612234258
1220 => 0.24129493042361
1221 => 0.23118546616834
1222 => 0.23074966736982
1223 => 0.23009089356808
1224 => 0.21980313665238
1225 => 0.22205550159586
1226 => 0.22954270571285
1227 => 0.23221422449118
1228 => 0.23193556319549
1229 => 0.22950601432805
1230 => 0.23061824935826
1231 => 0.22703535279757
]
'min_raw' => 0.12536156484534
'max_raw' => 0.38983264945301
'avg_raw' => 0.25759710714917
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.125361'
'max' => '$0.389832'
'avg' => '$0.257597'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.071414356945915
'max_diff' => 0.24347907290003
'year' => 2033
]
8 => [
'items' => [
101 => 0.22577015745044
102 => 0.22177685291552
103 => 0.21590779842772
104 => 0.21672392645125
105 => 0.20509579378927
106 => 0.19876016996331
107 => 0.19700655279047
108 => 0.19466154261824
109 => 0.19727142792926
110 => 0.20506285275044
111 => 0.19566474137311
112 => 0.17955233861754
113 => 0.18052072147735
114 => 0.18269639024789
115 => 0.17864204588748
116 => 0.17480494920568
117 => 0.17814099345701
118 => 0.17131395600342
119 => 0.18352140510759
120 => 0.18319122782031
121 => 0.18774140994275
122 => 0.19058673220306
123 => 0.18402918557708
124 => 0.18237998033414
125 => 0.18331944259272
126 => 0.16779222413645
127 => 0.18647250493164
128 => 0.18663405277567
129 => 0.18525078205653
130 => 0.195197454891
131 => 0.21618803701679
201 => 0.20829053567686
202 => 0.2052323844548
203 => 0.19941883674616
204 => 0.20716504389361
205 => 0.20657025604434
206 => 0.20388039982336
207 => 0.20225356638804
208 => 0.20525105687404
209 => 0.20188214414507
210 => 0.20127699484741
211 => 0.19761044851255
212 => 0.19630165828823
213 => 0.19533268211059
214 => 0.19426593454864
215 => 0.19661891385337
216 => 0.19128675318863
217 => 0.1848566901451
218 => 0.18432209997728
219 => 0.18579815043229
220 => 0.18514510798498
221 => 0.18431897346129
222 => 0.18274165767121
223 => 0.18227370177031
224 => 0.1837943314283
225 => 0.18207762920264
226 => 0.1846107168502
227 => 0.1839218571722
228 => 0.18007394300801
301 => 0.17527801727914
302 => 0.17523532348036
303 => 0.17420204914897
304 => 0.17288601893411
305 => 0.17251992943503
306 => 0.17786004111515
307 => 0.1889139124769
308 => 0.18674377303187
309 => 0.18831192118574
310 => 0.19602565804953
311 => 0.19847762303837
312 => 0.19673727636727
313 => 0.19435498250395
314 => 0.19445979134359
315 => 0.20260081064394
316 => 0.20310855603172
317 => 0.20439146482178
318 => 0.20604036516699
319 => 0.1970180912261
320 => 0.19403484305234
321 => 0.1926212145633
322 => 0.18826778596014
323 => 0.19296258547389
324 => 0.19022712684858
325 => 0.19059623367371
326 => 0.19035585236963
327 => 0.19048711681617
328 => 0.18351799287678
329 => 0.18605717535392
330 => 0.18183529200313
331 => 0.17618266412507
401 => 0.17616371453436
402 => 0.17754718719944
403 => 0.17672424352296
404 => 0.17450972324936
405 => 0.17482428540199
406 => 0.17206838994715
407 => 0.1751589010073
408 => 0.17524752580613
409 => 0.1740575107067
410 => 0.1788188694032
411 => 0.18076960194605
412 => 0.17998630851501
413 => 0.18071464399083
414 => 0.1868339521234
415 => 0.18783166635314
416 => 0.18827478510869
417 => 0.18768106467824
418 => 0.18082649371012
419 => 0.18113052308044
420 => 0.17889975728767
421 => 0.17701499526509
422 => 0.17709037586172
423 => 0.17805938854324
424 => 0.18229112375528
425 => 0.1911965610346
426 => 0.19153451586956
427 => 0.19194412698837
428 => 0.19027803271412
429 => 0.18977552273863
430 => 0.19043846310513
501 => 0.1937828771216
502 => 0.2023856179715
503 => 0.1993448347974
504 => 0.19687263074425
505 => 0.19904142020029
506 => 0.19870755206307
507 => 0.19588936899188
508 => 0.19581027197932
509 => 0.19040127763809
510 => 0.18840169558697
511 => 0.18673069515894
512 => 0.1849060063141
513 => 0.18382426960275
514 => 0.18548630883192
515 => 0.1858664368683
516 => 0.18223235904625
517 => 0.18173704766748
518 => 0.18470471406399
519 => 0.18339875472864
520 => 0.18474196629128
521 => 0.18505360289567
522 => 0.18500342222476
523 => 0.18363985069018
524 => 0.18450895052404
525 => 0.18245327032585
526 => 0.1802180268635
527 => 0.17879208079511
528 => 0.17754775372614
529 => 0.17823817870472
530 => 0.17577693972271
531 => 0.17498953983741
601 => 0.18421451905569
602 => 0.19102911038948
603 => 0.19093002353261
604 => 0.1903268577745
605 => 0.18943067580565
606 => 0.1937173158286
607 => 0.19222393615868
608 => 0.1933104946446
609 => 0.19358706938198
610 => 0.19442417781305
611 => 0.19472337212526
612 => 0.19381899910996
613 => 0.19078381281074
614 => 0.18322041712994
615 => 0.17969963602354
616 => 0.17853771961518
617 => 0.17857995306983
618 => 0.17741496585212
619 => 0.1777581067988
620 => 0.17729563543435
621 => 0.17641982655393
622 => 0.17818409997432
623 => 0.17838741605067
624 => 0.17797561355286
625 => 0.17807260794856
626 => 0.1746630591498
627 => 0.17492227973981
628 => 0.17347890655443
629 => 0.17320829148229
630 => 0.16955956975851
701 => 0.16309533033417
702 => 0.16667714647416
703 => 0.16235081625662
704 => 0.16071236944863
705 => 0.16846852180687
706 => 0.16769001923228
707 => 0.16635756123152
708 => 0.16438657813982
709 => 0.16365552133862
710 => 0.15921385163896
711 => 0.15895141409772
712 => 0.16115282553604
713 => 0.1601369499032
714 => 0.1587102757725
715 => 0.15354300669075
716 => 0.14773328541886
717 => 0.14790864438545
718 => 0.14975660862833
719 => 0.15512981389644
720 => 0.15303040964079
721 => 0.15150726776544
722 => 0.15122202907766
723 => 0.15479238844284
724 => 0.15984519495798
725 => 0.16221585872471
726 => 0.15986660293001
727 => 0.15716790436597
728 => 0.157332161643
729 => 0.15842489171851
730 => 0.15853972219908
731 => 0.15678314686458
801 => 0.15727761253204
802 => 0.15652647396828
803 => 0.15191673798897
804 => 0.15183336248273
805 => 0.15070205893138
806 => 0.15066780350945
807 => 0.14874317395169
808 => 0.14847390497223
809 => 0.14465243616864
810 => 0.14716773850763
811 => 0.14548060575794
812 => 0.14293769874976
813 => 0.14249930062307
814 => 0.142486121846
815 => 0.1450971187598
816 => 0.1471372274885
817 => 0.14550995415444
818 => 0.14513945555965
819 => 0.14909541124871
820 => 0.14859197982794
821 => 0.14815601146434
822 => 0.15939277155422
823 => 0.15049799912775
824 => 0.14661937065395
825 => 0.14181883138606
826 => 0.1433819111781
827 => 0.14371127505671
828 => 0.13216684347966
829 => 0.12748326902661
830 => 0.12587604277111
831 => 0.12495106133822
901 => 0.12537258699237
902 => 0.12115682065615
903 => 0.12398988535643
904 => 0.12033938805911
905 => 0.11972737030747
906 => 0.12625491168491
907 => 0.12716318093424
908 => 0.12328822213947
909 => 0.12577657298456
910 => 0.12487426237747
911 => 0.12040196535771
912 => 0.12023115650755
913 => 0.11798711507188
914 => 0.1144756247571
915 => 0.11287077945738
916 => 0.11203496209138
917 => 0.11237983662635
918 => 0.11220545750814
919 => 0.11106751580721
920 => 0.11227068299441
921 => 0.10919708801412
922 => 0.10797315772734
923 => 0.10742033681176
924 => 0.10469234435723
925 => 0.10903379349614
926 => 0.10988911366864
927 => 0.1107461190861
928 => 0.11820576614265
929 => 0.11783310325645
930 => 0.12120179425353
1001 => 0.12107089311601
1002 => 0.12011008787446
1003 => 0.11605660860519
1004 => 0.1176722531956
1005 => 0.11269955027323
1006 => 0.1164254374136
1007 => 0.1147250981195
