Previsão de Preço NAVI Protocol - Projeção NAVX
$0.02025
9.6196%
Add to portfolio
Add to favorites
Sentiment
Altista 60.61%
Baixista 39.39%
SMA 50
$0.018012
SMA 200
$0.036182
RSI (14)
58.12
Momentum (10)
0
MACD (12, 26)
0
Hull Moving Average (9)
0.0187022
Previsão de Preço NAVI Protocol até $0.020891 até 2026
| Ano | Preço Mínimo | Preço Máximo |
|---|---|---|
| 2026 | $0.006998 | $0.020891 |
| 2027 | $0.006737 | $0.017699 |
| 2028 | $0.012159 | $0.029782 |
| 2029 | $0.02671 | $0.087866 |
| 2030 | $0.022716 | $0.06568 |
| 2031 | $0.026857 | $0.059958 |
| 2032 | $0.040996 | $0.111219 |
| 2033 | $0.095267 | $0.296249 |
| 2034 | $0.07659 | $0.171571 |
| 2035 | $0.090553 | $0.202154 |
Calculadora de lucro do investimento
Se você abrir um short de $10,000.00 em NAVI Protocol hoje e fechar em Apr 06, 2026, nossa previsão mostra que pode lucrar cerca de $3,954.78, com um retorno de 39.55% nos próximos 90 dias.
$
≈ $3,954.78
(39.55% ROI)
Previsão de preço de longo prazo de NAVI Protocol para os anos 2027, 2028, 2029, 2030, 2031, 2032 e 2037
[
'name' => 'NAVI Protocol'
'name_with_ticker' => 'NAVI Protocol <small>NAVX</small>'
'name_lang' => 'NAVI Protocol'
'name_lang_with_ticker' => 'NAVI Protocol <small>NAVX</small>'
'name_with_lang' => 'NAVI Protocol'
'name_with_lang_with_ticker' => 'NAVI Protocol <small>NAVX</small>'
'image' => '/uploads/coins/navi.png?1742055047'
'price_for_sd' => 0.02025
'ticker' => 'NAVX'
'marketcap' => '$16.54M'
'low24h' => '$0.01845'
'high24h' => '$0.02389'
'volume24h' => '$2.24M'
'current_supply' => '816.17M'
'max_supply' => '1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.02025'
'change_24h_pct' => '9.6196%'
'ath_price' => '$0.4171'
'ath_days' => 648
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '29 de mar. de 2024'
'ath_pct' => '-95.14%'
'fdv' => '$20.26M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.998825'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.02043'
'next_week_prediction_price_date' => '13 de janeiro de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.017903'
'next_month_prediction_price_date' => '5 de fevereiro de 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.006998'
'current_year_max_price_prediction' => '$0.020891'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.022716'
'grand_prediction_max_price' => '$0.06568'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.02064118555865
107 => 0.020718252252775
108 => 0.020891887449763
109 => 0.019408193702474
110 => 0.020074328636047
111 => 0.020465620501119
112 => 0.018697749619404
113 => 0.020430675377925
114 => 0.019382365895254
115 => 0.019026553911755
116 => 0.019505607872872
117 => 0.01931892007833
118 => 0.019158416875257
119 => 0.019068853330148
120 => 0.019420617687935
121 => 0.019404207460195
122 => 0.018828652696335
123 => 0.018077864969492
124 => 0.018329853974387
125 => 0.018238304006499
126 => 0.017906515112692
127 => 0.018130100766774
128 => 0.017145542700306
129 => 0.015451661719823
130 => 0.016570691380508
131 => 0.016527609955842
201 => 0.016505886347938
202 => 0.017346806210234
203 => 0.017265971168797
204 => 0.017119254777048
205 => 0.017903820551101
206 => 0.017617443489673
207 => 0.018499990114073
208 => 0.01908129240044
209 => 0.018933855337458
210 => 0.019480572947464
211 => 0.018335659292114
212 => 0.018715953682458
213 => 0.018794331829243
214 => 0.017894139131234
215 => 0.01727919678128
216 => 0.017238187137394
217 => 0.016171961846848
218 => 0.016741530790787
219 => 0.01724272789109
220 => 0.017002693374511
221 => 0.01692670561739
222 => 0.01731491058879
223 => 0.017345077439819
224 => 0.016657270039428
225 => 0.016800286977997
226 => 0.017396691386417
227 => 0.016785259117121
228 => 0.015597346094772
301 => 0.015302727241047
302 => 0.015263419655058
303 => 0.01446438995724
304 => 0.015322415081628
305 => 0.014947864121189
306 => 0.016131066117407
307 => 0.015455227482807
308 => 0.015426093430051
309 => 0.015382053036274
310 => 0.014694295167861
311 => 0.01484487043175
312 => 0.01534540554218
313 => 0.015524002108513
314 => 0.015505373023446
315 => 0.015342952647073
316 => 0.01541730786365
317 => 0.015177783803982
318 => 0.015093202873251
319 => 0.014826242190046
320 => 0.014433883735505
321 => 0.014488443585083
322 => 0.013711078820465
323 => 0.01328752923883
324 => 0.013170296296928
325 => 0.013013527507513
326 => 0.013188003748838
327 => 0.013708876643758
328 => 0.013080593423135
329 => 0.012003445910321
330 => 0.012068184311212
331 => 0.012213632277008
401 => 0.011942590954981
402 => 0.011686073090456
403 => 0.011909094561708
404 => 0.011452692960744
405 => 0.01226878623
406 => 0.012246713194142
407 => 0.012550902298051
408 => 0.012741117987314
409 => 0.012302732406623
410 => 0.0121924796186
411 => 0.012255284617368
412 => 0.011217257887599
413 => 0.012466073368595
414 => 0.012476873176733
415 => 0.012384398662703
416 => 0.013049354353481
417 => 0.014452618265904
418 => 0.01392465393589
419 => 0.013720210189503
420 => 0.013331562478172
421 => 0.013849412477902
422 => 0.013809649677641
423 => 0.013629827215268
424 => 0.013521070028944
425 => 0.013721458479423
426 => 0.013496239682329
427 => 0.013455784197772
428 => 0.013210667977359
429 => 0.01312317263875
430 => 0.013058394573333
501 => 0.01298708028827
502 => 0.013144381830706
503 => 0.012787915840804
504 => 0.012358052801775
505 => 0.012322314341262
506 => 0.012420991372896
507 => 0.012377334132039
508 => 0.012322105327189
509 => 0.012216658498061
510 => 0.012185374676374
511 => 0.012287031920105
512 => 0.012172266818918
513 => 0.012341608977298
514 => 0.012295557280348
515 => 0.012038316244709
516 => 0.011717698671473
517 => 0.011714844502553
518 => 0.011645767972317
519 => 0.011557788625336
520 => 0.011533314783701
521 => 0.011890312315457
522 => 0.012629286522154
523 => 0.012484208203225
524 => 0.012589042156875
525 => 0.013104721450856
526 => 0.013268640391396
527 => 0.013152294610034
528 => 0.01299303332861
529 => 0.013000040016728
530 => 0.013544284027021
531 => 0.013578227858359
601 => 0.013663992969457
602 => 0.013774225374435
603 => 0.01317106766526
604 => 0.012971631342867
605 => 0.012877127349012
606 => 0.012586091625585
607 => 0.012899948701784
608 => 0.012717077624183
609 => 0.012741753180317
610 => 0.012725683192013
611 => 0.012734458492275
612 => 0.012268558115299
613 => 0.012438307725666
614 => 0.012156066074953
615 => 0.011778176187759
616 => 0.011776909368352
617 => 0.011869397382887
618 => 0.011814381892785
619 => 0.0116663366235
620 => 0.011687365755248
621 => 0.011503128433243
622 => 0.011709735501864
623 => 0.011715660253316
624 => 0.011636105277934
625 => 0.011954411973425
626 => 0.012084822486282
627 => 0.012032457697253
628 => 0.01208114843309
629 => 0.012490236862366
630 => 0.012556936126118
701 => 0.01258655953317
702 => 0.012546868092069
703 => 0.012088625818603
704 => 0.012108950812027
705 => 0.011959819496121
706 => 0.011833819249251
707 => 0.011838858598341
708 => 0.011903639104118
709 => 0.012186539372172
710 => 0.012781886308409
711 => 0.012804479289446
712 => 0.012831862641547
713 => 0.012720480786783
714 => 0.012686886953605
715 => 0.01273120589087
716 => 0.012954786898266
717 => 0.01352989795094
718 => 0.013326615294549
719 => 0.013161343330621
720 => 0.013306331399987
721 => 0.013284011623162
722 => 0.01309561024493
723 => 0.013090322445733
724 => 0.012728719965341
725 => 0.012595043761631
726 => 0.012483333920319
727 => 0.012361349689867
728 => 0.012289033349106
729 => 0.012400144115704
730 => 0.012425556462649
731 => 0.012182610829599
801 => 0.01214949823753
802 => 0.012347892885823
803 => 0.012260586798007
804 => 0.012350383274413
805 => 0.012371216827199
806 => 0.012367862145363
807 => 0.012276704562643
808 => 0.01233480568751
809 => 0.012197379206419
810 => 0.012047948549023
811 => 0.011952621099463
812 => 0.01186943525637
813 => 0.011915591596908
814 => 0.011751052670707
815 => 0.011698413356701
816 => 0.012315122333722
817 => 0.012770691885786
818 => 0.012764067724073
819 => 0.012723744843246
820 => 0.012663833221533
821 => 0.012950403989971
822 => 0.012850568464411
823 => 0.012923207150793
824 => 0.012941696745114
825 => 0.012997659178412
826 => 0.013017660938183
827 => 0.012957201728041
828 => 0.012754293234334
829 => 0.012248664559978
830 => 0.012013293047146
831 => 0.011935616527489
901 => 0.01193843992145
902 => 0.011860558111825
903 => 0.011883497795178
904 => 0.011852580626117
905 => 0.011794030987584
906 => 0.011911976321717
907 => 0.011925568422739
908 => 0.01189803857241
909 => 0.011904522848758
910 => 0.011676587446191
911 => 0.011693916879799
912 => 0.011597424391354
913 => 0.011579333213005
914 => 0.01133540860478
915 => 0.010903260803872
916 => 0.011142712635177
917 => 0.010853488494983
918 => 0.010743954930631
919 => 0.011262469788311
920 => 0.011210425277963
921 => 0.011121347699453
922 => 0.010989583395442
923 => 0.010940710733364
924 => 0.010643775909781
925 => 0.010626231416318
926 => 0.0107734003328
927 => 0.010705486941617
928 => 0.010610110819583
929 => 0.010264668173698
930 => 0.0098762762675936
1001 => 0.0098879993778945
1002 => 0.010011539616938
1003 => 0.010370749523628
1004 => 0.01023039999869
1005 => 0.010128574808022
1006 => 0.010109506010664
1007 => 0.010348191932832
1008 => 0.010685982518946
1009 => 0.010844466304313
1010 => 0.010687413686238
1011 => 0.010507000094908
1012 => 0.010517981034257
1013 => 0.010591032304192
1014 => 0.010598708959773
1015 => 0.010481278258634
1016 => 0.010514334313151
1017 => 0.010464119143631
1018 => 0.010155948740981
1019 => 0.010150374915616
1020 => 0.010074744928887
1021 => 0.010072454882946
1022 => 0.0099437894087349
1023 => 0.0099257882194703
1024 => 0.0096703151109882
1025 => 0.009838468284635
1026 => 0.0097256799641906
1027 => 0.0095556813612058
1028 => 0.0095263735379749
1029 => 0.0095254925094183
1030 => 0.0097000430636916
1031 => 0.00983642855978
1101 => 0.0097276419653136
1102 => 0.0097028733664931
1103 => 0.009967337201957
1104 => 0.0099336817682529
1105 => 0.0099045363797193
1106 => 0.010655737076879
1107 => 0.010061103108156
1108 => 0.009801808757272
1109 => 0.0094808827593917
1110 => 0.0095853778825509
1111 => 0.0096073965403533
1112 => 0.0088356273667102
1113 => 0.0085225207090809
1114 => 0.008415074303358
1115 => 0.0083532373777953
1116 => 0.0083814172412735
1117 => 0.0080995845256592
1118 => 0.0082889807716349
1119 => 0.0080449374626393
1120 => 0.0080040228077006
1121 => 0.0084404024753494
1122 => 0.0085011221568097
1123 => 0.0082420731315737
1124 => 0.0084084245420029
1125 => 0.0083481032081237
1126 => 0.0080491208847252
1127 => 0.0080377019591365
1128 => 0.007887683138992
1129 => 0.0076529327348336
1130 => 0.0075456455009389
1201 => 0.0074897693780161
1202 => 0.007512824955338
1203 => 0.0075011673499318
1204 => 0.0074250935891478
1205 => 0.0075055278088511
1206 => 0.0073000516152235
1207 => 0.0072182293392867
1208 => 0.0071812721155085
1209 => 0.0069989001668955
1210 => 0.0072891350383124
1211 => 0.0073463149642641
1212 => 0.0074036075523337
1213 => 0.0079023004161685
1214 => 0.0078773871299827
1215 => 0.0081025911038397
1216 => 0.0080938400915392
1217 => 0.0080296082701327
1218 => 0.0077586247812403
1219 => 0.0078666339700966
1220 => 0.0075341984751518
1221 => 0.0077832817513808
1222 => 0.0076696105460762
1223 => 0.0077448494025244
1224 => 0.0076095631546164
1225 => 0.0076844361500409
1226 => 0.0073598744459427
1227 => 0.0070568032933622
1228 => 0.007178767972359
1229 => 0.0073113575267815
1230 => 0.0075988454639596
1231 => 0.0074276200203003
]
'min_raw' => 0.0069989001668955
'max_raw' => 0.020891887449763
'avg_raw' => 0.013945393808329
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.006998'
'max' => '$0.020891'
'avg' => '$0.013945'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.013258419833105
'max_diff' => 0.00063456744976335
'year' => 2026
]
1 => [
'items' => [
101 => 0.0074891991645911
102 => 0.0072829193394414
103 => 0.0068573051392385
104 => 0.0068597140693901
105 => 0.0067942425971982
106 => 0.006737665686233
107 => 0.0074472873222449
108 => 0.0073590346543488
109 => 0.0072184155782801
110 => 0.007406639799578
111 => 0.0074564092712093
112 => 0.007457826138099
113 => 0.0075951496711877
114 => 0.0076684392654137
115 => 0.0076813568740513
116 => 0.0078974384204376
117 => 0.0079698661046018
118 => 0.0082681854853245
119 => 0.0076622211553895
120 => 0.0076497417187804
121 => 0.0074092885003714
122 => 0.0072567892678414
123 => 0.0074197302532915
124 => 0.0075640737227377
125 => 0.0074137736543229
126 => 0.0074333996702503
127 => 0.0072316341083703
128 => 0.0073037558027903
129 => 0.0073658767218662
130 => 0.0073315772016513
131 => 0.0072802291597741
201 => 0.0075522392043143
202 => 0.0075368913315854
203 => 0.0077901933385451
204 => 0.0079876603667705
205 => 0.008341556582804
206 => 0.0079722474323461
207 => 0.0079587883390325
208 => 0.0080903531350795
209 => 0.007969845962717
210 => 0.0080460023358839
211 => 0.0083292866137139
212 => 0.0083352719641109
213 => 0.0082350096332723
214 => 0.0082289086613289
215 => 0.0082481651387161
216 => 0.0083609509282386
217 => 0.0083215401078222
218 => 0.0083671473069679
219 => 0.0084241798078618
220 => 0.0086600904128385
221 => 0.0087169676610268
222 => 0.0085787854354014
223 => 0.0085912617432146
224 => 0.0085395777976437
225 => 0.0084896517538203
226 => 0.0086018782092223
227 => 0.0088069742622859
228 => 0.0088056983703843
301 => 0.0088532766681975
302 => 0.0088829175535752
303 => 0.0087556771750799
304 => 0.0086728483674377
305 => 0.0087046102028217
306 => 0.0087553980692834
307 => 0.0086881403822299
308 => 0.0082729947809444
309 => 0.0083989234367707
310 => 0.0083779627508445
311 => 0.0083481121851792
312 => 0.0084747344223901
313 => 0.0084625213987141
314 => 0.0080966939238062
315 => 0.0081201130118254
316 => 0.0080981181161151
317 => 0.0081691881238876
318 => 0.0079660079490654
319 => 0.0080285048024013
320 => 0.008067702242942
321 => 0.0080907898365494
322 => 0.0081741980559705
323 => 0.0081644110641155
324 => 0.0081735896828152
325 => 0.0082972620532631
326 => 0.0089227544637559
327 => 0.0089567986355878
328 => 0.0087891526824166
329 => 0.0088561239340383
330 => 0.0087275537759274
331 => 0.0088138637844124
401 => 0.0088729149001814
402 => 0.008606074262898
403 => 0.0085902736921395
404 => 0.0084611728792512
405 => 0.0085305443434536
406 => 0.0084201693559227
407 => 0.0084472515171097
408 => 0.0083715274334507
409 => 0.0085078157075222
410 => 0.0086602071749907
411 => 0.0086987072777947
412 => 0.0085974300826538
413 => 0.0085240987188795
414 => 0.0083953530009446
415 => 0.0086094599991557
416 => 0.0086720714102252
417 => 0.0086091311280679
418 => 0.0085945464894197
419 => 0.0085669086255353
420 => 0.0086004099928954
421 => 0.008671730415034
422 => 0.0086380970210349
423 => 0.0086603124703155
424 => 0.0085756500861296
425 => 0.0087557192969396
426 => 0.0090417125397214
427 => 0.0090426320547615
428 => 0.0090089984794658
429 => 0.0089952363451003
430 => 0.0090297464344097
501 => 0.0090484667421821
502 => 0.0091600660429407
503 => 0.0092798165389669
504 => 0.0098386398526866
505 => 0.0096817245023617
506 => 0.010177545790842
507 => 0.010569676055693
508 => 0.010687258776343
509 => 0.010579088206039
510 => 0.010209042528289
511 => 0.010190886321942
512 => 0.010743890793757
513 => 0.01058764170126
514 => 0.010569056368888
515 => 0.010371339832864
516 => 0.010488214793323
517 => 0.010462652525019
518 => 0.010422301233951
519 => 0.010645290516927
520 => 0.011062706548268
521 => 0.010997648345281
522 => 0.010949085414714
523 => 0.010736296789427
524 => 0.01086444306991
525 => 0.01081881263391
526 => 0.011014869944755
527 => 0.010898729937011
528 => 0.010586457960709
529 => 0.010636188302197
530 => 0.010628671661124
531 => 0.010783363601759
601 => 0.01073692892087
602 => 0.010619604544431
603 => 0.011061279865652
604 => 0.011032599927019
605 => 0.011073261522853
606 => 0.011091162014841
607 => 0.011360001999676
608 => 0.011470137139543
609 => 0.01149513974448
610 => 0.011599759609196
611 => 0.011492536706939
612 => 0.0119215047646
613 => 0.012206743491964
614 => 0.012538062952048
615 => 0.013022209733507
616 => 0.013204253401943
617 => 0.01317136884265
618 => 0.013538443406861
619 => 0.014198068239139
620 => 0.013304697880649
621 => 0.014245419037412
622 => 0.013947597580329
623 => 0.013241468263164
624 => 0.013196001859857
625 => 0.01367420083177
626 => 0.01473480012653
627 => 0.01446913203241
628 => 0.014735234664359
629 => 0.014424811809317
630 => 0.014409396698115
701 => 0.014720158119166
702 => 0.015446269118175
703 => 0.01510132100041
704 => 0.014606753288845
705 => 0.014971934390739
706 => 0.014655580724363
707 => 0.013942747372202
708 => 0.014468928881025
709 => 0.014117086290861
710 => 0.014219772663652
711 => 0.014959293455541
712 => 0.014870312357332
713 => 0.014985462137843
714 => 0.014782225789236
715 => 0.014592370992206
716 => 0.014237992914748
717 => 0.01413307903664
718 => 0.014162073458143
719 => 0.014133064668445
720 => 0.01393479339101
721 => 0.013891976727525
722 => 0.013820613745877
723 => 0.013842732117909
724 => 0.013708548834433
725 => 0.013961780414034
726 => 0.014008782426677
727 => 0.014193063252549
728 => 0.014212195899219
729 => 0.014725415376199
730 => 0.014442742712581
731 => 0.01463238394012
801 => 0.014615420643756
802 => 0.013256772226639
803 => 0.013443981991061
804 => 0.013735221634842
805 => 0.013604018570084
806 => 0.013418528133307
807 => 0.013268734660241
808 => 0.013041782231376
809 => 0.013361213416767
810 => 0.013781231457837
811 => 0.014222848249876
812 => 0.014753421889632
813 => 0.014635004029796
814 => 0.01421292954474
815 => 0.014231863497814
816 => 0.014348905745482
817 => 0.014197325400342
818 => 0.014152621397361
819 => 0.014342764101949
820 => 0.014344073510255
821 => 0.014169662004075
822 => 0.013975835531925
823 => 0.01397502339193
824 => 0.013940533843353
825 => 0.01443094742339
826 => 0.014700625306005
827 => 0.01473154344064
828 => 0.014698544269202
829 => 0.014711244340598
830 => 0.014554324722651
831 => 0.014912996436211
901 => 0.01524214906953
902 => 0.01515392913248
903 => 0.015021674905639
904 => 0.014916328043734
905 => 0.015129112759786
906 => 0.015119637791335
907 => 0.015239274208424
908 => 0.015233846809491
909 => 0.015193617582177
910 => 0.015153930569192
911 => 0.015311285089662
912 => 0.015265969514803
913 => 0.01522058355234
914 => 0.015129555056376
915 => 0.015141927340801
916 => 0.015009695949517
917 => 0.014948519657413
918 => 0.014028575006608
919 => 0.013782735735855
920 => 0.013860081774953
921 => 0.013885546099314
922 => 0.01377855653363
923 => 0.013931952087456
924 => 0.013908045552878
925 => 0.014001051894065
926 => 0.013942945569958
927 => 0.013945330273767
928 => 0.014116208583393
929 => 0.014165815283646
930 => 0.014140584915522
1001 => 0.014158255400509
1002 => 0.014565464268799
1003 => 0.014507572189535
1004 => 0.014476818176257
1005 => 0.014485337248112
1006 => 0.014589387844616
1007 => 0.014618516330686
1008 => 0.014495096888388
1009 => 0.014553302210855
1010 => 0.014801133086564
1011 => 0.01488785986705
1012 => 0.015164650119144
1013 => 0.0150470647005
1014 => 0.015262897825398
1015 => 0.015926295268402
1016 => 0.016456263049484
1017 => 0.015968882776156
1018 => 0.016942101115124
1019 => 0.01769989119189
1020 => 0.017670805946578
1021 => 0.017538667718694
1022 => 0.016675943863187
1023 => 0.015882052508862
1024 => 0.016546176337163
1025 => 0.016547869325379
1026 => 0.016490820499546
1027 => 0.01613649514189
1028 => 0.016478490745144
1029 => 0.016505637114185
1030 => 0.016490442366325
1031 => 0.01621878194537
1101 => 0.015804006693809
1102 => 0.015885052785133
1103 => 0.016017807936016
1104 => 0.015766474739769
1105 => 0.015686158554752
1106 => 0.015835481623477
1107 => 0.016316631663605
1108 => 0.016225673035631
1109 => 0.016223297738262
1110 => 0.016612457321195
1111 => 0.016333903045709
1112 => 0.01588607503589
1113 => 0.015772992557285
1114 => 0.015371625939722
1115 => 0.015648851292091
1116 => 0.015658828138988
1117 => 0.01550699464667
1118 => 0.015898395486989
1119 => 0.015894788659341
1120 => 0.016266365504897
1121 => 0.016976680875711
1122 => 0.016766605668065
1123 => 0.01652231105769
1124 => 0.016548872655392
1125 => 0.01684018782258
1126 => 0.01666405202242
1127 => 0.01672739168422
1128 => 0.016840091950416
1129 => 0.016908086819202
1130 => 0.016539089240156
1201 => 0.016453058253286
1202 => 0.016277069046922
1203 => 0.016231156747976
1204 => 0.016374496284424
1205 => 0.01633673138083
1206 => 0.015657989623639
1207 => 0.015587057333529
1208 => 0.015589232725598
1209 => 0.01541087010947
1210 => 0.015138824307942
1211 => 0.015853744431348
1212 => 0.015796326340137
1213 => 0.015732941211249
1214 => 0.015740705527867
1215 => 0.016051028122546
1216 => 0.015871025345966
1217 => 0.01634959222938
1218 => 0.016251213265187
1219 => 0.016150311251781
1220 => 0.016136363519978
1221 => 0.016097524853371
1222 => 0.015964332614347
1223 => 0.015803494982113
1224 => 0.015697296045795
1225 => 0.014479925846316
1226 => 0.014705862674223
1227 => 0.014965782399939
1228 => 0.015055505647694
1229 => 0.01490202782375
1230 => 0.015970392854295
1231 => 0.016165593440397
]
'min_raw' => 0.006737665686233
'max_raw' => 0.01769989119189
'avg_raw' => 0.012218778439061
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.006737'
'max' => '$0.017699'
'avg' => '$0.012218'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00026123448066247