1008 => 0.11585055098788
1009 => 0.11382688525254
1010 => 0.11494686542559
1011 => 0.11009194181182
1012 => 0.10555848245191
1013 => 0.10738287883827
1014 => 0.10936620635527
1015 => 0.11366656575459
1016 => 0.11110530717355
1017 => 0.11202643261121
1018 => 0.10894081658961
1019 => 0.10257430937441
1020 => 0.10261034311385
1021 => 0.10163099468069
1022 => 0.10078469464723
1023 => 0.111399498532
1024 => 0.11007937987371
1025 => 0.10797594356459
1026 => 0.11079147665159
1027 => 0.11153594828831
1028 => 0.1115571423492
1029 => 0.11361128261005
1030 => 0.11470757763549
1031 => 0.11490080438534
1101 => 0.11813303846842
1102 => 0.11921644069887
1103 => 0.12367882115727
1104 => 0.11461456466197
1105 => 0.11442789226435
1106 => 0.11083109697606
1107 => 0.10854995254115
1108 => 0.11098728888712
1109 => 0.11314643616007
1110 => 0.11089818770043
1111 => 0.11119176148614
1112 => 0.10817367161773
1113 => 0.10925249673136
1114 => 0.11018172625266
1115 => 0.10966866032858
1116 => 0.10890057580757
1117 => 0.11296941070628
1118 => 0.1127398310954
1119 => 0.11652882369519
1120 => 0.11948261438018
1121 => 0.12477633534093
1122 => 0.11925206155047
1123 => 0.11905073505655
1124 => 0.12101873382844
1125 => 0.11921613940851
1126 => 0.12035531685846
1127 => 0.12459279624213
1128 => 0.12468232750417
1129 => 0.12318256351042
1130 => 0.1230913027351
1201 => 0.12337934881572
1202 => 0.12506644370688
1203 => 0.12447692091272
1204 => 0.12515913161501
1205 => 0.12601224654461
1206 => 0.12954109160666
1207 => 0.13039188420427
1208 => 0.12832489927746
1209 => 0.1285115248733
1210 => 0.12773841577067
1211 => 0.12699160206455
1212 => 0.12867033021252
1213 => 0.1317382388984
1214 => 0.13171915359769
1215 => 0.13243084878119
1216 => 0.13287422898451
1217 => 0.13097091657771
1218 => 0.12973193018763
1219 => 0.13020703640834
1220 => 0.13096674160172
1221 => 0.12996067425317
1222 => 0.12375076052219
1223 => 0.12563445165735
1224 => 0.12532091334467
1225 => 0.12487439665985
1226 => 0.1267684626624
1227 => 0.12658577537585
1228 => 0.121113581879
1229 => 0.12146389395218
1230 => 0.12113488551644
1231 => 0.12219797908111
]
'min_raw' => 0.10078469464723
'max_raw' => 0.22577015745044
'avg_raw' => 0.16327742604884
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.100784'
'max' => '$0.22577'
'avg' => '$0.163277'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.024576870198106
'max_diff' => -0.16406249200257
'year' => 2034
]
9 => [
'items' => [
101 => 0.11915872886724
102 => 0.12009358176337
103 => 0.12067991273611
104 => 0.12102526618347
105 => 0.12227291964639
106 => 0.12212652191287
107 => 0.12226381935772
108 => 0.12411376007492
109 => 0.13347012539956
110 => 0.13397937172053
111 => 0.13147165658801
112 => 0.13247343932096
113 => 0.1305502355395
114 => 0.13184129512234
115 => 0.13272460529956
116 => 0.12873309645948
117 => 0.12849674521065
118 => 0.12656560368307
119 => 0.12760328975454
120 => 0.12595225660255
121 => 0.12635736238736
122 => 0.12522465129655
123 => 0.12726330573949
124 => 0.12954283818157
125 => 0.1301187380979
126 => 0.12860379335853
127 => 0.1275068735275
128 => 0.12558104365208
129 => 0.12878374165483
130 => 0.12972030815129
131 => 0.12877882226974
201 => 0.12856065941911
202 => 0.12814724121137
203 => 0.12864836804623
204 => 0.12971520740901
205 => 0.12921210566695
206 => 0.1295444132311
207 => 0.12827799947066
208 => 0.13097154665332
209 => 0.13524954781681
210 => 0.13526330229008
211 => 0.13476019783611
212 => 0.13455433833308
213 => 0.13507055403378
214 => 0.13535057987514
215 => 0.13701992679343
216 => 0.13881120254647
217 => 0.14717030489108
218 => 0.1448231024022
219 => 0.15223979528757
220 => 0.15810543642285
221 => 0.15986428572592
222 => 0.15824622712735
223 => 0.15271093606745
224 => 0.15243934828055
225 => 0.16071141006365
226 => 0.15837417372549
227 => 0.15809616690009
228 => 0.15513864397779
301 => 0.15688690632121
302 => 0.15650453570124
303 => 0.15590094497141
304 => 0.15923650773765
305 => 0.16548038346831
306 => 0.16450721688099
307 => 0.16378079316745
308 => 0.16059781591351
309 => 0.16251467916409
310 => 0.16183212087566
311 => 0.16476482444497
312 => 0.16302755581785
313 => 0.15835646686149
314 => 0.1591003531739
315 => 0.15898791625427
316 => 0.16130186009288
317 => 0.16060727158814
318 => 0.15885228670098
319 => 0.16545904257986
320 => 0.16503003660179
321 => 0.16563826899427
322 => 0.16590603170365
323 => 0.16992744758303
324 => 0.17157489299785
325 => 0.17194889194961
326 => 0.17351383767569
327 => 0.17190995467431
328 => 0.17832663022903
329 => 0.18259334504952
330 => 0.18754935387666
331 => 0.1947914148227
401 => 0.19751449673122
402 => 0.19702259635781
403 => 0.2025134443146
404 => 0.21238037603825
405 => 0.19901698536553
406 => 0.21308866819275
407 => 0.20863373587505
408 => 0.19807117149057
409 => 0.19739106686867
410 => 0.20454415810373
411 => 0.22040902600357
412 => 0.2164350565325
413 => 0.22041552599399
414 => 0.21577209693208
415 => 0.21554151154126
416 => 0.22019000500878
417 => 0.23105146337182
418 => 0.22589159163922
419 => 0.21849365025808
420 => 0.2239561750492
421 => 0.21922403054233
422 => 0.2085611845245
423 => 0.21643201771294
424 => 0.21116901570825
425 => 0.2127050394898
426 => 0.22376708689119
427 => 0.2224360720813
428 => 0.22415852849394
429 => 0.22111843801017
430 => 0.21827851412005
501 => 0.21297758528363
502 => 0.2114082415878
503 => 0.21184195172626
504 => 0.2114080266626
505 => 0.20844220569667
506 => 0.20780173694146
507 => 0.20673426095652
508 => 0.20706511640042
509 => 0.20505794924762
510 => 0.20884588836684
511 => 0.20954896324657
512 => 0.21230550944963
513 => 0.21259170322092
514 => 0.22026864515945
515 => 0.21604031454548
516 => 0.21887704377783
517 => 0.21862330001496
518 => 0.19830009428928
519 => 0.20110045272512
520 => 0.20545693165039
521 => 0.20349434379962
522 => 0.20071970375347
523 => 0.19847903314941
524 => 0.19508418806393
525 => 0.19986236732952
526 => 0.20614516496105
527 => 0.21275104533705
528 => 0.22068757777438
529 => 0.21891623612579
530 => 0.21260267738367
531 => 0.21288589901678
601 => 0.21463666370909
602 => 0.21236926435881
603 => 0.21170056402552
604 => 0.21454479455189
605 => 0.21456438120436
606 => 0.2119554642275
607 => 0.20905613043448
608 => 0.20904398212002
609 => 0.2085280736758
610 => 0.21586387589821
611 => 0.21989782538728
612 => 0.22036031119516
613 => 0.21986669640751
614 => 0.22005666914841
615 => 0.21770940282273
616 => 0.22307455758302
617 => 0.22799815414988
618 => 0.22667852509266
619 => 0.22470021353957
620 => 0.22312439309914
621 => 0.22630731187719
622 => 0.22616558151438
623 => 0.22795515082912
624 => 0.22787396562795
625 => 0.22727220077651
626 => 0.22667854658358
627 => 0.22903231835492
628 => 0.22835446988519
629 => 0.22767556852957
630 => 0.22631392792626
701 => 0.2264989974987
702 => 0.22452102752899
703 => 0.22360592811526
704 => 0.20984502856319
705 => 0.20616766655251
706 => 0.20732463950068
707 => 0.207705545036
708 => 0.20610515237629
709 => 0.20839970434318
710 => 0.20804210084967
711 => 0.20943332685186
712 => 0.2085641492457
713 => 0.20859982059784
714 => 0.21115588660935
715 => 0.21189792344677
716 => 0.21152051752228
717 => 0.21178483969507
718 => 0.21787603260363
719 => 0.21701005975741
720 => 0.21655002894234
721 => 0.21667746062202
722 => 0.21823389100681
723 => 0.2186696065366