'max_diff' => -0.0031919962578735
'year' => 2027
]
2 => [
'items' => [
101 => 0.015574318132475
102 => 0.015463714663974
103 => 0.015977643999276
104 => 0.015667681784783
105 => 0.01580725775099
106 => 0.015505570856022
107 => 0.016118575335345
108 => 0.016113905268276
109 => 0.015875432680485
110 => 0.016076988078697
111 => 0.016041962868223
112 => 0.015772727903939
113 => 0.016127110563939
114 => 0.016127286333317
115 => 0.015897761652409
116 => 0.015629727074523
117 => 0.015581808822691
118 => 0.015545708856847
119 => 0.015798379372361
120 => 0.01602492296649
121 => 0.016446464430246
122 => 0.016552449969812
123 => 0.016966118586596
124 => 0.01671979906646
125 => 0.016828989319364
126 => 0.016947530784796
127 => 0.017004363922542
128 => 0.016911757374419
129 => 0.017554355009081
130 => 0.017608609938129
131 => 0.017626801146535
201 => 0.017410120839662
202 => 0.017602583666823
203 => 0.017512536683693
204 => 0.017746813918024
205 => 0.017783551579769
206 => 0.017752436087251
207 => 0.017764097200953
208 => 0.017215753481761
209 => 0.017187318967177
210 => 0.016799612343208
211 => 0.016957605658258
212 => 0.016662244728588
213 => 0.016755906721941
214 => 0.016797192036167
215 => 0.016775626930936
216 => 0.01696653836324
217 => 0.016804224645153
218 => 0.016375852056276
219 => 0.015947362757574
220 => 0.015941983423468
221 => 0.015829169754584
222 => 0.015747626134835
223 => 0.015763334328914
224 => 0.015818692053701
225 => 0.015744408643236
226 => 0.015760260775123
227 => 0.016023511786652
228 => 0.016076304899594
229 => 0.015896893274217
301 => 0.015176529709354
302 => 0.014999750683641
303 => 0.015126815941643
304 => 0.015066086932369
305 => 0.012159508014295
306 => 0.012842365617202
307 => 0.012436634817208
308 => 0.012623614236622
309 => 0.012209468153309
310 => 0.012407120371522
311 => 0.012370621223921
312 => 0.01346863604217
313 => 0.013451492051053
314 => 0.013459697972361
315 => 0.013068007967923
316 => 0.013691980780536
317 => 0.013999372225366
318 => 0.013942482249886
319 => 0.013956800231068
320 => 0.013710769876623
321 => 0.013462080083988
322 => 0.013186244830871
323 => 0.013698712636895
324 => 0.013641734964982
325 => 0.013772421244431
326 => 0.014104793248593
327 => 0.014153736288764
328 => 0.014219516231085
329 => 0.014195938804298
330 => 0.014757648764661
331 => 0.014689621982179
401 => 0.014853546955319
402 => 0.014516340848553
403 => 0.01413476013085
404 => 0.014207286150472
405 => 0.014200301311565
406 => 0.014111376295454
407 => 0.014031098767015
408 => 0.013897459300218
409 => 0.014320314348084
410 => 0.014303147205365
411 => 0.014581063291371
412 => 0.014531938923637
413 => 0.014203874373134
414 => 0.014215591262736
415 => 0.01429439297625
416 => 0.014567126606466
417 => 0.014648092517036
418 => 0.014610585881326
419 => 0.014699361306031
420 => 0.014769525782053
421 => 0.014708172883948
422 => 0.015576800539295
423 => 0.015216085776286
424 => 0.01539189564194
425 => 0.015433825258966
426 => 0.015326423426638
427 => 0.015349715038298
428 => 0.01538499548338
429 => 0.015599211437297
430 => 0.016161376084261
501 => 0.016410354979617
502 => 0.017159420270698
503 => 0.016389680748311
504 => 0.016344007590552
505 => 0.01647893686908
506 => 0.016918717491559
507 => 0.017275118379584
508 => 0.017393357115402
509 => 0.01740898431625
510 => 0.017630808045008
511 => 0.017757953269564
512 => 0.017603872809793
513 => 0.017473305753034
514 => 0.017005630762302
515 => 0.017059765415916
516 => 0.017432699496563
517 => 0.017959490851185
518 => 0.01841153263675
519 => 0.018253243358692
520 => 0.019460878815458
521 => 0.019580610938248
522 => 0.019564067830282
523 => 0.019836835424526
524 => 0.019295447298106
525 => 0.01906399338516
526 => 0.017501535832704
527 => 0.017940522673129
528 => 0.018578615826479
529 => 0.018494161804907
530 => 0.018030761500665
531 => 0.018411181106065
601 => 0.018285402487699
602 => 0.018186195672834
603 => 0.018640681323918
604 => 0.018140955681309
605 => 0.018573630680924
606 => 0.018018720518468
607 => 0.018253966410781
608 => 0.018120429464741
609 => 0.018206844234501
610 => 0.017701665256225
611 => 0.017974247570376
612 => 0.017690324935789
613 => 0.017690190319493
614 => 0.017683922711598
615 => 0.018017956432084
616 => 0.018028849259717
617 => 0.01778199783558
618 => 0.017746422688818
619 => 0.017877962652087
620 => 0.01772396380547
621 => 0.017796018896545
622 => 0.017726146280775
623 => 0.017710416483223
624 => 0.017585078780123
625 => 0.017531079851395
626 => 0.01755225422273
627 => 0.017479975177227
628 => 0.017436424437864
629 => 0.017675259373382
630 => 0.017547659501909
701 => 0.017655702863039
702 => 0.017532573816872
703 => 0.017105754898085
704 => 0.016860286824362
705 => 0.016054065452908
706 => 0.016282708833738
707 => 0.016434299631777
708 => 0.016384198873929
709 => 0.016491834688205
710 => 0.01649844265302
711 => 0.016463449152581
712 => 0.016422931162019
713 => 0.016403209244998
714 => 0.016550200256605
715 => 0.016635533486333
716 => 0.016449513796383
717 => 0.01640593198572
718 => 0.016594008162688
719 => 0.016708734521991
720 => 0.017555809499908
721 => 0.017493055449528
722 => 0.017650555801122
723 => 0.017632823678572
724 => 0.017797909138816
725 => 0.018067754095994
726 => 0.017519083848214
727 => 0.017614314031639
728 => 0.01759096578985
729 => 0.017845875771472
730 => 0.01784667157261
731 => 0.01769384030493
801 => 0.017776692614543
802 => 0.017730446728251
803 => 0.017814019295287
804 => 0.017492217330925
805 => 0.017884137387143
806 => 0.018106330804248
807 => 0.01810941596006
808 => 0.018214733876331
809 => 0.018321742978866
810 => 0.018527137632652
811 => 0.01831601463345
812 => 0.017936224910295
813 => 0.017963644501593
814 => 0.017740973925867
815 => 0.017744717058474
816 => 0.017724735923265
817 => 0.017784700814137
818 => 0.017505376252353
819 => 0.017570933168698
820 => 0.017479153101915
821 => 0.017614114519698
822 => 0.017468918344085
823 => 0.01759095453062
824 => 0.017643621303166
825 => 0.017837962827692
826 => 0.017440213942898
827 => 0.016629177041572
828 => 0.016799666831103
829 => 0.016547499040703
830 => 0.016570838129775
831 => 0.016617986804089
901 => 0.016465162524551
902 => 0.01649431658104
903 => 0.016493274992989
904 => 0.01648429914987
905 => 0.016444543652409
906 => 0.016386890315704
907 => 0.016616563464374
908 => 0.016655589407808
909 => 0.01674233924577
910 => 0.017000447920569
911 => 0.016974656777335
912 => 0.017016723202014
913 => 0.016924892433132
914 => 0.016575097895766
915 => 0.016594093422057
916 => 0.016357218904823
917 => 0.016736281831798
918 => 0.016646514727304
919 => 0.016588641291067
920 => 0.016572849987796
921 => 0.016831598464076
922 => 0.016909020063564
923 => 0.016860776118333
924 => 0.016761826379164
925 => 0.016951839130233
926 => 0.017002678526425
927 => 0.017014059592348
928 => 0.017350725755911
929 => 0.017032875490996
930 => 0.017109385208921
1001 => 0.017706292187509
1002 => 0.017164979925462
1003 => 0.017451725103372
1004 => 0.017437690419063
1005 => 0.017584379549154
1006 => 0.017425657628861
1007 => 0.01742762517729
1008 => 0.017557875187228
1009 => 0.017374962538983
1010 => 0.017329670794971
1011 => 0.017267100575004
1012 => 0.017403720361216
1013 => 0.017485617744268
1014 => 0.018145650504672
1015 => 0.018572061769044
1016 => 0.018553550131478
1017 => 0.018722711846499
1018 => 0.018646502944538
1019 => 0.018400404297215
1020 => 0.018820464679663
1021 => 0.018687539998583
1022 => 0.018698498147788
1023 => 0.018698090284927
1024 => 0.018786473577368
1025 => 0.018723845914464
1026 => 0.018600400362283
1027 => 0.018682349280783
1028 => 0.018925708271455
1029 => 0.019681102045667
1030 => 0.020103830409353
1031 => 0.01965565326738
1101 => 0.019964799858582
1102 => 0.019779422064054
1103 => 0.019745733404277
1104 => 0.019939900309305
1105 => 0.020134407077797
1106 => 0.02012201783752
1107 => 0.019980815911628
1108 => 0.019901054526558
1109 => 0.020505034456334
1110 => 0.020950036580064
1111 => 0.020919690418557
1112 => 0.021053628506346
1113 => 0.021446874874641
1114 => 0.021482828394234
1115 => 0.021478299077147
1116 => 0.021389184527474
1117 => 0.021776386646555
1118 => 0.022099397466465
1119 => 0.021368557083992
1120 => 0.021646851534235
1121 => 0.021771786879036
1122 => 0.02195522903185
1123 => 0.022264726692123
1124 => 0.022600923241379
1125 => 0.022648465119652
1126 => 0.022614731881929
1127 => 0.022393001220246
1128 => 0.022760871496101
1129 => 0.022976361276078
1130 => 0.023104680508658
1201 => 0.023430076732196
1202 => 0.021772558437192
1203 => 0.020599284603984
1204 => 0.020416060952649
1205 => 0.020788653452553
1206 => 0.020886903123408
1207 => 0.020847298804281
1208 => 0.019526672435615
1209 => 0.020409108128128
1210 => 0.021358534735971
1211 => 0.02139500607864
1212 => 0.021870308890101
1213 => 0.022025086968833
1214 => 0.022407768031422
1215 => 0.022383831226764
1216 => 0.022477007975719
1217 => 0.022455588254731
1218 => 0.023164424340173
1219 => 0.023946375805593
1220 => 0.023919299312799
1221 => 0.023806884538015
1222 => 0.023973839648136
1223 => 0.024780897359461
1224 => 0.024706596418239
1225 => 0.024778773453697
1226 => 0.025730339979129
1227 => 0.02696751182095
1228 => 0.026392721290402
1229 => 0.027639851350171
1230 => 0.028424853615272
1231 => 0.029782433862015
]
'min_raw' => 0.012159508014295
'max_raw' => 0.029782433862015
'avg_raw' => 0.020970970938155
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.012159'
'max' => '$0.029782'
'avg' => '$0.02097'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0054218423280624
'max_diff' => 0.012082542670125
'year' => 2028
]
3 => [
'items' => [
101 => 0.029612458128899
102 => 0.030140954156572
103 => 0.029308166091616
104 => 0.027395916360239
105 => 0.027093295520451
106 => 0.027699150105287
107 => 0.029188584483681
108 => 0.027652242516265
109 => 0.027963042495337
110 => 0.027873532080456
111 => 0.027868762450841
112 => 0.028050799813732
113 => 0.027786745124429
114 => 0.026710938817675
115 => 0.027203974508294
116 => 0.027013589750627
117 => 0.027224835833382
118 => 0.028364843817498
119 => 0.027860819113324
120 => 0.02732987003112
121 => 0.027995798007238
122 => 0.028843753158516
123 => 0.028790689649071
124 => 0.028687724261922
125 => 0.029268134758192
126 => 0.030226802853712
127 => 0.030485926987691
128 => 0.030677207125835
129 => 0.03070358142518
130 => 0.030975253099975
131 => 0.029514406034525
201 => 0.031832807844607
202 => 0.032233131792651
203 => 0.032157887482147
204 => 0.03260283070219
205 => 0.032471917119733
206 => 0.032282243878465
207 => 0.032987573524371
208 => 0.032178970002507
209 => 0.031031259103574
210 => 0.030401602205272
211 => 0.031230785201929
212 => 0.03173713832349
213 => 0.032071805526734
214 => 0.032173075620224
215 => 0.029627807433718
216 => 0.028256049048237
217 => 0.029135330446088
218 => 0.030208114436228
219 => 0.029508446665294
220 => 0.029535872317268
221 => 0.028538329945372
222 => 0.030296374801467
223 => 0.030040242453419
224 => 0.031369057528184
225 => 0.031051925146184
226 => 0.032135522255352
227 => 0.031850174821214
228 => 0.033034636066758
301 => 0.033507149725614
302 => 0.034300573699711
303 => 0.034884219604874
304 => 0.035226947643753
305 => 0.035206371537839
306 => 0.036564430774307
307 => 0.035763630689537
308 => 0.034757637048978
309 => 0.03473944179789
310 => 0.035260460159376
311 => 0.036352371710643
312 => 0.036635488489219
313 => 0.036793712144942
314 => 0.036551387108397
315 => 0.035682176010239
316 => 0.035306855065055
317 => 0.035626639384447
318 => 0.03523557064121
319 => 0.035910665006546
320 => 0.036837713762526
321 => 0.036646281860364
322 => 0.037286210008217
323 => 0.03794846831884
324 => 0.038895527446912
325 => 0.039143123772489
326 => 0.039552391083421
327 => 0.039973661583679
328 => 0.040108962314803
329 => 0.040367293391871
330 => 0.040365931859579
331 => 0.041144429948009
401 => 0.042003137447627
402 => 0.042327279649609
403 => 0.04307262676976
404 => 0.041796245946579
405 => 0.042764395462968
406 => 0.043637690561104
407 => 0.042596512143375
408 => 0.044031534028757
409 => 0.044087252676737
410 => 0.044928538109007
411 => 0.044075734152614
412 => 0.043569341885554
413 => 0.045031277386284
414 => 0.045738661924551
415 => 0.045525591944739
416 => 0.043904118877806
417 => 0.042960352004599
418 => 0.040490332058384
419 => 0.043416177381597
420 => 0.044841271290456
421 => 0.043900428228859
422 => 0.044374934743556
423 => 0.046963688428488
424 => 0.047949318222321
425 => 0.047744314115276
426 => 0.047778956434712
427 => 0.048310784381018
428 => 0.050669202377941
429 => 0.049255983646484
430 => 0.050336336414387
501 => 0.050909351626981
502 => 0.051441600090923
503 => 0.050134566082336
504 => 0.048434134041306
505 => 0.047895535834631
506 => 0.043806879928373
507 => 0.04359404763232
508 => 0.043474578415067
509 => 0.042721341899541
510 => 0.042129504327183
511 => 0.041658853116124
512 => 0.040423723789956
513 => 0.040840543679936
514 => 0.03887200532555
515 => 0.040131406403971
516 => 0.036989571658349
517 => 0.039606184994626
518 => 0.0381820813185
519 => 0.039138328635873
520 => 0.039134992379067
521 => 0.037374237889295
522 => 0.036358671445603
523 => 0.037005829909961
524 => 0.037699635155255
525 => 0.037812202722063
526 => 0.038711739332757
527 => 0.038962780665327
528 => 0.038202113707641
529 => 0.036924464116641
530 => 0.037221232976546
531 => 0.03635265743413
601 => 0.034830512205321
602 => 0.035923743482757
603 => 0.03629702070686
604 => 0.036461881194158
605 => 0.034965026181186
606 => 0.034494681837806
607 => 0.034244274455962
608 => 0.036731238931167
609 => 0.036867480459123
610 => 0.036170449539487
611 => 0.039321095391428
612 => 0.038608007200677
613 => 0.039404701420594
614 => 0.037194304313093
615 => 0.037278744459294
616 => 0.036232307045419
617 => 0.036818242074216
618 => 0.036404122081429
619 => 0.036770904314212
620 => 0.036990752072242
621 => 0.038037017776035
622 => 0.039618131668324
623 => 0.037880740569775
624 => 0.037123734388238
625 => 0.037593376765699
626 => 0.038844096305626
627 => 0.040739000431772
628 => 0.039617179050594
629 => 0.040115024329798
630 => 0.04022378137571
701 => 0.039396591821314
702 => 0.040769500090533
703 => 0.041505252785495
704 => 0.042259982807957
705 => 0.042915293739406
706 => 0.041958527040117
707 => 0.042982404555475
708 => 0.042157340016808
709 => 0.041417171832019
710 => 0.041418294361627
711 => 0.040953976047178
712 => 0.040054300805059
713 => 0.039888386886917
714 => 0.040751492041707
715 => 0.041443620639485
716 => 0.041500627665871
717 => 0.041883825620453
718 => 0.042110598222721
719 => 0.044333278007357
720 => 0.045227258203709
721 => 0.04632040026563
722 => 0.046746240704858
723 => 0.04802786775469
724 => 0.046992849823291
725 => 0.046768917183265
726 => 0.043660109177386
727 => 0.04416917631419
728 => 0.044984241917886
729 => 0.043673549308984
730 => 0.04450488208948
731 => 0.044669004790386
801 => 0.043629012475676
802 => 0.044184517306378
803 => 0.042709261171737
804 => 0.039650288220649
805 => 0.040772905601882
806 => 0.041599529863393
807 => 0.04041983512018
808 => 0.042534392286898
809 => 0.041299111643421
810 => 0.040907586983367
811 => 0.039380109695876
812 => 0.040101020177579
813 => 0.041076061926527
814 => 0.040473599486447
815 => 0.041723799509803
816 => 0.043494416159042
817 => 0.044756263025335
818 => 0.044853131959314
819 => 0.044041848961462
820 => 0.045341935143058
821 => 0.045351404851555
822 => 0.043884902327706
823 => 0.042986677697369
824 => 0.042782599171476
825 => 0.043292427341109
826 => 0.043911452858516
827 => 0.044887483567331
828 => 0.045477278483128
829 => 0.047015150820475
830 => 0.047431254980705
831 => 0.0478884272979
901 => 0.048499350500393
902 => 0.04923292044248
903 => 0.047627911171354
904 => 0.047691681181807
905 => 0.0461971187714
906 => 0.044599964493949
907 => 0.045812005502443
908 => 0.04739658788999
909 => 0.047033082939479
910 => 0.046992181206814
911 => 0.047060966575961
912 => 0.046786895714238
913 => 0.045547283364202
914 => 0.044924757802398
915 => 0.045727974600334
916 => 0.04615484858137
917 => 0.046816892898634
918 => 0.046735281962471
919 => 0.048440637025374
920 => 0.049103286435558
921 => 0.048933752360066
922 => 0.048964950710022
923 => 0.050164645814898
924 => 0.051498953507637
925 => 0.052748708739294
926 => 0.054020013439173
927 => 0.052487406003602
928 => 0.051709242465905
929 => 0.052512108604514
930 => 0.052086096530209
1001 => 0.054534088272556
1002 => 0.054703581909463
1003 => 0.057151396634144
1004 => 0.05947466428822
1005 => 0.058015461500358
1006 => 0.059391424005375
1007 => 0.06087963963842
1008 => 0.063750649048848
1009 => 0.062783794082745
1010 => 0.062043198331259
1011 => 0.061343338924637
1012 => 0.062799635250265
1013 => 0.064673137208284
1014 => 0.065076671585862
1015 => 0.065730551439536
1016 => 0.065043076726022
1017 => 0.065871064295594
1018 => 0.068794224252355
1019 => 0.068004360628592
1020 => 0.066882627305934
1021 => 0.06919018134853
1022 => 0.070025276186157
1023 => 0.075886409099181
1024 => 0.083286331513199
1025 => 0.080222715043285
1026 => 0.078321029438124
1027 => 0.078767970663923
1028 => 0.08147017182634
1029 => 0.08233803307613
1030 => 0.079978887029487
1031 => 0.080812177296023
1101 => 0.085403688591928
1102 => 0.087866887088862
1103 => 0.084521532678332
1104 => 0.075291832538359
1105 => 0.066781627493378
1106 => 0.069038917090835
1107 => 0.068783010502335
1108 => 0.073716016587085
1109 => 0.06798552264239
1110 => 0.068082009463748
1111 => 0.073117024890187
1112 => 0.07177376909643
1113 => 0.069597866741748
1114 => 0.066797513988565
1115 => 0.061620802923029
1116 => 0.057035645569015
1117 => 0.06602819503891
1118 => 0.065640419953878
1119 => 0.065078864165704
1120 => 0.066328545805603
1121 => 0.07239664512063
1122 => 0.072256755790898
1123 => 0.071366851247306
1124 => 0.072041836000362
1125 => 0.069479538651034
1126 => 0.070139901020382
1127 => 0.066780279433419
1128 => 0.068298968700918
1129 => 0.069593198232542
1130 => 0.069853033972412
1201 => 0.070438457161879
1202 => 0.065436080104702
1203 => 0.067682000541301
1204 => 0.069001268383516
1205 => 0.063040768277013
1206 => 0.068883448460879
1207 => 0.065348999849421
1208 => 0.064149354905056
1209 => 0.065764518781441
1210 => 0.065135087848015
1211 => 0.064593940092881
1212 => 0.064291970347417
1213 => 0.065477968439102
1214 => 0.06542264021055
1215 => 0.063482117140244
1216 => 0.060950783900868
1217 => 0.061800382424184
1218 => 0.061491715315635
1219 => 0.060373065895403
1220 => 0.061126900538393
1221 => 0.057807394277647
1222 => 0.052096356288955
1223 => 0.055869242918109
1224 => 0.055723990886998
1225 => 0.055650748226256
1226 => 0.058485968253139
1227 => 0.058213427267209
1228 => 0.057718762709018
1229 => 0.060363980992871
1230 => 0.059398440736058
1231 => 0.062374008297661
]
'min_raw' => 0.026710938817675
'max_raw' => 0.087866887088862
'avg_raw' => 0.057288912953268
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.02671'
'max' => '$0.087866'
'avg' => '$0.057288'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.01455143080338
'max_diff' => 0.058084453226847
'year' => 2029
]
4 => [
'items' => [
101 => 0.064333909541376
102 => 0.063836815189806
103 => 0.065680111782545
104 => 0.061819955458213
105 => 0.063102144546565
106 => 0.063366401940637
107 => 0.060331339409855
108 => 0.058258018343078
109 => 0.058119751465515
110 => 0.054524898456967
111 => 0.056445239917494
112 => 0.058135060933628
113 => 0.057325767802308
114 => 0.057069569773876
115 => 0.05837842993856
116 => 0.058480139582985
117 => 0.056161148911387
118 => 0.056643340504896
119 => 0.058654159607511
120 => 0.056592673022741
121 => 0.052587541330454
122 => 0.051594213295489
123 => 0.051461685024957
124 => 0.048767700612292
125 => 0.051660592224568
126 => 0.050397767511134
127 => 0.054387015649909
128 => 0.052108378507808
129 => 0.052010151014866
130 => 0.051861665752444
131 => 0.049542842081369
201 => 0.050050517096402
202 => 0.051738106167462
203 => 0.052340256960067
204 => 0.052277447699122
205 => 0.051729836060352
206 => 0.051980529864356
207 => 0.051172957774149
208 => 0.050887787260937
209 => 0.049987710678912
210 => 0.048664846755838
211 => 0.048848799097937
212 => 0.046227859520152
213 => 0.044799832534383
214 => 0.044404573485815
215 => 0.043876016567057
216 => 0.044464275396225
217 => 0.046220434727632
218 => 0.044102133983969
219 => 0.04047045594048
220 => 0.040688725978972
221 => 0.041179113950507
222 => 0.040265279209792
223 => 0.039400411320041
224 => 0.040152343781229
225 => 0.038613553918637
226 => 0.041365069353746
227 => 0.041290648572259
228 => 0.042316243373894
301 => 0.042957568850681
302 => 0.041479521258276
303 => 0.041107796285852
304 => 0.041319547724103
305 => 0.037819768131976
306 => 0.042030236715667
307 => 0.042066649022822
308 => 0.041754864742406
309 => 0.043996809279588
310 => 0.048728011533079
311 => 0.046947942933146
312 => 0.046258646568394
313 => 0.044948293675127
314 => 0.046694261104349
315 => 0.046560198047119
316 => 0.045953914060423
317 => 0.045587231613548
318 => 0.046262855265013
319 => 0.045503514366336
320 => 0.045367115875641
321 => 0.044540689425051
322 => 0.044245692782199
323 => 0.044027289011985
324 => 0.043786847920891
325 => 0.044317201053657
326 => 0.043115351081044
327 => 0.041666037832879
328 => 0.04154554311808
329 => 0.041878239619642
330 => 0.041731046184043