724 => 0.21682344921969
725 => 0.21769410768285
726 => 0.22140126091599
727 => 0.22269855474089
728 => 0.2268388938936
729 => 0.22508000423287
730 => 0.22830852232811
731 => 0.23823188626994
801 => 0.24615935603122
802 => 0.2388689272222
803 => 0.25342671588162
804 => 0.26476204254373
805 => 0.26432697382646
806 => 0.26235039743209
807 => 0.24944542939253
808 => 0.23757008540029
809 => 0.24750431490354
810 => 0.24752963929754
811 => 0.24667628017298
812 => 0.24137613994042
813 => 0.2464918467816
814 => 0.24689791301314
815 => 0.2466706239052
816 => 0.24260701881574
817 => 0.23640264492388
818 => 0.23761496473118
819 => 0.23960076930619
820 => 0.23584122696347
821 => 0.23463982538627
822 => 0.23687345949429
823 => 0.24407069398647
824 => 0.24271009849647
825 => 0.24267456784962
826 => 0.24849577233816
827 => 0.24432904621892
828 => 0.23763025596634
829 => 0.23593872308137
830 => 0.22993492089283
831 => 0.23408176844926
901 => 0.23423100611033
902 => 0.23195982008342
903 => 0.2378145501952
904 => 0.23776059782651
905 => 0.24331879270607
906 => 0.25394397375312
907 => 0.2508015848841
908 => 0.24714732852037
909 => 0.24754464750864
910 => 0.25190225614321
911 => 0.24926754648822
912 => 0.25021500645
913 => 0.25190082204908
914 => 0.25291791645645
915 => 0.24739830327562
916 => 0.24611141740955
917 => 0.24347890056313
918 => 0.24279212605616
919 => 0.2449362560983
920 => 0.24437135358543
921 => 0.23421846326279
922 => 0.23315742973393
923 => 0.23318997011745
924 => 0.23052195085973
925 => 0.22645258109371
926 => 0.23714664186936
927 => 0.23628775912579
928 => 0.23533961904914
929 => 0.23545576079852
930 => 0.24009769012588
1001 => 0.23740513669296
1002 => 0.2445637312952
1003 => 0.24309213945203
1004 => 0.24158280683091
1005 => 0.24137417108727
1006 => 0.24079320679835
1007 => 0.23880086408434
1008 => 0.23639499053593
1009 => 0.23480642442607
1010 => 0.21659651471242
1011 => 0.2199761680331
1012 => 0.22386415111345
1013 => 0.22520626729268
1014 => 0.2229104846965
1015 => 0.23889151557419
1016 => 0.24181140391259
1017 => 0.23296687167598
1018 => 0.23131242081438
1019 => 0.23899998109724
1020 => 0.23436344248065
1021 => 0.2364512755358
1022 => 0.23193852245419
1023 => 0.24110808831618
1024 => 0.24103823158754
1025 => 0.23747106336319
1026 => 0.2404860095195
1027 => 0.23996208843066
1028 => 0.23593476429091
1029 => 0.24123576167482
1030 => 0.24123839090339
1031 => 0.23780506904437
1101 => 0.23379570076384
1102 => 0.23307892041233
1103 => 0.23253892270337
1104 => 0.23631846920186
1105 => 0.23970719877407
1106 => 0.24601278437066
1107 => 0.24759815840666
1108 => 0.2537859788135
1109 => 0.25010143304073
1110 => 0.25173474445894
1111 => 0.25350793504942
1112 => 0.25435806782542
1113 => 0.25297282208757
1114 => 0.26258505418787
1115 => 0.26339662108832
1116 => 0.26366873245001
1117 => 0.26042754186841
1118 => 0.26330647771498
1119 => 0.2619595189727
1120 => 0.26546393142419
1121 => 0.26601346804316
1122 => 0.26554803007722
1123 => 0.26572246167393
1124 => 0.25752011729026
1125 => 0.25709478246315
1126 => 0.25129531191517
1127 => 0.25365863903099
1128 => 0.24924051226517
1129 => 0.25064154577436
1130 => 0.25125910799567
1201 => 0.25093652853761
1202 => 0.25379225800021
1203 => 0.25136430457001
1204 => 0.24495653627522
1205 => 0.23854702218823
1206 => 0.23846655595995
1207 => 0.23677904403816
1208 => 0.23555928200194
1209 => 0.2357942514435
1210 => 0.2366223144031
1211 => 0.23551115347739
1212 => 0.23574827599818
1213 => 0.23968608978237
1214 => 0.24047579025359
1215 => 0.2377920794965
1216 => 0.22701659354919
1217 => 0.22437226226946
1218 => 0.22627295515396
1219 => 0.22536454637547
1220 => 0.18188677790668
1221 => 0.19210123469357
1222 => 0.18603215132098
1223 => 0.18882906416416
1224 => 0.18263410162227
1225 => 0.18559066245307
1226 => 0.18504469362393
1227 => 0.2014692378695
1228 => 0.20121279120232
1229 => 0.20133553865104
1230 => 0.19547648310687
1231 => 0.20481011767943
]
'min_raw' => 0.11915872886724
'max_raw' => 0.26601346804316
'avg_raw' => 0.1925860984552
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.119158'
'max' => '$0.266013'
'avg' => '$0.192586'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.018374034220013
'max_diff' => 0.040243310592722
'year' => 2035
]
10 => [
'items' => [
101 => 0.20940820169652
102 => 0.208557218719
103 => 0.20877139280074
104 => 0.20509117248388
105 => 0.20137117122827
106 => 0.19724511733172
107 => 0.20491081547584
108 => 0.20405852070005
109 => 0.20601337826974
110 => 0.21098513147163
111 => 0.21171724101646
112 => 0.21270120366903
113 => 0.21234852310131
114 => 0.22075080505946
115 => 0.21973323327429
116 => 0.22218528850117
117 => 0.21714122486159
118 => 0.2114333880665
119 => 0.212518261238
120 => 0.21241377922759
121 => 0.21108360331613
122 => 0.20988277997946
123 => 0.20788374745377
124 => 0.21420898216619
125 => 0.2139521891881
126 => 0.21810936901419
127 => 0.21737454709924
128 => 0.21246722650977
129 => 0.21264249242466
130 => 0.21382123993219
131 => 0.21790089851446
201 => 0.21911201894602
202 => 0.21855097970732
203 => 0.21987891797077
204 => 0.2209284662298
205 => 0.22001072507297
206 => 0.23300400450878
207 => 0.22760828899875
208 => 0.23023812319519
209 => 0.23086532315516
210 => 0.22925876364629
211 => 0.22960716887718
212 => 0.23013490786724
213 => 0.23333923567297
214 => 0.24174831901492
215 => 0.2454726447845
216 => 0.25667746261729
217 => 0.24516339137445
218 => 0.24448019403687
219 => 0.24649852008163
220 => 0.2530769342999
221 => 0.25840812114478
222 => 0.26017678338478
223 => 0.26041054129722
224 => 0.26372866923789
225 => 0.26563055829406
226 => 0.26332576123047
227 => 0.26137268704138
228 => 0.25437701772057
229 => 0.25518678549302
301 => 0.26076528243721
302 => 0.2686452379427
303 => 0.27540705953605
304 => 0.27303930528733
305 => 0.29110359883103
306 => 0.29289459974986
307 => 0.29264714133287
308 => 0.29672730796265
309 => 0.28862900811402
310 => 0.28516682803156
311 => 0.26179496384939
312 => 0.26836150435863
313 => 0.27790635662821
314 => 0.27664305963897
315 => 0.26971133278617
316 => 0.27540180119964
317 => 0.27352035438475
318 => 0.27203637922054
319 => 0.27883475713051
320 => 0.27135966135653
321 => 0.27783178682972
322 => 0.26953121896479
323 => 0.27305012098929
324 => 0.27105262201005
325 => 0.27234524865389
326 => 0.26478857970669
327 => 0.26886597484283
328 => 0.2646189466638
329 => 0.26461693301946
330 => 0.26452317963702
331 => 0.26951978945544
401 => 0.26968272872224
402 => 0.26599022651696
403 => 0.26545807926146
404 => 0.26742570657473
405 => 0.2651221303133
406 => 0.26619995914749
407 => 0.26515477665069
408 => 0.26491948405575
409 => 0.26304463262752
410 => 0.26223689508212
411 => 0.26255362978651
412 => 0.26147245095252
413 => 0.2608210015971
414 => 0.26439358996348
415 => 0.26248490011713
416 => 0.26410105587006
417 => 0.26225924241448
418 => 0.25587471453748
419 => 0.25220290504026
420 => 0.24014312372667
421 => 0.24356326274709
422 => 0.24583081845602
423 => 0.24508139130775
424 => 0.24669145081205
425 => 0.24679029538925
426 => 0.24626684863179
427 => 0.24566076434433
428 => 0.24536575603176
429 => 0.24756450629789
430 => 0.24884095483391
501 => 0.24605839800739
502 => 0.24540648387505
503 => 0.24821980245583
504 => 0.2499359251649
505 => 0.26260681104265
506 => 0.26166811089041
507 => 0.26402406406194
508 => 0.26375881988988
509 => 0.26622823414642
510 => 0.27026468280354
511 => 0.26205745407482
512 => 0.26348194519751
513 => 0.26313269287053
514 => 0.26694573819761
515 => 0.26695764210892
516 => 0.26467153095959
517 => 0.26591086890156
518 => 0.26521910446181
519 => 0.26646921630201
520 => 0.26165557397758
521 => 0.26751807072815
522 => 0.27084172861478
523 => 0.27088787760776
524 => 0.27246326506784
525 => 0.27406394996758
526 => 0.27713632524234
527 => 0.2739782630887
528 => 0.26829721670545
529 => 0.26870736990465
530 => 0.26537657448877
531 => 0.26543256576147
601 => 0.26513367995969
602 => 0.2660306587499
603 => 0.26185241038054
604 => 0.26283303692146
605 => 0.26146015402162
606 => 0.26347896081821
607 => 0.2613070584258
608 => 0.26313252445049
609 => 0.26392033507158
610 => 0.26682737322378
611 => 0.26087768652708
612 => 0.24874587259413
613 => 0.25129612696687
614 => 0.24752410043144
615 => 0.24787321584841
616 => 0.248578484552
617 => 0.2462924779341
618 => 0.24672857595645
619 => 0.24671299546632
620 => 0.24657873121962
621 => 0.24598405260854
622 => 0.2451216509689
623 => 0.248557193668
624 => 0.24914095931852
625 => 0.25043859804637
626 => 0.25429949070367
627 => 0.25391369648109
628 => 0.25454294286457
629 => 0.2531693015425
630 => 0.24793693512964
701 => 0.24822107779953
702 => 0.2446778141529
703 => 0.25034798882858
704 => 0.24900521662273
705 => 0.24813952264637
706 => 0.24790331002432
707 => 0.25177377308774
708 => 0.2529318762984
709 => 0.25221022409493
710 => 0.25073009437167
711 => 0.2535723810014
712 => 0.25433285699707
713 => 0.25450309952723
714 => 0.25953908648071
715 => 0.25478455525509
716 => 0.25592901817707
717 => 0.26485779119303
718 => 0.25676062615401
719 => 0.26104987506351
720 => 0.26083993864956
721 => 0.26303417325139
722 => 0.2606599473673
723 => 0.26068937874262
724 => 0.26263771041871
725 => 0.25990162996311
726 => 0.25922413796471
727 => 0.25828818762122
728 => 0.26033180095518
729 => 0.2615568547242
730 => 0.27142988839971
731 => 0.27780831841913
801 => 0.27753141395007
802 => 0.28006180245379
803 => 0.27892183925716
804 => 0.27524059738815
805 => 0.28152402837893
806 => 0.27953568790353
807 => 0.27969960427649
808 => 0.2796935033009
809 => 0.2810155758933
810 => 0.28007876629541
811 => 0.27823221841644
812 => 0.27945804307328
813 => 0.28309830406377
814 => 0.29439778587509
815 => 0.30072112559493
816 => 0.29401711288414
817 => 0.29864145108174
818 => 0.29586849598336
819 => 0.29536456755371
820 => 0.29826899367771
821 => 0.30117850361516
822 => 0.3009931804103
823 => 0.2988810256007
824 => 0.2976879229427
825 => 0.30672249598778
826 => 0.31337901550745
827 => 0.31292508550208
828 => 0.31492858491983
829 => 0.32081092117626
830 => 0.3213487282837
831 => 0.32128097694952
901 => 0.31994796591934
902 => 0.32573988988168
903 => 0.33057161475026
904 => 0.31963941238024
905 => 0.32380225192971
906 => 0.32567108472178
907 => 0.32841508571824
908 => 0.33304467534723
909 => 0.33807363762232
910 => 0.33878478802779
911 => 0.33828019278343
912 => 0.33496345697725
913 => 0.34046620750665
914 => 0.34368958971139
915 => 0.34560904004853
916 => 0.35047644673742
917 => 0.32568262599688
918 => 0.30813232734387
919 => 0.30539159477982
920 => 0.3109649822228
921 => 0.31243464004459
922 => 0.31184222281942
923 => 0.29208776608212
924 => 0.30528759165338
925 => 0.31948949409519
926 => 0.32003504700705
927 => 0.3271448163172
928 => 0.32946004864388
929 => 0.33518434483731
930 => 0.33482628855186
1001 => 0.33622006358151
1002 => 0.33589965883901
1003 => 0.34650271214458
1004 => 0.35819945450927
1005 => 0.35779443351455
1006 => 0.35611288841005
1007 => 0.35861026963628
1008 => 0.37068256125573
1009 => 0.36957113809794
1010 => 0.37065079102493
1011 => 0.38488470320881
1012 => 0.40339081379824
1013 => 0.39479286744633
1014 => 0.41344793703757
1015 => 0.42519031448251
1016 => 0.44549754208905
1017 => 0.44295497717751
1018 => 0.45086043186341
1019 => 0.43840325533654
1020 => 0.40979906002007
1021 => 0.40527233661878
1022 => 0.41433495150306
1023 => 0.43661450587903
1024 => 0.41363328904956
1025 => 0.41828235928336
1026 => 0.41694342674327
1027 => 0.4168720807183
1028 => 0.41959506830595
1029 => 0.41564523278858
1030 => 0.399552892329
1031 => 0.40692791712887
1101 => 0.40408006587586
1102 => 0.40723996916245
1103 => 0.42429266395692
1104 => 0.41675326110282
1105 => 0.40881111264737
1106 => 0.41877232931433
1107 => 0.4314563811768
1108 => 0.43066263600668
1109 => 0.4291224386169
1110 => 0.43780445066096
1111 => 0.45214459096689
1112 => 0.45602067326823
1113 => 0.45888191798007
1114 => 0.45927643528471
1115 => 0.4633402087136
1116 => 0.44148827478366
1117 => 0.47616785512795
1118 => 0.48215606064933
1119 => 0.481030526197
1120 => 0.48768616461181
1121 => 0.48572790695293
1122 => 0.48289069884641
1123 => 0.49344130142878
1124 => 0.48134588695782
1125 => 0.46417796888664
1126 => 0.45475930948987
1127 => 0.46716255996511
1128 => 0.47473679221656
1129 => 0.47974287792311
1130 => 0.48125771643316
1201 => 0.44318457821016
1202 => 0.42266526834101
1203 => 0.43581791071277
1204 => 0.4518650421532
1205 => 0.44139913215826
1206 => 0.44180937601548
1207 => 0.42688773875546
1208 => 0.45318527595142
1209 => 0.44935394597907
1210 => 0.46923089265313
1211 => 0.4644870998069
1212 => 0.48069597820097
1213 => 0.47642763730115
1214 => 0.4941452817366
1215 => 0.50121332978798
1216 => 0.51308168252008
1217 => 0.5218120911027
1218 => 0.52693875400852
1219 => 0.52663096839729
1220 => 0.54694536092346
1221 => 0.53496667338159
1222 => 0.51991861866912
1223 => 0.51964644683538
1224 => 0.52744004760355
1225 => 0.54377329674369
1226 => 0.54800827060662
1227 => 0.55037504325024
1228 => 0.54675024855859
1229 => 0.53374824175216
1230 => 0.52813404113481
1231 => 0.53291750271984
]
'min_raw' => 0.19724511733172
'max_raw' => 0.55037504325024
'avg_raw' => 0.37381008029098
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.197245'
'max' => '$0.550375'
'avg' => '$0.37381'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.078086388464476
'max_diff' => 0.28436157520707
'year' => 2036
]
11 => [
'items' => [
101 => 0.52706774024889
102 => 0.53716607142721
103 => 0.55103323702219
104 => 0.54816972216354
105 => 0.55774202301386
106 => 0.56764834735852
107 => 0.58181483609226
108 => 0.58551848083081
109 => 0.59164046474665
110 => 0.597941997163
111 => 0.59996587954408
112 => 0.60383009898336
113 => 0.60380973263949
114 => 0.61545481801175
115 => 0.62829970779562
116 => 0.63314835632916
117 => 0.64429755627597
118 => 0.62520494208161
119 => 0.63968690926818
120 => 0.65275000617761
121 => 0.63717564351391
122 => 0.65864127408472
123 => 0.65947473587762
124 => 0.67205901941899
125 => 0.6593024371928
126 => 0.65172761938734
127 => 0.67359583456698
128 => 0.68417717505008
129 => 0.68098998918277
130 => 0.65673534736172
131 => 0.64261810549134
201 => 0.60567056050399
202 => 0.64943652355668
203 => 0.670753647489
204 => 0.65668014116057
205 => 0.66377799914566
206 => 0.70250161082408
207 => 0.71724505498304
208 => 0.71417852166243
209 => 0.71469671531418
210 => 0.72265201016992
211 => 0.75793016862115
212 => 0.73679067833586
213 => 0.75295102657737
214 => 0.7615224170142
215 => 0.76948400214071
216 => 0.74993286535483
217 => 0.72449712365965
218 => 0.71644055654498
219 => 0.65528080831471
220 => 0.652097177816