331 => 0.04154483841254
401 => 0.041189317066073
402 => 0.041083841477087
403 => 0.041426585971808
404 => 0.041039647420514
405 => 0.041610596330582
406 => 0.041455329819088
407 => 0.040588023707435
408 => 0.039507039174466
409 => 0.039497416144681
410 => 0.039264519800222
411 => 0.038967891289355
412 => 0.038885376023573
413 => 0.040089018126658
414 => 0.042580521258069
415 => 0.042091379576756
416 => 0.04244483457076
417 => 0.044183483313997
418 => 0.04473614746648
419 => 0.044343879541615
420 => 0.043806919012028
421 => 0.04383054255021
422 => 0.045665499228813
423 => 0.045779943226054
424 => 0.046069106286048
425 => 0.046440762535613
426 => 0.044407174208003
427 => 0.043734760722857
428 => 0.043416133909515
429 => 0.042434886648516
430 => 0.043493077693721
501 => 0.042876515087938
502 => 0.042959710448236
503 => 0.042905529360701
504 => 0.042935115898204
505 => 0.041364300249106
506 => 0.041936622911997
507 => 0.040985025481134
508 => 0.039710943343032
509 => 0.039706672172955
510 => 0.040018501971264
511 => 0.039833013405328
512 => 0.039333868443743
513 => 0.039404769629638
514 => 0.03878360063546
515 => 0.039480190792159
516 => 0.039500166505334
517 => 0.039231941351482
518 => 0.040305134598795
519 => 0.040744822747861
520 => 0.040568271205657
521 => 0.04073243542101
522 => 0.042111705621957
523 => 0.042336586846489
524 => 0.042436464231607
525 => 0.042302641766767
526 => 0.040757645948321
527 => 0.040826173082699
528 => 0.040323366439104
529 => 0.039898547809725
530 => 0.03991553832702
531 => 0.040133950325077
601 => 0.041087768330286
602 => 0.043095022091604
603 => 0.043171195904563
604 => 0.043263520788016
605 => 0.042887989088245
606 => 0.04277472513424
607 => 0.04292414952548
608 => 0.043677968501842
609 => 0.045616995568902
610 => 0.044931613900139
611 => 0.044374387934834
612 => 0.044863225333448
613 => 0.044787972647566
614 => 0.044152764247092
615 => 0.044134936062918
616 => 0.042915768053997
617 => 0.042465069400212
618 => 0.042088431870899
619 => 0.041677153521261
620 => 0.041433333929421
621 => 0.04180795163651
622 => 0.041893631138468
623 => 0.04107452297472
624 => 0.04096288155871
625 => 0.041631782966904
626 => 0.041337424396316
627 => 0.041640179485907
628 => 0.041710421263678
629 => 0.041699110719651
630 => 0.04139176656509
701 => 0.041587658564073
702 => 0.041124315588264
703 => 0.040620499693936
704 => 0.040299096542195
705 => 0.040018629664358
706 => 0.040174248989012
707 => 0.039619494511587
708 => 0.039442017389256
709 => 0.041521294762527
710 => 0.043057279314161
711 => 0.043034945490464
712 => 0.042898994082499
713 => 0.042696997866999
714 => 0.043663191220521
715 => 0.0433265887758
716 => 0.04357149517841
717 => 0.043633834136564
718 => 0.043822515387602
719 => 0.043889952717146
720 => 0.043686110269026
721 => 0.043001990115875
722 => 0.041297227738416
723 => 0.04050365624979
724 => 0.040241764440565
725 => 0.040251283710427
726 => 0.039988699751742
727 => 0.040066042495762
728 => 0.039961803101708
729 => 0.039764398907586
730 => 0.040162059836296
731 => 0.040207886553862
801 => 0.040115067741407
802 => 0.04013692993183
803 => 0.039368429808135
804 => 0.039426857203445
805 => 0.039101526041765
806 => 0.039040530370875
807 => 0.038218121523972
808 => 0.036761105041615
809 => 0.037568433608853
810 => 0.036593294227204
811 => 0.036223994167601
812 => 0.037972203211819
813 => 0.037796731511551
814 => 0.037496400236406
815 => 0.037052147685944
816 => 0.036887370093567
817 => 0.035886233604529
818 => 0.035827081119901
819 => 0.036323271396828
820 => 0.036094296656891
821 => 0.035772729402505
822 => 0.034608045403868
823 => 0.033298554975781
824 => 0.033338080260642
825 => 0.033754604801881
826 => 0.034965706081521
827 => 0.0344925078593
828 => 0.034149197119756
829 => 0.034084905338122
830 => 0.034889651589231
831 => 0.036028536134101
901 => 0.036562875281449
902 => 0.036033361414548
903 => 0.035425084395304
904 => 0.035462107398981
905 => 0.035708404855847
906 => 0.035734287236105
907 => 0.035338361428465
908 => 0.035449812224167
909 => 0.035280508274222
910 => 0.034241490245916
911 => 0.034222697704546
912 => 0.033967705923971
913 => 0.033959984874195
914 => 0.033526180244756
915 => 0.033465487978348
916 => 0.032604142556537
917 => 0.033171082721567
918 => 0.03279080902456
919 => 0.032217646865673
920 => 0.032118833493443
921 => 0.032115863044153
922 => 0.032704372424616
923 => 0.033164205646809
924 => 0.032797424048328
925 => 0.032713914988117
926 => 0.033605573273659
927 => 0.033492101629178
928 => 0.033393835916871
929 => 0.035926561514503
930 => 0.033921711572934
1001 => 0.033047482565576
1002 => 0.031965458157385
1003 => 0.032317770760733
1004 => 0.032392008202807
1005 => 0.029789934550667
1006 => 0.028734273594061
1007 => 0.028372010535498
1008 => 0.028163523023647
1009 => 0.028258533400818
1010 => 0.027308314723193
1011 => 0.027946877389724
1012 => 0.027124068334885
1013 => 0.026986121719189
1014 => 0.028457406235723
1015 => 0.028662126881079
1016 => 0.027788725006271
1017 => 0.028349590400817
1018 => 0.028146212812142
1019 => 0.027138173034525
1020 => 0.027099673329659
1021 => 0.026593874403562
1022 => 0.025802397026192
1023 => 0.025440670626561
1024 => 0.02525228037698
1025 => 0.02533001386561
1026 => 0.025290709435075
1027 => 0.025034221439292
1028 => 0.025305411026759
1029 => 0.024612633694054
1030 => 0.024336764178084
1031 => 0.024212160317845
1101 => 0.023597280560293
1102 => 0.024575827692827
1103 => 0.024768613805348
1104 => 0.024961779766066
1105 => 0.026643157574109
1106 => 0.026559160690343
1107 => 0.027318451611441
1108 => 0.027288946962494
1109 => 0.027072384892099
1110 => 0.026158745139836
1111 => 0.026522905661025
1112 => 0.025402076179914
1113 => 0.026241877836159
1114 => 0.025858627431204
1115 => 0.026112300488729
1116 => 0.025656173458523
1117 => 0.025908612990062
1118 => 0.02481433054452
1119 => 0.023792504993843
1120 => 0.024203717424383
1121 => 0.024650752364225
1122 => 0.025620038016188
1123 => 0.025042739478312
1124 => 0.025250357862607
1125 => 0.024554871030117
1126 => 0.023119883038699
1127 => 0.023128004914891
1128 => 0.022907263275324
1129 => 0.022716510269931
1130 => 0.025109049159945
1201 => 0.024811499128529
1202 => 0.024337392095853
1203 => 0.024972003199355
1204 => 0.025139804447753
1205 => 0.025144581513394
1206 => 0.025607577392825
1207 => 0.025854678376674
1208 => 0.025898230996075
1209 => 0.026626765016048
1210 => 0.026870960009947
1211 => 0.027876764630048
1212 => 0.025833713584593
1213 => 0.025791638292779
1214 => 0.024980933479006
1215 => 0.024466771669375
1216 => 0.025016138577996
1217 => 0.025502802662973
1218 => 0.024996055488697
1219 => 0.025062225971641
1220 => 0.02438195929294
1221 => 0.024625122621053
1222 => 0.024834567636862
1223 => 0.024718924409742
1224 => 0.024545800901547
1225 => 0.025462901757849
1226 => 0.025411155333389
1227 => 0.026265180734835
1228 => 0.026930954607205
1229 => 0.028124140407806
1230 => 0.026878988822696
1231 => 0.026833610549905
]
'min_raw' => 0.022716510269931
'max_raw' => 0.065680111782545
'avg_raw' => 0.044198311026238
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.022716'
'max' => '$0.06568'
'avg' => '$0.044198'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0039944285477443
'max_diff' => -0.022186775306317
'year' => 2030
]
5 => [
'items' => [
101 => 0.027277190445338
102 => 0.026870892100176
103 => 0.027127658629377
104 => 0.028082771350357
105 => 0.028102951377104
106 => 0.02776490992859
107 => 0.027744340075726
108 => 0.027809264633682
109 => 0.028189529797509
110 => 0.028056653464899
111 => 0.028210421321012
112 => 0.028402710379658
113 => 0.02919809945509
114 => 0.029389865068399
115 => 0.028923974047128
116 => 0.028966038789988
117 => 0.028791782759038
118 => 0.028623453616562
119 => 0.029001832946351
120 => 0.029693328608604
121 => 0.029689026849978
122 => 0.029849440402866
123 => 0.029949376717378
124 => 0.029520376897641
125 => 0.029241113789753
126 => 0.02934820103529
127 => 0.029519435872962
128 => 0.029292671885279
129 => 0.027892979506004
130 => 0.028317556761181
131 => 0.028246886345153
201 => 0.028146243078912
202 => 0.028573158792151
203 => 0.028531981730141
204 => 0.02729856885723
205 => 0.027377527947556
206 => 0.027303370621034
207 => 0.027542988114188
208 => 0.026857951969188
209 => 0.027068664473601
210 => 0.027200821381062
211 => 0.027278662814834
212 => 0.027559879449988
213 => 0.027526881923643
214 => 0.02755782827742
215 => 0.027974798308914
216 => 0.030083689641376
217 => 0.030198471943595
218 => 0.029633241907812
219 => 0.029859040158438
220 => 0.029425556893885
221 => 0.029716557113465
222 => 0.029915652073097
223 => 0.029015980234278
224 => 0.028962707506805
225 => 0.028527435102621
226 => 0.02876132583754
227 => 0.028389188860945
228 => 0.028480498258202
301 => 0.02822518922326
302 => 0.028684694654635
303 => 0.029198493126838
304 => 0.029328298911433
305 => 0.028986835777067
306 => 0.02873959396427
307 => 0.028305518787513
308 => 0.029027395480455
309 => 0.029238494224265
310 => 0.029026286668622
311 => 0.028977113541152
312 => 0.028883930553452
313 => 0.028996882752497
314 => 0.029237344535171
315 => 0.029123947199094
316 => 0.029198848137377
317 => 0.028913402998155
318 => 0.029520518914432
319 => 0.030484765099881
320 => 0.030487865309037
321 => 0.030374467361707
322 => 0.030328067364852
323 => 0.030444420540376
324 => 0.030507537365041
325 => 0.030883802199163
326 => 0.031287549357228
327 => 0.033171661175232
328 => 0.032642610116131
329 => 0.034314306207378
330 => 0.035636400772984
331 => 0.036032839125021
401 => 0.035668134495013
402 => 0.034420499656713
403 => 0.03435928473939
404 => 0.036223777925651
405 => 0.035696973201335
406 => 0.035634311455656
407 => 0.034967696350324
408 => 0.035361748439462
409 => 0.035275563467172
410 => 0.035139516272099
411 => 0.035891340208268
412 => 0.037298687500991
413 => 0.037079339227401
414 => 0.03691560591644
415 => 0.036198174209857
416 => 0.036630228341392
417 => 0.036476382140604
418 => 0.037137403052402
419 => 0.036745828907659
420 => 0.035692982137421
421 => 0.03586065145581
422 => 0.035835308575639
423 => 0.036356863253734
424 => 0.036200305485153
425 => 0.035804738158661
426 => 0.037293877340943
427 => 0.037197180925473
428 => 0.037334274334731
429 => 0.037394627093241
430 => 0.03830103987192
501 => 0.038672368185371
502 => 0.038756666213542
503 => 0.039109399391758
504 => 0.038747889890735
505 => 0.040194185646732
506 => 0.041155887930772
507 => 0.042272954622432
508 => 0.043905289298168
509 => 0.044519062236185
510 => 0.044408189648601
511 => 0.045645807170166
512 => 0.047869778345727
513 => 0.044857717808951
514 => 0.04802942486803
515 => 0.047025299032245
516 => 0.04464453473905
517 => 0.044491241585935
518 => 0.046103522806529
519 => 0.049679407377488
520 => 0.04878368884981
521 => 0.049680872452117
522 => 0.048634260123313
523 => 0.048582286999646
524 => 0.04963004082739
525 => 0.052078174755999
526 => 0.050915158093445
527 => 0.049247688524288
528 => 0.050478922105453
529 => 0.049412313632159
530 => 0.047008946216913
531 => 0.048783003910733
601 => 0.04759674205313
602 => 0.047942956328327
603 => 0.050436302309875
604 => 0.0501362963248
605 => 0.050524531849293
606 => 0.049839306310455
607 => 0.049199197607031
608 => 0.048004387176993
609 => 0.047650662712101
610 => 0.047748419428524
611 => 0.047650614268728
612 => 0.046982128813996
613 => 0.046837769443694
614 => 0.046597164168661
615 => 0.046671737804225
616 => 0.046219329495608
617 => 0.047073117446295
618 => 0.047231588013496
619 => 0.047852903684
620 => 0.047917410738048
621 => 0.049647766036526
622 => 0.048694715415564
623 => 0.049334104054537
624 => 0.049276911116508
625 => 0.044696133120392
626 => 0.04532732391171
627 => 0.04630925870442
628 => 0.045866898411285
629 => 0.04524150445316
630 => 0.044736465300472
701 => 0.043971279341244
702 => 0.045048263884762
703 => 0.046464384034952
704 => 0.047953325882011
705 => 0.049742191951917
706 => 0.049342937869811
707 => 0.047919884275143
708 => 0.047983721419858
709 => 0.048378337529499
710 => 0.04786727381286
711 => 0.047716551145674
712 => 0.048357630549532
713 => 0.048362045311055
714 => 0.047774004740949
715 => 0.047120505257564
716 => 0.047117767070867
717 => 0.047001483149855
718 => 0.048654946774535
719 => 0.04956418458408
720 => 0.049668427233635
721 => 0.049557168223204
722 => 0.049599987400606
723 => 0.04907092195292
724 => 0.050280208676847
725 => 0.051389969760784
726 => 0.051092530083701
727 => 0.050646625724213
728 => 0.050291441424216
729 => 0.051008859950541
730 => 0.050976914432886
731 => 0.05138027696585
801 => 0.05136197811142
802 => 0.051226342462816
803 => 0.051092534927677
804 => 0.051623066679585
805 => 0.051470282055115
806 => 0.051317260113922
807 => 0.051010351184374
808 => 0.051052065205118
809 => 0.050606237837304
810 => 0.050399977697281
811 => 0.047298320078609
812 => 0.046469455813313
813 => 0.046730233384263
814 => 0.046816088131707
815 => 0.046455365341232
816 => 0.046972549160691
817 => 0.046891946610261
818 => 0.047205523983068
819 => 0.047009614454485
820 => 0.047017654649874
821 => 0.04759378280112
822 => 0.047761035254451
823 => 0.047675969306794
824 => 0.047735546580643
825 => 0.049108479710496
826 => 0.048913292523361
827 => 0.04880960322042
828 => 0.04883832586596
829 => 0.049189139716656
830 => 0.049287348441124
831 => 0.048871231174546
901 => 0.04906747448301
902 => 0.049903053583464
903 => 0.050195458978941
904 => 0.051128676638754
905 => 0.050732229190244
906 => 0.051459925639827
907 => 0.053696616435843
908 => 0.055483439810932
909 => 0.053840203191602
910 => 0.057121476769367
911 => 0.059676418920397
912 => 0.059578355985162
913 => 0.059132842724253
914 => 0.056224109011957
915 => 0.053547448883126
916 => 0.055786588737886
917 => 0.055792296765859
918 => 0.05559995266654
919 => 0.054405319984997
920 => 0.055558382038739
921 => 0.055649907917258
922 => 0.055598677763983
923 => 0.054682755688008
924 => 0.05328431196869
925 => 0.053557564524044
926 => 0.054005157783914
927 => 0.053157770365244
928 => 0.052886978739965
929 => 0.053390431891574
930 => 0.055012662844687
1001 => 0.054705989479945
1002 => 0.054697980999027
1003 => 0.05601005970314
1004 => 0.055070894515302
1005 => 0.053561011113843
1006 => 0.053179745642059
1007 => 0.051826510068423
1008 => 0.052761194699193
1009 => 0.052794832335067
1010 => 0.05228291511504
1011 => 0.053602550374911
1012 => 0.053590389703674
1013 => 0.054843186981134
1014 => 0.057238064846468
1015 => 0.056529781616906
1016 => 0.055706125281922
1017 => 0.055795679563048
1018 => 0.056777868988196
1019 => 0.056184014840548
1020 => 0.05639756893254
1021 => 0.056777545748501
1022 => 0.057006795195864
1023 => 0.055762694095521
1024 => 0.055472634616796
1025 => 0.054879274720369
1026 => 0.054724478198978
1027 => 0.055207757453758
1028 => 0.055080430444631
1029 => 0.052792005222023
1030 => 0.052552852053583
1031 => 0.052560186539827
1101 => 0.051958824526671
1102 => 0.051041603113187
1103 => 0.053452006223378
1104 => 0.053258417120059
1105 => 0.053044709732603
1106 => 0.053070887668169
1107 => 0.054117161962161
1108 => 0.053510270033527
1109 => 0.055123791693432
1110 => 0.054792100147056
1111 => 0.054451901964103
1112 => 0.054404876212529
1113 => 0.054273928936437
1114 => 0.053824862003382
1115 => 0.053282586696979
1116 => 0.052924529568609
1117 => 0.048820080946994
1118 => 0.049581842736687
1119 => 0.050458180238956
1120 => 0.050760688433037
1121 => 0.050243227234131
1122 => 0.053845294525478
1123 => 0.054503426929991
1124 => 0.052509900947806
1125 => 0.052136993631669
1126 => 0.053869742267041
1127 => 0.052824683020006
1128 => 0.053295273134956
1129 => 0.052278114705465
1130 => 0.05434490210611
1201 => 0.054329156648933
1202 => 0.053525129669571
1203 => 0.054204687766789
1204 => 0.054086597824294
1205 => 0.053178853344826
1206 => 0.054373679225224
1207 => 0.054374271843954
1208 => 0.053600413357372
1209 => 0.05269671606445
1210 => 0.052535156332853
1211 => 0.052413442777591
1212 => 0.053265339061538
1213 => 0.054029146605915
1214 => 0.055450403082051
1215 => 0.055807740728373
1216 => 0.05720245335128
1217 => 0.056371969891664
1218 => 0.056740112452751
1219 => 0.057139783279755
1220 => 0.057331400171629
1221 => 0.05701917072905
1222 => 0.059185733519043
1223 => 0.059368657800287
1224 => 0.0594299907295
1225 => 0.058699437946742
1226 => 0.059348339805839
1227 => 0.059044740115338
1228 => 0.059834622167597
1229 => 0.059958485759112
1230 => 0.059853577703674
1231 => 0.059892893962675
]
'min_raw' => 0.026857951969188
'max_raw' => 0.059958485759112
'avg_raw' => 0.04340821886415
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.026857'
'max' => '$0.059958'
'avg' => '$0.0434082'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0041414416992576
'max_diff' => -0.0057216260234331
'year' => 2031
]
6 => [
'items' => [
101 => 0.058044114829282
102 => 0.057948245878128
103 => 0.056641065926603
104 => 0.057173751419036
105 => 0.056177921423212
106 => 0.056493709373073
107 => 0.056632905692434
108 => 0.056560197434522
109 => 0.057203868657543
110 => 0.056656616624632
111 => 0.055212328533214
112 => 0.053767646946472
113 => 0.053749510145963
114 => 0.053369150984922
115 => 0.053094220977744
116 => 0.053147182250793
117 => 0.053333824684863
118 => 0.053083372980179
119 => 0.053136819549597
120 => 0.054024388714565
121 => 0.054202384380746
122 => 0.053597485559668
123 => 0.051168729506554
124 => 0.050572706679047
125 => 0.051001116067813
126 => 0.050796363973081
127 => 0.040996630219936
128 => 0.043298932303732
129 => 0.041930982584332
130 => 0.042561396751372
131 => 0.041165074316727
201 => 0.041831472570069
202 => 0.041708413145644
203 => 0.045410446766317
204 => 0.045352644603311
205 => 0.045380311439919
206 => 0.044059701243031
207 => 0.046163469145148
208 => 0.047199860862777
209 => 0.047008052338516
210 => 0.047056326411721
211 => 0.046226817894419
212 => 0.045388342895582
213 => 0.044458345081495
214 => 0.046186166068865
215 => 0.045994061869958
216 => 0.046434679785343
217 => 0.047555295202847
218 => 0.047720310079879
219 => 0.047942091748025
220 => 0.047862598807489
221 => 0.049756443156188
222 => 0.049527086109574
223 => 0.05007977060139
224 => 0.048942856669451
225 => 0.0476563306386
226 => 0.04790085717736
227 => 0.047877307305319
228 => 0.047577490404955
229 => 0.047306829113025
301 => 0.046856254320309
302 => 0.048281939636987
303 => 0.048224059416737
304 => 0.049161072904189
305 => 0.048995446668618
306 => 0.047889354131863
307 => 0.047928858443201
308 => 0.048194543922075
309 => 0.049114084398002
310 => 0.049387066618346
311 => 0.049260610377422
312 => 0.049559922919918
313 => 0.049796487349552
314 => 0.04958963177007
315 => 0.052518270555718
316 => 0.051302095547933
317 => 0.051894850784636
318 => 0.052036219415873
319 => 0.051674106639621
320 => 0.051752635934504
321 => 0.051871586418299
322 => 0.052593830463011
323 => 0.054489207819332
324 => 0.055328657548176
325 => 0.057854183475125
326 => 0.0552589529339
327 => 0.055104962693715
328 => 0.055559886176735
329 => 0.057042637249924
330 => 0.058244267727017
331 => 0.058642917879994
401 => 0.058695606078706
402 => 0.059443500267452
403 => 0.059872179269041
404 => 0.059352686241369
405 => 0.058912470293604
406 => 0.057335671410325
407 => 0.057518190174545
408 => 0.058775563464874
409 => 0.06055167729638
410 => 0.062075767736961
411 => 0.061542084384584
412 => 0.065613711641488
413 => 0.066017396852904
414 => 0.065961620609392
415 => 0.066881275597412
416 => 0.065055947730673
417 => 0.064275584703581
418 => 0.059007649978174
419 => 0.060487724759748
420 => 0.06263910037651
421 => 0.062354357746387
422 => 0.060791971267059
423 => 0.062074582526713
424 => 0.061650511133309
425 => 0.061316028430593
426 => 0.062848358534398
427 => 0.061163498640614
428 => 0.062622292610219
429 => 0.060751374254909
430 => 0.061544522205183
501 => 0.061094293068358
502 => 0.061385646497891
503 => 0.059682400302165
504 => 0.060601430605415
505 => 0.059644165620059
506 => 0.059643711751816
507 => 0.059622580074208
508 => 0.060748798084317
509 => 0.060785524013194
510 => 0.059953247202102
511 => 0.059833303111017
512 => 0.060276799281003
513 => 0.05975758141778
514 => 0.060000520188064
515 => 0.059764939785646
516 => 0.05971190567498
517 => 0.059289320858178
518 => 0.059107259699888
519 => 0.059178650571192
520 => 0.058934956722916
521 => 0.058788122364539
522 => 0.059593371024559
523 => 0.059163159149149
524 => 0.059527434884546
525 => 0.059112296708798
526 => 0.057673246924561
527 => 0.056845634175972
528 => 0.054127402533535
529 => 0.054898289655374
530 => 0.055409388614694
531 => 0.055240470411688
601 => 0.055603372074412
602 => 0.055625651289138
603 => 0.055507668259242
604 => 0.055371059025184
605 => 0.05530456520501
606 => 0.055800155663227
607 => 0.056087862605031
608 => 0.055460684232884
609 => 0.055313745115448
610 => 0.055947857077155
611 => 0.056334665007482
612 => 0.059190637436417
613 => 0.058979057774212
614 => 0.059510081205935
615 => 0.059450296116741
616 => 0.060006893271853
617 => 0.060916694384953
618 => 0.059066814337629
619 => 0.059387889549806
620 => 0.059309169322489
621 => 0.060168616122775
622 => 0.060171299221874
623 => 0.059656017932551
624 => 0.059935360278977
625 => 0.059779439044558
626 => 0.060061209789171
627 => 0.058976231998829
628 => 0.060297617831351
629 => 0.061046758450168
630 => 0.061057160268388