221 => 0.65031010954319
222 => 0.639042896869
223 => 0.63018995405637
224 => 0.62314976524308
225 => 0.60467420741865
226 => 0.6109091658287
227 => 0.58146298280517
228 => 0.60030160719498
301 => 0.55330478808647
302 => 0.59244513555806
303 => 0.57114282392249
304 => 0.58544675326194
305 => 0.58539684819998
306 => 0.55905877922114
307 => 0.54386753069562
308 => 0.55354798550832
309 => 0.56392620150299
310 => 0.56561003213162
311 => 0.57906566006787
312 => 0.58282083659712
313 => 0.57144247640106
314 => 0.55233088347085
315 => 0.55677007061951
316 => 0.54377757070974
317 => 0.52100871436715
318 => 0.53736170449849
319 => 0.54294533431955
320 => 0.5454113833409
321 => 0.52302082814879
322 => 0.51598522958482
323 => 0.51223953594375
324 => 0.5494405439641
325 => 0.55147849915998
326 => 0.54105203224002
327 => 0.5881806513964
328 => 0.57751399340115
329 => 0.5894312637765
330 => 0.55636726091513
331 => 0.55763035035102
401 => 0.5419773215223
402 => 0.55074197173062
403 => 0.54454739946124
404 => 0.55003387460775
405 => 0.55332244518898
406 => 0.5689729055097
407 => 0.59262383867524
408 => 0.56663524863464
409 => 0.55531164779049
410 => 0.56233674606785
411 => 0.5810455085371
412 => 0.60939024136193
413 => 0.59260958903872
414 => 0.60005655758581
415 => 0.60168338892077
416 => 0.58930995715115
417 => 0.60984646744056
418 => 0.62085215014296
419 => 0.63214170329048
420 => 0.64194410596238
421 => 0.62763240750077
422 => 0.64294797635608
423 => 0.63060633142055
424 => 0.61953460005757
425 => 0.61955139130383
426 => 0.61260593248765
427 => 0.59914823084717
428 => 0.59666642418648
429 => 0.60957709585302
430 => 0.61993023188444
501 => 0.62078296575616
502 => 0.62651499382649
503 => 0.62990714899392
504 => 0.66315488104611
505 => 0.67652739391717
506 => 0.69287904952718
507 => 0.69924894091609
508 => 0.71842003026427
509 => 0.70293781861587
510 => 0.69958814473806
511 => 0.65308535279491
512 => 0.66070018237047
513 => 0.6728922592427
514 => 0.65328639565191
515 => 0.66572180345254
516 => 0.66817681637033
517 => 0.65262019590938
518 => 0.66092965905946
519 => 0.63886218851695
520 => 0.59310484922963
521 => 0.60989740843961
522 => 0.62226238433248
523 => 0.60461603914283
524 => 0.6362464298874
525 => 0.61776860859822
526 => 0.61191202634139
527 => 0.58906341093518
528 => 0.59984707788305
529 => 0.61443214183729
530 => 0.60542026800925
531 => 0.6241212593421
601 => 0.65060685044163
602 => 0.66948205990337
603 => 0.67093106411144
604 => 0.65879556896835
605 => 0.67824277738284
606 => 0.67838442906514
607 => 0.65644789852942
608 => 0.64301189571941
609 => 0.63995920761138
610 => 0.64758542101999
611 => 0.6568450519747
612 => 0.67144490918567
613 => 0.68026729712554
614 => 0.70327140583971
615 => 0.70949565807828
616 => 0.7163342242131
617 => 0.72547265750492
618 => 0.73644568971795
619 => 0.71243731993091
620 => 0.71339121721975
621 => 0.69103495569257
622 => 0.66714408403857
623 => 0.68527427758477
624 => 0.70897709388784
625 => 0.70353964163863
626 => 0.70292781718352
627 => 0.70395673621106
628 => 0.69985707478574
629 => 0.68131445809959
630 => 0.67200247208272
701 => 0.68401730978547
702 => 0.69040266130559
703 => 0.7003057846521
704 => 0.69908501567007
705 => 0.7245943978929
706 => 0.73450657246102
707 => 0.73197061404063
708 => 0.73243729142123
709 => 0.75038281000963
710 => 0.77034191745732
711 => 0.78903625541828
712 => 0.80805293893266
713 => 0.78512758472228
714 => 0.77348750369353
715 => 0.785497096094
716 => 0.77912463731906
717 => 0.81574267563394
718 => 0.81827802915783
719 => 0.85489341957175
720 => 0.88964578515414
721 => 0.86781844698514
722 => 0.88840064375361
723 => 0.91066196764982
724 => 0.95360767321527
725 => 0.93914507042896
726 => 0.92806694335254
727 => 0.91759816679443
728 => 0.93938202894037
729 => 0.96740661958542
730 => 0.97344284799417
731 => 0.98322384403308
801 => 0.97294032266146
802 => 0.98532569146085
803 => 1.0290514857295
804 => 1.0172363901399
805 => 1.0004570550311
806 => 1.0349743701363
807 => 1.0474660522902
808 => 1.135139219591
809 => 1.2458302149062
810 => 1.2000034160095
811 => 1.1715572431127
812 => 1.1782427684957
813 => 1.2186633728581
814 => 1.2316451880935
815 => 1.1963561391837
816 => 1.2088208278424
817 => 1.277502487853
818 => 1.3143479948773
819 => 1.2643068473266
820 => 1.1262453058949
821 => 0.99894625949129
822 => 1.0327116989483
823 => 1.0288837459774
824 => 1.1026736214473
825 => 1.0169546040176
826 => 1.0183978924324
827 => 1.0937136643821
828 => 1.0736207076651
829 => 1.0410726910951
830 => 0.99918389603204
831 => 0.92174858411339
901 => 0.85316196890362
902 => 0.98767611588413
903 => 0.98187562126823
904 => 0.97347564547926
905 => 0.9921688826253
906 => 1.0829379360385
907 => 1.0808454155666
908 => 1.0675338679375
909 => 1.0776305594916
910 => 1.0393026922489
911 => 1.0491806563466
912 => 0.99892609467195
913 => 1.0216432553648
914 => 1.0410028576696
915 => 1.0448895844561
916 => 1.0536465783673
917 => 0.97881902418216
918 => 1.0124143991897
919 => 1.0321485345457
920 => 0.94298899307333
921 => 1.0303861370806
922 => 0.97751644294008
923 => 0.95957167467263
924 => 0.9837319411013
925 => 0.97431666177742
926 => 0.9662219574985
927 => 0.96170497342619
928 => 0.9794456066201
929 => 0.97861798487696
930 => 0.9495908656632
1001 => 0.91172617194559
1002 => 0.92443480602342
1003 => 0.91981764011887
1004 => 0.9030844352545
1005 => 0.91436059495822
1006 => 0.86470609435686
1007 => 0.77927810688856
1008 => 0.83571445214014
1009 => 0.83354171423889
1010 => 0.83244612126325
1011 => 0.8748564749338
1012 => 0.87077969800171
1013 => 0.86338030795005
1014 => 0.90294853965353
1015 => 0.88850560281394
1016 => 0.93301533096966
1017 => 0.96233231664174
1018 => 0.95489658077016
1019 => 0.98246934749604
1020 => 0.92472758728474
1021 => 0.94390708382961
1022 => 0.94785995148588
1023 => 0.90246027381633
1024 => 0.87144670912615
1025 => 0.86937845794184
1026 => 0.81560521070155
1027 => 0.84433044533483
1028 => 0.86960746308113
1029 => 0.85750173315647
1030 => 0.85366942071072
1031 => 0.87324787386892
1101 => 0.87476928735742
1102 => 0.84008089858736
1103 => 0.84729371305106
1104 => 0.87737234839534
1105 => 0.84653580861422
1106 => 0.78662544893967
1107 => 0.77176685141486
1108 => 0.76978444060676
1109 => 0.72948674566924
1110 => 0.77275977395062
1111 => 0.75386993746074
1112 => 0.81354270459727
1113 => 0.77945794004035
1114 => 0.77798861396466
1115 => 0.77576751209798
1116 => 0.74108162138843
1117 => 0.74867562705047
1118 => 0.77391925847081
1119 => 0.78292647055145
1120 => 0.78198694453752
1121 => 0.77379555090523
1122 => 0.77754552896337
1123 => 0.76546554305914
1124 => 0.76119984861319
1125 => 0.74773614357008
1126 => 0.72794821660016
1127 => 0.73069984921174
1128 => 0.69149478809158
1129 => 0.67013379002324
1130 => 0.66422134729135
1201 => 0.65631498177228
1202 => 0.66511439231477
1203 => 0.69138372507928
1204 => 0.65969733641543
1205 => 0.605373245593
1206 => 0.60863821601517
1207 => 0.61597363517538
1208 => 0.60230413009899
1209 => 0.58936709073878
1210 => 0.6006147968473
1211 => 0.577596963424
1212 => 0.61875523037559
1213 => 0.61764201459926
1214 => 0.63298327130866
1215 => 0.64257647396332
1216 => 0.62046724768056
1217 => 0.61490683706015
1218 => 0.61807429965611
1219 => 0.56572319855504
1220 => 0.62870506947157
1221 => 0.62924973930663
1222 => 0.62458594550016