701 => 0.061412246976159
702 => 0.061773035636491
703 => 0.062465538051927
704 => 0.061753722119981
705 => 0.060473234552293
706 => 0.06056568161873
707 => 0.059814932226307
708 => 0.059827552459228
709 => 0.059760184666832
710 => 0.059962360483022
711 => 0.05902059822115
712 => 0.059241627941644
713 => 0.058932185038605
714 => 0.059387216881367
715 => 0.058897677838013
716 => 0.059309131361212
717 => 0.059486701061925
718 => 0.060141937080356
719 => 0.058800898945335
720 => 0.056066431407725
721 => 0.056641249636345
722 => 0.055791048325219
723 => 0.055869737693509
724 => 0.056028702740773
725 => 0.055513445012462
726 => 0.055611739949386
727 => 0.055608228162548
728 => 0.055577965480801
729 => 0.05544392704547
730 => 0.055249544795543
731 => 0.05602390385155
801 => 0.056155482544542
802 => 0.056447965679912
803 => 0.057318197097568
804 => 0.057231240457474
805 => 0.057373070345263
806 => 0.05706345649656
807 => 0.055884099791956
808 => 0.055948144535072
809 => 0.055149505562165
810 => 0.05642754268579
811 => 0.05612488662565
812 => 0.055929762294783
813 => 0.055876520813292
814 => 0.05674890936631
815 => 0.057009941694388
816 => 0.056847283864758
817 => 0.056513667910699
818 => 0.057154309167195
819 => 0.057325717740949
820 => 0.057364089799307
821 => 0.058499183275041
822 => 0.057427528915285
823 => 0.057685486771007
824 => 0.059698000324029
825 => 0.057872928239324
826 => 0.058839709626557
827 => 0.058792390708539
828 => 0.059286963352149
829 => 0.05875182131627
830 => 0.058758455043166
831 => 0.059197602045439
901 => 0.058580899281326
902 => 0.058428195004221
903 => 0.05821723513909
904 => 0.058677858286792
905 => 0.058953981031647
906 => 0.061179327565365
907 => 0.062617002914278
908 => 0.062554589635783
909 => 0.063124930168468
910 => 0.062867986534773
911 => 0.062038247763265
912 => 0.063454510670365
913 => 0.063006345827602
914 => 0.063043291992719
915 => 0.063041916854608
916 => 0.063339907295795
917 => 0.063128753757791
918 => 0.062712548459919
919 => 0.062988844960135
920 => 0.063809346787968
921 => 0.066356209637633
922 => 0.06778146782975
923 => 0.06627040730486
924 => 0.067312716621022
925 => 0.066687702444108
926 => 0.066574118775602
927 => 0.067228766052205
928 => 0.067884559202205
929 => 0.067842788013622
930 => 0.067366715862073
1001 => 0.067097794783546
1002 => 0.069134155285319
1003 => 0.070634511014529
1004 => 0.070532196812309
1005 => 0.070983778426546
1006 => 0.072309636012839
1007 => 0.072430855814341
1008 => 0.072415584905557
1009 => 0.072115128979555
1010 => 0.073420607957624
1011 => 0.074509661488846
1012 => 0.072045582113692
1013 => 0.072983871282583
1014 => 0.073405099520288
1015 => 0.074023587546024
1016 => 0.07506708051607
1017 => 0.076200590654381
1018 => 0.076360881416244
1019 => 0.076247147450083
1020 => 0.075499567043479
1021 => 0.076739867362407
1022 => 0.077466406200613
1023 => 0.077899043452219
1024 => 0.078996139538318
1025 => 0.07340770088248
1026 => 0.069451926238455
1027 => 0.068834174905712
1028 => 0.070090396532716
1029 => 0.070421652157578
1030 => 0.070288123430555
1031 => 0.065835539425409
1101 => 0.068810732972409
1102 => 0.072011791067602
1103 => 0.072134756745758
1104 => 0.07373727335918
1105 => 0.074259118457886
1106 => 0.075549354378344
1107 => 0.075468649770226
1108 => 0.07578280168472
1109 => 0.075710583599931
1110 => 0.078100473951354
1111 => 0.080736877911125
1112 => 0.08064558762525
1113 => 0.080266573363517
1114 => 0.080829474173725
1115 => 0.083550525594427
1116 => 0.083300014783569
1117 => 0.083543364697858
1118 => 0.086751637674603
1119 => 0.090922848915882
1120 => 0.088984902511547
1121 => 0.093189688579899
1122 => 0.095836378523795
1123 => 0.10041355510891
1124 => 0.099840470057387
1125 => 0.1016223313131
1126 => 0.098814528208695
1127 => 0.092367244730346
1128 => 0.091346937440688
1129 => 0.093389618472879
1130 => 0.098411350468623
1201 => 0.093231466261507
1202 => 0.094279350090311
1203 => 0.09397755947712
1204 => 0.093961478337871
1205 => 0.0945752300163
1206 => 0.093684951195604
1207 => 0.090057795121986
1208 => 0.09172009937556
1209 => 0.091078203872849
1210 => 0.091790434789587
1211 => 0.09563405130085
1212 => 0.093934696820847
1213 => 0.092144564920512
1214 => 0.094389787585602
1215 => 0.097248727580475
1216 => 0.097069820253605
1217 => 0.096722665262016
1218 => 0.098679559773159
1219 => 0.10191177618927
1220 => 0.10278543129845
1221 => 0.10343034563896
1222 => 0.10351926843059
1223 => 0.10443522844968
1224 => 0.099509880575428
1225 => 0.10732653414376
1226 => 0.10867625428432
1227 => 0.10842256283806
1228 => 0.10992271996938
1229 => 0.10948133568604
1230 => 0.10884183911054
1231 => 0.11121990725625
]
'min_raw' => 0.040996630219936
'max_raw' => 0.11121990725625
'avg_raw' => 0.076108268738095
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.040996'
'max' => '$0.111219'
'avg' => '$0.0761082'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.014138678250748
'max_diff' => 0.051261421497141
'year' => 2032
]
7 => [
'items' => [
101 => 0.10849364402739
102 => 0.10462405660102
103 => 0.10250112440716
104 => 0.1052967727721
105 => 0.10700397767388
106 => 0.10813233151534
107 => 0.10847377070599
108 => 0.099892221310239
109 => 0.095267242140476
110 => 0.0982318007628
111 => 0.10184876688494
112 => 0.099489788145994
113 => 0.099582255646424
114 => 0.096218971893392
115 => 0.10214634286849
116 => 0.10128277477445
117 => 0.10576296757393
118 => 0.10469373360654
119 => 0.10834715691443
120 => 0.10738508811792
121 => 0.11137858190371
122 => 0.1129716946944
123 => 0.11564677901816
124 => 0.11761458193627
125 => 0.11877011344786
126 => 0.11870073967019
127 => 0.12327953120261
128 => 0.12057957780673
129 => 0.11718780001136
130 => 0.11712645345196
131 => 0.11888310323405
201 => 0.12256455926397
202 => 0.12351910724953
203 => 0.12405256935162
204 => 0.12323555357232
205 => 0.1203049476685
206 => 0.11903952689773
207 => 0.12011770205719
208 => 0.11879918648582
209 => 0.12107531427213
210 => 0.1242009238774
211 => 0.12355549785391
212 => 0.12571306028275
213 => 0.12794591041442
214 => 0.13113898638627
215 => 0.13197377468458
216 => 0.13335364799752
217 => 0.1347739909013
218 => 0.13523016676268
219 => 0.13610114802512
220 => 0.13609655752393
221 => 0.13872131818208
222 => 0.14161651047008
223 => 0.14270937853495
224 => 0.14522236838901
225 => 0.1409189613296
226 => 0.14418314501814
227 => 0.14712752041303
228 => 0.1436171146849
301 => 0.14845539116149
302 => 0.1486432504733
303 => 0.15147970304488
304 => 0.14860441496503
305 => 0.14689707808146
306 => 0.15182609569124
307 => 0.15421109205002
308 => 0.15349271173701
309 => 0.14802580208422
310 => 0.1448438261795
311 => 0.13651598147955
312 => 0.14638067326276
313 => 0.15118547687336
314 => 0.14801335880362
315 => 0.14961319064691
316 => 0.15834135443666
317 => 0.16166447410105
318 => 0.16097328844122
319 => 0.16109008743984
320 => 0.16288318249186
321 => 0.17083475342797
322 => 0.16606998780708
323 => 0.16971247259189
324 => 0.17164443338779
325 => 0.17343894624437
326 => 0.16903218983022
327 => 0.16329906448352
328 => 0.16148314302598
329 => 0.1476979541772
330 => 0.14698037523158
331 => 0.14657757642453
401 => 0.14403798692314
402 => 0.14204256522716
403 => 0.14045573180926
404 => 0.13629140705211
405 => 0.13769674441261
406 => 0.13105967991184
407 => 0.13530583857631
408 => 0.12471292337555
409 => 0.13353501792492
410 => 0.12873355295311
411 => 0.13195760754669
412 => 0.13194635912394
413 => 0.12600985242972
414 => 0.12258579926023
415 => 0.12476773920597
416 => 0.12710695203042
417 => 0.12748648144113
418 => 0.13051933192772
419 => 0.13136573530763
420 => 0.12880109355172
421 => 0.12449340875302
422 => 0.12549398568392
423 => 0.12256552260066
424 => 0.11743350368894
425 => 0.12111940926779
426 => 0.12237793949024
427 => 0.12293377813336
428 => 0.11788702695004
429 => 0.11630122815794
430 => 0.11545696218717
501 => 0.12384193654964
502 => 0.12430128437322
503 => 0.12195119596252
504 => 0.13257381842341
505 => 0.13016959180207
506 => 0.13285570198793
507 => 0.125403193815
508 => 0.12568788966333
509 => 0.12215975286253
510 => 0.12413527372079
511 => 0.12273903925218
512 => 0.12397567115792
513 => 0.1247169032234
514 => 0.12824446109168
515 => 0.13357529696938
516 => 0.12771756157984
517 => 0.12516526238631
518 => 0.1267486944513
519 => 0.13096558270262
520 => 0.1373543842619
521 => 0.13357208515219
522 => 0.13525060526948
523 => 0.13561728724294
524 => 0.13282835990777
525 => 0.13745721599083
526 => 0.13993785757051
527 => 0.14248248253481
528 => 0.14469190909253
529 => 0.14146610336656
530 => 0.14491817789444
531 => 0.14213641519816
601 => 0.13964088648625
602 => 0.13964467117319
603 => 0.13807918955836
604 => 0.13504587166623
605 => 0.13448648130748
606 => 0.13739650059693
607 => 0.13973006048722
608 => 0.13992226365678
609 => 0.14121424231468
610 => 0.14197882197599
611 => 0.14947274205243
612 => 0.15248685870014
613 => 0.15617246348264
614 => 0.15760821425473
615 => 0.16192930933358
616 => 0.15843967411523
617 => 0.1576846695849
618 => 0.14720310634304
619 => 0.14891946173671
620 => 0.15166751232563
621 => 0.14724842068508
622 => 0.15005131719633
623 => 0.15060466834111
624 => 0.14709826164212
625 => 0.14897118496294
626 => 0.1439972559059
627 => 0.13368371503064
628 => 0.13746869791011
629 => 0.14025571932086
630 => 0.13627829613046
701 => 0.14340767325172
702 => 0.13924283831769
703 => 0.13792278559094
704 => 0.1327727892711
705 => 0.13520338929253
706 => 0.13849081062435
707 => 0.13645956644503
708 => 0.14067470310996
709 => 0.14664446076337
710 => 0.15089886557241
711 => 0.1512254659465
712 => 0.14849016867727
713 => 0.15287350000764
714 => 0.15290542779099
715 => 0.1479610121439
716 => 0.14493258509068
717 => 0.14424452009232
718 => 0.1459634413613
719 => 0.14805052911222
720 => 0.15134128479128
721 => 0.15332981952806
722 => 0.15851486348424
723 => 0.15991778771192
724 => 0.16145917609809
725 => 0.1635189463286
726 => 0.16599222860456
727 => 0.16058082778879
728 => 0.16079583283131
729 => 0.15575681131761
730 => 0.15037189416143
731 => 0.15445837504357
801 => 0.15980090519519
802 => 0.15857532287544
803 => 0.15843741982809
804 => 0.15866933450262
805 => 0.1577452854573
806 => 0.15356584587218
807 => 0.15146695747721
808 => 0.15417505899026
809 => 0.15561429442071
810 => 0.15784642305883
811 => 0.15757126608966
812 => 0.16332098974832
813 => 0.16555515849946
814 => 0.16498356252745
815 => 0.16508874994253
816 => 0.16913360574865
817 => 0.17363231729311
818 => 0.17784595431177
819 => 0.18213224686707
820 => 0.17696495389481
821 => 0.17434132119782
822 => 0.17704824043846
823 => 0.17561191098673
824 => 0.18386548605938
825 => 0.18443694568988
826 => 0.19268992393511