1223 => 0.6581218474161
1224 => 0.72889306056886
1225 => 0.70226608341534
1226 => 0.69195531305685
1227 => 0.67235453106824
1228 => 0.69847140928879
1229 => 0.69646604052822
1230 => 0.6873970024794
1231 => 0.68191201997035
]
'min_raw' => 0.51223953594375
'max_raw' => 1.3143479948773
'avg_raw' => 0.91329376541051
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.512239'
'max' => '$1.31'
'avg' => '$0.913293'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.31499441861203
'max_diff' => 0.76397295162703
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.016078613710267
]
1 => [
'year' => 2028
'avg' => 0.02759556878173
]
2 => [
'year' => 2029
'avg' => 0.07538612029432
]
3 => [
'year' => 2030
'avg' => 0.05816027953869
]
4 => [
'year' => 2031
'avg' => 0.057120602231087
]
5 => [
'year' => 2032
'avg' => 0.1001503922262
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.016078613710267
'min' => '$0.016078'
'max_raw' => 0.1001503922262
'max' => '$0.10015'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.1001503922262
]
1 => [
'year' => 2033
'avg' => 0.25759710714917
]
2 => [
'year' => 2034
'avg' => 0.16327742604884
]
3 => [
'year' => 2035
'avg' => 0.1925860984552
]
4 => [
'year' => 2036
'avg' => 0.37381008029098
]
5 => [
'year' => 2037
'avg' => 0.91329376541051
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.1001503922262
'min' => '$0.10015'
'max_raw' => 0.91329376541051
'max' => '$0.913293'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.91329376541051
]
]
]
]
'prediction_2025_max_price' => '$0.027491'
'last_price' => 0.02665648
'sma_50day_nextmonth' => '$0.025131'
'sma_200day_nextmonth' => '$0.042855'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'artmak'
'sma_200day_date_nextmonth' => '4 Şub 2026'
'sma_50day_date_nextmonth' => '4 Şub 2026'
'daily_sma3' => '$0.0260000097'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.0256037'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.025422'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.026138'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.028951'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.03519'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.044796'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.026065'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.025786'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.025734'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.026498'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.029528'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.03478'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.041485'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.040979'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.048211'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.065855'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.070617'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.026621'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.027521'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.030949'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.037572'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.047489'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.063161'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.110184'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '47.93'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 118.21
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.025280'
'vwma_10_action' => 'BUY'
'hma_9' => '0.026060'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 85.03
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 54.64
'cci_20_action' => 'NEUTRAL'
'adx_14' => 25.19
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.002177'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -14.97
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 53.46
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.003473'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 17
'buy_signals' => 17
'sell_pct' => 50
'buy_pct' => 50
'overall_action' => 'neutral'
'overall_action_label' => 'Nötr'
'overall_action_dir' => 0
'last_updated' => 1767677234
'last_updated_date' => '6 Ocak 2026'
]
HOPR için 2026 fiyat tahmini
HOPR için 2026 fiyat tahmini, ortalama fiyatın alt sınırda $0.0092098 ile üst sınırda $0.027491 arasında olabileceğini gösteriyor. Kripto piyasasında, bugünün ortalama fiyatına kıyasla, HOPR 3.13% artabilir ve eğer HOPR tahmin edilen fiyat hedefine ulaşırsa 2026 yılına kadar bu gerçekleşebilir.
HOPR fiyat tahmini 2027-2032
HOPR için 2027-2032 fiyat tahmini, şu anda alt sınırda $0.016078 ve üst sınırda $0.10015 fiyat aralığında bulunuyor. Piyasadaki fiyat dalgalanmaları göz önüne alındığında, HOPR üst fiyat hedefine ulaşırsa, bugünün fiyatına kıyasla 2032 yılına kadar 275.71% artış gösterebilir.
| HOPR Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2027 | $0.008866 | $0.016078 | $0.023291 |
| 2028 | $0.01600062 | $0.027595 | $0.03919 |
| 2029 | $0.035148 | $0.075386 | $0.115623 |
| 2030 | $0.029892 | $0.05816 | $0.086428 |
| 2031 | $0.035342 | $0.05712 | $0.078898 |
| 2032 | $0.053947 | $0.10015 | $0.146353 |
HOPR fiyat tahmini 2032-2037
HOPR için 2032-2037 fiyat tahmini, şu anda alt sınırda $0.10015 ve üst sınırda $0.913293 olarak tahmin edilmektedir. Mevcut fiyata kıyasla, HOPR üst fiyat hedefine ulaşırsa, 2037 yılına kadar potansiyel olarak 3326.16% artış gösterebilir. Lütfen bu bilgilerin sadece genel amaçlar için olduğunu ve uzun vadeli yatırım tavsiyesi olarak değerlendirilmemesi gerektiğini unutmayın.
| HOPR Fiyat Tahmini | Potansiyel Düşük ($) | Ortalama Fiyat ($) | Potansiyel Yüksek ($) |
|---|---|---|---|
| 2032 | $0.053947 | $0.10015 | $0.146353 |
| 2033 | $0.125361 | $0.257597 | $0.389832 |
| 2034 | $0.100784 | $0.163277 | $0.22577 |
| 2035 | $0.119158 | $0.192586 | $0.266013 |
| 2036 | $0.197245 | $0.37381 | $0.550375 |
| 2037 | $0.512239 | $0.913293 | $1.31 |
HOPR Potansiyel fiyat histogramı
Teknik Analize Dayalı HOPR Fiyat Tahmini
6 Ocak 2026 itibariyle, HOPR için genel fiyat tahmini duyarlılığı Nötr, 17 teknik gösterge yükseliş sinyalleri gösterirken 17 düşüş sinyalleri gösteriyor. HOPR fiyat tahmini en son 6 Ocak 2026 tarihinde güncellendi.
HOPR'ın 50 Günlük, 200 Günlük Basit Hareketli Ortalamaları ve 14 Günlük Göreceli Güç Endeksi - RSI (14)
Teknik göstergelerimize göre, HOPR'ın 200 günlük SMA'sının önümüzdeki ay içinde artmak ve 4 Şub 2026 tarihinde $0.042855 seviyesine ulaşması bekleniyor. HOPR için kısa vadeli 50 günlük SMA'nın 4 Şub 2026 tarihinde $0.025131 seviyesine ulaşması öngörülüyor.
Göreceli Güç Endeksi (RSI) momentum osilatörü, bir kripto paranın aşırı satılmış (30'un altında) veya aşırı satın alınmış (70'in üzerinde) olup olmadığını belirlemek için yaygın olarak kullanılan bir araçtır. Şu anda, RSI 47.93 seviyesinde olup, HOPR piyasasının NEUTRAL durumda olduğunu gösteriyor.
19 Ekim 2024 Cumartesi için Popüler HOPR Hareketli Ortalamaları ve Osilatörleri
Hareketli ortalamalar (MA), belirli bir dönem boyunca fiyat hareketlerini düzleştirmek için tasarlanmış, finansal piyasalar genelinde yaygın olarak kullanılan göstergelerdir. Gecikmeli göstergeler olarak, geçmiş fiyat verilerine dayanırlar. Aşağıdaki tablo iki türü vurgulamaktadır: basit hareketli ortalama (SMA) ve üstel hareketli ortalama (EMA).
Günlük Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 3 | $0.0260000097 | BUY |
| SMA 5 | $0.0256037 | BUY |
| SMA 10 | $0.025422 | BUY |
| SMA 21 | $0.026138 | BUY |
| SMA 50 | $0.028951 | SELL |
| SMA 100 | $0.03519 | SELL |
| SMA 200 | $0.044796 | SELL |
Günlük Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 3 | $0.026065 | BUY |
| EMA 5 | $0.025786 | BUY |
| EMA 10 | $0.025734 | BUY |
| EMA 21 | $0.026498 | BUY |
| EMA 50 | $0.029528 | SELL |
| EMA 100 | $0.03478 | SELL |
| EMA 200 | $0.041485 | SELL |
Haftalık Basit Hareketli Ortalama (SMA)
| Dönem | Değer | İşlem |
|---|---|---|
| SMA 21 | $0.040979 | SELL |
| SMA 50 | $0.048211 | SELL |
| SMA 100 | $0.065855 | SELL |
| SMA 200 | $0.070617 | SELL |
Haftalık Üstel Hareketli Ortalama (EMA)
| Dönem | Değer | İşlem |
|---|---|---|
| EMA 21 | $0.037572 | SELL |
| EMA 50 | $0.047489 | SELL |
| EMA 100 | $0.063161 | SELL |
| EMA 200 | $0.110184 | SELL |
HOPR Osilatörleri
Osilatör, iki uç değer arasında yüksek ve düşük sınırlar belirleyerek, bu sınırlar içinde dalgalanan bir trend göstergesi oluşturan bir teknik analiz aracıdır. Tüccarlar, kısa vadeli aşırı alım veya aşırı satım koşullarını belirlemek için bu göstergeden faydalanırlar.
| Dönem | Değer | İşlem |
|---|---|---|
| RSI (14) | 47.93 | NEUTRAL |
| Stoch RSI (14) | 118.21 | SELL |
| Hızlı Stokastik (14) | 85.03 | SELL |
| Emtia Kanal Endeksi (20) | 54.64 | NEUTRAL |
| Ortalama Yön Endeksi (14) | 25.19 | SELL |
| Harika Osilatör (5, 34) | -0.002177 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Yüzde Aralığı (14) | -14.97 | SELL |
| Ultimate Osilatör (7, 14, 28) | 53.46 | NEUTRAL |
| VWMA (10) | 0.025280 | BUY |
| Hull Hareketli Ortalaması (9) | 0.026060 | BUY |
| Ichimoku Bulutu B/L (9, 26, 52, 26) | -0.003473 | SELL |
Dünya genelinde para akışlarına göre HOPR fiyat tahmini
HOPR fiyat tahmini için kullanılan dünya genelinde para akışlarıyla ilgili tanımlamalar
M0: Tüm fiziksel para ve fiziksel parayla alım-satım yapılabilen merkez bankalarındaki hesapların toplamı.
M1: M0 ve "mevduat" veya "mevcut" hesaplar dahil olmak üzere vadesiz hesaplarının tümü.
M2: M1 ve çoğu tasarruf hesabı, para piyasası hesapları ve 100.000 $ altındaki para yatırma (CD) hesaplarının tümü.
İnternet şirketleri veya teknoloji nişlerine göre HOPR fiyat tahminleri
| Karşılaştırma | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook hisseleri | $0.037456 | $0.052633 | $0.073958 | $0.103923 | $0.14603 | $0.205196 |
| Amazon.com hisseleri | $0.05562 | $0.116055 | $0.242155 | $0.505272 | $1.05 | $2.19 |
| Apple hisseleri | $0.03781 | $0.05363 | $0.076071 | $0.1079013 | $0.153049 | $0.217089 |
| Netflix hisseleri | $0.042059 | $0.066363 | $0.104711 | $0.165218 | $0.260688 | $0.411325 |
| Google hisseleri | $0.03452 | $0.0447032 | $0.05789 | $0.074967 | $0.097083 | $0.125722 |
| Tesla hisseleri | $0.060428 | $0.136986 | $0.310537 | $0.703964 | $1.59 | $3.61 |
| Kodak hisseleri | $0.019989 | $0.01499 | $0.01124 | $0.008429 | $0.006321 | $0.00474 |
| Nokia hisseleri | $0.017658 | $0.011698 | $0.007749 | $0.005133 | $0.00340091 | $0.002252 |
Bu hesaplama, piyasa değeri belirli internet şirketlerinin veya teknoloji nişlerinin piyasa değerine benzer şekilde davrandığını varsayarsak kripto para biriminin ne kadar olabileceğini gösterir. Verilerden çıkarım yaparak 2024, 2025, 2026, 2027, 2028, 2029 ve 2030 için gelecek fiyatların olası tahminlerine erişebilirsiniz.
HOPR öngörü ve tahminlerine genel bakış
Şöyle sorularınız olabilir: "HOPR için şimdi mi yatırım yapmalıyım?", "Bugün mü HOPR satın almalıyım?", "HOPR kısa ve uzun vade için iyi veya kötü bir yatırım mı?".
HOPR öngörülerini gerçek zamanlı verilerle düzenli olarak güncelliyoruz. Benzer tahminlerimizi inceleyin. Teknik analiz yöntemleriyle HOPR gibi büyük miktarlardaki dijital paralar için gelecek fiyatlara dair tahminlerde bulunuyoruz.
İyi yatırım getirisi sağlayacak kripto para birimleri bulmaya çalışıyorsanız yatırım hakkında sağduyulu karar vermek için HOPR hakkında olabildiğince çok bilgi kaynağını kendiniz keşfetmelisiniz.
HOPR fiyatı bugün $0.02665 USD'ye tekabül ediyor, ancak kripto para birimleri yüksek riskli varlıklar olduğu için fiyat düşebilir ya da yükselebilir ve yatırımınızı kaybedebilirsiniz
Kısa vadeli HOPR tahmini
4 saatlik fiyat geçmişine göre
Uzun vadeli HOPR tahmini
1 aylık fiyat geçmişine göre
Bitcoin'in büyüme paternine göre HOPR fiyat tahmini
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| HOPR, Bitcoin'in geçmiş yıllık ortama büyümesine göre %1 oranında büyüme gösterirse | $0.027349 | $0.02806 | $0.028789 | $0.029537 |
| HOPR, Bitcoin'in geçmiş yıllık ortama büyümesine göre %2 oranında büyüme gösterirse | $0.028042 | $0.029500071 | $0.031033 | $0.032647 |
| HOPR, Bitcoin'in geçmiş yıllık ortama büyümesine göre %5 oranında büyüme gösterirse | $0.03012 | $0.034035 | $0.038459 | $0.043457 |
| HOPR, Bitcoin'in geçmiş yıllık ortama büyümesine göre %10 oranında büyüme gösterirse | $0.033585 | $0.042315 | $0.053314 | $0.067172 |
| HOPR, Bitcoin'in geçmiş yıllık ortama büyümesine göre %20 oranında büyüme gösterirse | $0.040514 | $0.061576 | $0.093587 | $0.14224 |
| HOPR, Bitcoin'in geçmiş yıllık ortama büyümesine göre %50 oranında büyüme gösterirse | $0.06130085 | $0.140971 | $0.324185 | $0.745517 |
| HOPR, Bitcoin'in geçmiş yıllık ortama büyümesine göre %100 oranında büyüme gösterirse | $0.095945 | $0.345337 | $1.24 | $4.47 |
Soru Kutusu
HOPR iyi bir yatırım mı?
HOPR satın alma kararı tamamen bireysel risk toleransınıza bağlıdır. Gördüğünüz gibi, HOPR değeri son 24 saat içinde 4.0773% oranında yükselmiştir, ve HOPR son 30 günlük sürede oranında azalmıştır. Bu nedenle, HOPR'a yatırım yapma kararı, bu yatırımın ticaret hedeflerinize uyup uymadığına bağlı olacaktır.
HOPR yükselebilir mi?
HOPR ortalama değeri yıl sonuna kadar $0.027491 seviyesine kadar yükselebilir gibi görünmektedir. HOPR'ın uzun vadeli beş yıllık görünümüne bakıldığında, dijital para birimi $0.086428 seviyesine kadar büyüyebilir. Ancak piyasanın öngörülemezliği göz önüne alındığında, herhangi bir projeye, ağa veya varlığa yatırım yapmadan önce detaylı bir araştırma yapmanız önemlidir.
Önümüzdeki hafta HOPR fiyatı ne olacak?
Yeni deneysel HOPR tahminimize göre, HOPR fiyatı önümüzdeki hafta 0.86% oranında artacak ve $0.026884 seviyesine ulaşacaktır 13 Ocak 2026 itibariyle.
Önümüzdeki ay HOPR fiyatı ne olacak?
Yeni deneysel HOPR tahminimize göre, HOPR fiyatı önümüzdeki ay -11.62% oranında düşecek ve $0.023559 seviyesine ulaşacaktır 5 Şubat 2026 itibariyle.
2026 yılında HOPR fiyatı ne kadar yükselebilir?
Son HOPR değer tahminimize göre, HOPR fiyatı $0.0092098 ve $0.027491 aralığında dalgalanması beklenmektedir. Ancak, kripto para piyasasının son derece dalgalı olduğunu ve bu HOPR fiyat tahmininin ani ve aşırı fiyat dalgalanmalarını dikkate almadığını unutmamak önemlidir.
5 yıl içinde HOPR nerede olacak?
HOPR'ın geleceği $0.086428 seviyesine kadar artış gösteren bir eğilimde görünmektedir. HOPR'ın 2030 tahminine dayanarak, HOPR değeri yaklaşık olarak $0.086428 seviyesine ulaşabilirken, en düşük zirve yaklaşık $0.029892 seviyesinde beklenmektedir.
2026 yılında HOPR ne kadar olacak?
Yeni deneysel HOPR fiyat tahmin simülasyonumuza göre, 2026 yılında HOPR'ın değeri 3.13% oranında artacaktır ve en iyi durumda $0.027491 seviyesine ulaşacaktır. Fiyat, 2026 yılı boyunca $0.027491 ve $0.0092098 arasında olacaktır.
2027 yılında HOPR ne kadar olacak?
Son deneysel simülasyonumuza göre, 2027 yılında HOPR'ın değeri -12.62% oranında düşecektir ve en iyi durumda $0.023291 seviyesine ulaşacaktır. Fiyat, 2027 yılı boyunca $0.023291 ve $0.008866 arasında olacaktır.
2028 yılında HOPR ne kadar olacak?
Yeni deneysel HOPR fiyat tahmin modelimize göre, HOPR'ın değeri 2028 yılında 47.02% oranında artacaktır, en iyi durumda $0.03919 seviyesine ulaşacaktır. Fiyat, yıl boyunca $0.03919 ve $0.01600062 arasında olacaktır.
2029 yılında HOPR ne kadar olacak?
Deneysel tahmin modelimize göre, HOPR değeri 333.75% oranında artacaktır ve 2029 yılında en iyi durumda $0.115623 seviyesine ulaşacaktır. Fiyat aralığı $0.115623 ve $0.035148 arasında olacaktır.
2030 yılında HOPR ne kadar olacak?
Yeni deneysel simülasyona göre, HOPR'ın değeri 224.23% oranında artacaktır, $0.086428 seviyesine ulaşacaktır. Fiyat 2030 yılı boyunca $0.086428 ve $0.029892 arasında olacaktır.
2031 yılında HOPR ne kadar olacak?
HOPR'ın değeri 2031 yılında 195.98% oranında artacaktır, ve en iyi durumda $0.078898 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.078898 ve $0.035342 arasında olacaktır.
2032 yılında HOPR ne kadar olacak?
HOPR fiyatı 449.04% oranında artacaktır, 2032 yılında $0.146353 seviyesine ulaşabilir. Fiyat $0.146353 ve $0.053947 arasında olacaktır.
2033 yılında HOPR ne kadar olacak?
HOPR'ın değeri 1362.43% oranında artacaktır, ve 2033 yılı için $0.389832 seviyesine ulaşacaktır. Fiyat aralığı $0.389832 ve $0.125361 arasında olacaktır.
2034 yılında HOPR ne kadar olacak?
Yeni simülasyon sonuçlarına göre, HOPR'ın değeri 746.96% oranında artacaktır, ve $0.22577 seviyesine ulaşacaktır. Yıl boyunca fiyat aralığı $0.22577 ve $0.100784 arasında olacaktır.
2035 yılında HOPR ne kadar olacak?
Deneysel tahminimize göre, 2035 yılında HOPR'ın değeri 897.93% oranında artacaktır, ve en iyi durumda $0.266013 seviyesine ulaşacaktır. Yıl boyunca fiyat $0.266013 ve $0.119158 arasında olacaktır.
2036 yılında HOPR ne kadar olacak?
HOPR'ın değeri 2036 yılında 1964.7% oranında artacaktır, ve $0.550375 seviyesine ulaşacaktır. Fiyat $0.550375 ve $0.197245 arasında olacaktır.
2037 yılında HOPR ne kadar olacak?
Deneysel simülasyonumuza göre, 2037 yılında HOPR'ın değeri 4830.69% oranında artacaktır, ve en iyi durumda $1.31 seviyesine ulaşacaktır. Fiyat 2037 yılı boyunca $1.31 ve $0.512239 arasında olacaktır.
İlgili Tahminler
DEAPCOIN Fiyat Tahmini
ShapeShift FOX Token Fiyat Tahmini
QnA3.AI Fiyat Tahmini
ZKSwap Fiyat Tahmini
PAID Network Fiyat Tahmini
NKYC Token Fiyat Tahmini
Biswap Fiyat Tahmini
Thala Fiyat Tahmini
Streamr Fiyat Tahmini
Impossible Finance Launchpad Fiyat Tahmini
SelfKey Fiyat Tahmini
Solchat Fiyat Tahmini
pSTAKE Finance Fiyat Tahmini
Groestlcoin Fiyat Tahmini
Games for a Living Fiyat Tahmini
Fideum Fiyat Tahmini
district0x Fiyat Tahmini
SOLO Coin Fiyat Tahmini
Voxies Fiyat Tahmini
Picasso Fiyat Tahmini
Acet Token Fiyat Tahmini
Dream Machine Token Fiyat Tahmini
KILT Protocol [OLD] Fiyat Tahmini
Fluence Fiyat Tahmini
Vyvo Smart Chain Fiyat Tahmini
HOPR fiyat hareketlerini nasıl okumalı ve tahmin etmeli?
HOPR tüccarları, piyasa yönünü tahmin etmek için göstergeler ve grafik desenleri kullanır. Ayrıca, bir düşüş trendinin ne zaman yavaşlayabileceğini veya bir yükseliş trendinin ne zaman durabileceğini ölçmek için önemli destek ve direnç seviyelerini belirlerler.
HOPR Fiyat Tahmin Göstergeleri
Hareketli ortalamalar, HOPR fiyat tahmini için popüler araçlardır. Basit bir hareketli ortalama (SMA), HOPR'ın belirli bir dönem boyunca ortalama kapanış fiyatını hesaplar, örneğin 12 günlük SMA. Üssel hareketli ortalama (EMA), yakın fiyatlara daha fazla ağırlık verir ve fiyat değişikliklerine daha hızlı tepki verir.
Kripto piyasasında yaygın olarak kullanılan hareketli ortalamalar arasında 50 günlük, 100 günlük ve 200 günlük ortalamalar bulunur ve bunlar önemli direnç ve destek seviyelerini belirlemeye yardımcı olur. HOPR'ın bu ortalamaların üzerinde bir fiyat hareketi yükseliş olarak görülürken, aşağı düşüş zayıflık belirtir.
Tüccarlar ayrıca HOPR'ın gelecekteki yönünü ölçmek için RSI ve Fibonacci geri çekilme seviyelerini kullanır.
HOPR grafiklerini nasıl okumalı ve fiyat hareketlerini tahmin etmeli?
Çoğu tüccar, daha ayrıntılı bilgi sağladığı için basit çizgi grafiklere kıyasla mum grafiklerini tercih eder. Mumlar, HOPR'ın fiyat hareketini 5 dakikalık kısa vadeli trendler ve haftalık uzun vadeli trendler gibi farklı zaman dilimlerinde temsil edebilir. Popüler seçenekler arasında 1 saatlik, 4 saatlik ve 1 günlük grafikler bulunur.
Örneğin, 1 saatlik bir mum grafiği, her saat içinde HOPR'ın açılış, kapanış, en yüksek ve en düşük fiyatlarını gösterir. Mumun rengi önemlidir: yeşil, fiyatın açılıştan daha yüksek kapandığını gösterirken, kırmızı bunun tersini ifade eder. Bazı grafikler aynı bilgiyi iletmek için boş ve dolu mumlar kullanır.
HOPR fiyatını ne etkiler?
HOPR'ın fiyat hareketi, blok ödülü yarılanmaları, hard fork'lar ve protokol güncellemeleri gibi faktörlerden etkilenen arz ve talep tarafından yönlendirilir. Düzenlemeler, şirketler ve hükümetler tarafından benimsenme ve kripto para borsası hackleri gibi gerçek dünya olayları da HOPR'ın fiyatını etkiler. HOPR'ın piyasa değeri hızla değişebilir.
Tüccarlar genellikle HOPR'ın büyük sahipleri olan HOPR "balinalarının" aktivitelerini izlerler, çünkü onların eylemleri nispeten küçük olan HOPR pazarında fiyat hareketlerini önemli ölçüde etkileyebilir.
Yükseliş ve düşüş fiyat tahmin desenleri
Tüccarlar genellikle kripto para fiyat tahminlerinde avantaj elde etmek için mum desenlerini tanımlarlar. Belirli oluşumlar yükseliş trendlerini gösterirken, diğerleri düşüş hareketlerini önerir.
Genellikle takip edilen yükseliş mum desenleri:
- Çekiç
- Yutan Boğa
- Delici Çizgi
- Sabah Yıldızı
- Üç Beyaz Asker
Yaygın düşüş mum desenleri:
- Ayı Harami
- Karanlık Bulut Örtüsü
- Akşam Yıldızı
- Kayan Yıldız
- Asılan Adam