827 => 0.20052298303619
828 => 0.19560317895863
829 => 0.20024233261093
830 => 0.20525995552164
831 => 0.21493976419637
901 => 0.2116799451745
902 => 0.20918297489162
903 => 0.20682335003957
904 => 0.21173335477679
905 => 0.21804999743198
906 => 0.21941054175985
907 => 0.22161514333895
908 => 0.21929727434438
909 => 0.22208889224344
910 => 0.23194453012617
911 => 0.22928144977214
912 => 0.22549944755788
913 => 0.23327952712077
914 => 0.23609510767029
915 => 0.25585632649778
916 => 0.28080568156273
917 => 0.27047648473954
918 => 0.26406481895029
919 => 0.26557171249751
920 => 0.27468237237826
921 => 0.27760842717407
922 => 0.26965440156749
923 => 0.27246389787959
924 => 0.28794449878281
925 => 0.29624934449025
926 => 0.28497024852996
927 => 0.25385167011096
928 => 0.22515891963826
929 => 0.23276952911502
930 => 0.23190672218506
1001 => 0.24853869661128
1002 => 0.22921793618643
1003 => 0.22954324824113
1004 => 0.24651915428492
1005 => 0.24199027359315
1006 => 0.23465406688769
1007 => 0.22521248206595
1008 => 0.20775883928206
1009 => 0.19229966113754
1010 => 0.22261866951505
1011 => 0.22131125874227
1012 => 0.21941793419587
1013 => 0.22363132309478
1014 => 0.24409034359656
1015 => 0.2436186969546
1016 => 0.24061832165473
1017 => 0.24289407987559
1018 => 0.23425511546844
1019 => 0.23648157330173
1020 => 0.22515437455999
1021 => 0.23027474145686
1022 => 0.23463832668296
1023 => 0.23551438102108
1024 => 0.23748817617731
1025 => 0.22062231267422
1026 => 0.22819459023137
1027 => 0.23264259386974
1028 => 0.21254635161184
1029 => 0.23224535577465
1030 => 0.2203287155138
1031 => 0.21628402882733
1101 => 0.2217296666037
1102 => 0.2196074962662
1103 => 0.21778297882803
1104 => 0.21676486674834
1105 => 0.2207635421182
1106 => 0.22057699913275
1107 => 0.21403439011821
1108 => 0.20549982336962
1109 => 0.20836430410805
1110 => 0.20732361140113
1111 => 0.20355200677921
1112 => 0.2060936129091
1113 => 0.19490166579047
1114 => 0.17564650247966
1115 => 0.18836705316438
1116 => 0.18787732580032
1117 => 0.18763038305599
1118 => 0.19718952532536
1119 => 0.1962706343631
1120 => 0.19460283826878
1121 => 0.20352137639603
1122 => 0.20026599000832
1123 => 0.21029832378976
1124 => 0.21690626766888
1125 => 0.21523027935654
1126 => 0.22144508251382
1127 => 0.20843029595883
1128 => 0.21275328598979
1129 => 0.21364424824376
1130 => 0.20341132301993
1201 => 0.19642097628864
1202 => 0.19595479985745
1203 => 0.18383450195451
1204 => 0.19030906726263
1205 => 0.19600641679807
1206 => 0.19327782850278
1207 => 0.19241403896275
1208 => 0.19682695238967
1209 => 0.19716987355699
1210 => 0.18935123460095
1211 => 0.190976977224
1212 => 0.19775659421937
1213 => 0.19080614827042
1214 => 0.17730256714051
1215 => 0.17395349231868
1216 => 0.17350666400175
1217 => 0.16442370746647
1218 => 0.1741772935125
1219 => 0.16991959182355
1220 => 0.18336962044384
1221 => 0.17568703622988
1222 => 0.17535585537941
1223 => 0.17485522695024
1224 => 0.16703715104811
1225 => 0.16874881280603
1226 => 0.17443863718282
1227 => 0.17646883062091
1228 => 0.17625706481243
1229 => 0.1744107539393
1230 => 0.17525598560238
1231 => 0.17253319991736
]
'min_raw' => 0.095267242140476
'max_raw' => 0.29624934449025
'avg_raw' => 0.19575829331536
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.095267'
'max' => '$0.296249'
'avg' => '$0.195758'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.054270611920539
'max_diff' => 0.185029437234
'year' => 2033
]
8 => [
'items' => [
101 => 0.1715717276221
102 => 0.16853705658446
103 => 0.16407692850841
104 => 0.16469713667294
105 => 0.15586045589828
106 => 0.1510457632141
107 => 0.14971311973574
108 => 0.14793105318149
109 => 0.14991440889494
110 => 0.15583542269191
111 => 0.14869342383962
112 => 0.13644896776033
113 => 0.13718488043423
114 => 0.13883825771806
115 => 0.13575720008783
116 => 0.13284123761439
117 => 0.13537643040554
118 => 0.13018829294893
119 => 0.13946521934307
120 => 0.13921430448239
121 => 0.14267216896085
122 => 0.14483444258175
123 => 0.13985110192997
124 => 0.13859780523244
125 => 0.13931173999051
126 => 0.12751198874885
127 => 0.14170787754429
128 => 0.14183064418009
129 => 0.14077944171058
130 => 0.14833831424526
131 => 0.1642898929649
201 => 0.1582882673998
202 => 0.15596425658091
203 => 0.15154631031534
204 => 0.15743296140252
205 => 0.15698095844508
206 => 0.15493682965454
207 => 0.15370053418395
208 => 0.1559784464954
209 => 0.15341827564002
210 => 0.15295839860561
211 => 0.15017204412819
212 => 0.14917744235081
213 => 0.14844107879107
214 => 0.14763041486538
215 => 0.14941853748058
216 => 0.14536641638743
217 => 0.14047995558342
218 => 0.1400736992398
219 => 0.14119540872294
220 => 0.1406991357781
221 => 0.14007132327587
222 => 0.13887265823455
223 => 0.13851703992221
224 => 0.13967262691582
225 => 0.13836803657495
226 => 0.14029303068762
227 => 0.13976953880376
228 => 0.13684535569494
301 => 0.1332007408701
302 => 0.13316829615332
303 => 0.13238306986768
304 => 0.13138296613335
305 => 0.13110476015373
306 => 0.13516292353989
307 => 0.14356320029864
308 => 0.14191402496931
309 => 0.14310572315904
310 => 0.14896769878544
311 => 0.15083104456131
312 => 0.14950848586536
313 => 0.14769808595047
314 => 0.14777773435879
315 => 0.15396441891329
316 => 0.15435027484021
317 => 0.1553252082857
318 => 0.15657827327932
319 => 0.14972188825218
320 => 0.1474547992406
321 => 0.1463805266936
322 => 0.14307218304465
323 => 0.14663994803409
324 => 0.14456116416167
325 => 0.14484166312743
326 => 0.144658987808
327 => 0.14475874088486
328 => 0.13946262625308
329 => 0.14139225206931
330 => 0.13818387489274
331 => 0.13388821801056
401 => 0.13387381746244
402 => 0.1349251733987
403 => 0.13429978574825
404 => 0.13261688366108
405 => 0.13285593195949
406 => 0.13076161732698
407 => 0.13311021967466
408 => 0.13317756918629
409 => 0.1322732293532
410 => 0.13589157531447
411 => 0.1373740146071
412 => 0.13677875875612
413 => 0.13733224986976
414 => 0.14198255564982
415 => 0.14274075839904
416 => 0.14307750197618
417 => 0.14262631019279
418 => 0.13741724892273
419 => 0.1376482929407
420 => 0.13595304523698
421 => 0.13452073956814
422 => 0.13457802428344
423 => 0.13531441558393
424 => 0.13853027958194
425 => 0.1452978757802
426 => 0.14555470110888
427 => 0.14586598089936
428 => 0.14459984955479
429 => 0.14421797222603
430 => 0.14472176699357
501 => 0.14726332030234
502 => 0.15380088543748
503 => 0.15149007328943
504 => 0.14961134704312
505 => 0.15125949646209
506 => 0.15100577677766
507 => 0.14886412730663
508 => 0.14880401833896
509 => 0.14469350827729
510 => 0.14317394629928
511 => 0.14190408657321
512 => 0.14051743290287
513 => 0.13969537812604
514 => 0.14095842788047
515 => 0.14124730230327
516 => 0.13848562194088
517 => 0.13810921511225
518 => 0.14036446291118
519 => 0.13937201243899
520 => 0.14039277236123
521 => 0.14062959741911
522 => 0.14059146313024
523 => 0.13955523085506
524 => 0.14021569440637
525 => 0.13865350121386
526 => 0.13695485075083
527 => 0.13587121758508
528 => 0.13492560392488
529 => 0.13545028534295
530 => 0.13357989189059
531 => 0.13298151538159
601 => 0.13999194421609
602 => 0.14517062337094
603 => 0.14509532332504
604 => 0.14463695366127
605 => 0.14395590931778
606 => 0.14721349766665
607 => 0.14607861902344
608 => 0.14690433805866
609 => 0.14711451820844
610 => 0.14775067021962
611 => 0.1479780398845
612 => 0.14729077083884
613 => 0.14498421197875
614 => 0.13923648660043
615 => 0.13656090492114
616 => 0.13567791840164
617 => 0.13571001328459
618 => 0.13482469313486
619 => 0.13508545959622
620 => 0.1347340092014
621 => 0.1340684471786
622 => 0.13540918876355
623 => 0.13556369674134
624 => 0.13525075163474
625 => 0.13532446153613
626 => 0.13273340971412
627 => 0.13293040175668
628 => 0.13183352503118
629 => 0.13162787386819
630 => 0.12885506502211
701 => 0.1239426322262
702 => 0.12666459685652
703 => 0.12337684634924
704 => 0.12213172541458
705 => 0.12802593426322
706 => 0.12743431917472
707 => 0.12642173131211
708 => 0.1249239028215
709 => 0.1243683436644
710 => 0.12099294209449
711 => 0.12079350536267
712 => 0.12246644552423
713 => 0.12169444120203
714 => 0.12061025475276
715 => 0.11668344133571
716 => 0.11226840293171
717 => 0.11240166518919
718 => 0.11380600676079
719 => 0.11788931928149
720 => 0.11629389843763
721 => 0.11513640231006
722 => 0.11491963807958
723 => 0.11763289625078
724 => 0.12147272500819
725 => 0.12327428674984
726 => 0.12148899377811
727 => 0.11943814533918
728 => 0.11956297098094
729 => 0.1203933800527
730 => 0.12048064430479
731 => 0.11914575280168
801 => 0.11952151694063
802 => 0.11895069685297
803 => 0.11544757502861
804 => 0.11538421466333
805 => 0.11452449207216
806 => 0.11449846001378
807 => 0.11303585741835
808 => 0.11283122920476
809 => 0.10992714297791
810 => 0.1118386213268
811 => 0.11055650200748
812 => 0.10862404577189
813 => 0.10829088958849
814 => 0.10828087451132
815 => 0.11026507497596
816 => 0.11181543478911
817 => 0.11057880502196
818 => 0.11029724839504
819 => 0.11330353655834
820 => 0.11292095898664
821 => 0.1125896492769
822 => 0.12112891045857
823 => 0.11436941890642
824 => 0.11142189477139
825 => 0.10777377393464
826 => 0.10896162047451
827 => 0.10921191719356
828 => 0.10043884420438
829 => 0.096879609585294
830 => 0.095658214390949
831 => 0.09495528418861
901 => 0.095275618308658
902 => 0.092071889694894
903 => 0.094224848308124
904 => 0.091450690133043
905 => 0.090985593487099
906 => 0.095946131956396
907 => 0.096636361905353
908 => 0.093691626505465
909 => 0.09558262334155
910 => 0.094896921601963
911 => 0.091498245112638
912 => 0.091368440669717
913 => 0.089663104276629
914 => 0.08699458303964
915 => 0.085774997228353
916 => 0.085139826348905
917 => 0.085401910232999
918 => 0.085269392601301
919 => 0.084404625416098
920 => 0.085318960044097
921 => 0.082983212898712
922 => 0.082053099565026
923 => 0.081632988950665
924 => 0.079559878918546
925 => 0.082859118895863
926 => 0.083509110734125
927 => 0.0841603832571
928 => 0.089829265926967
929 => 0.089546064568876
930 => 0.092106066921358
1001 => 0.092006589937483
1002 => 0.091276435797267
1003 => 0.08819603558422
1004 => 0.089423828206286
1005 => 0.085644873356904
1006 => 0.088476323274013
1007 => 0.08718416777602
1008 => 0.08803944420035
1009 => 0.086501580072238
1010 => 0.087352697577589
1011 => 0.083663247912084
1012 => 0.080218091726394
1013 => 0.081604523145894
1014 => 0.083111732656556
1015 => 0.086379746905512
1016 => 0.084433344579366
1017 => 0.085133344457468
1018 => 0.082788462044389
1019 => 0.077950299843659
1020 => 0.077977683316293
1021 => 0.077233437466803
1022 => 0.076590300391171
1023 => 0.084656912300586
1024 => 0.083653701595387
1025 => 0.082055216633623
1026 => 0.084194852276211
1027 => 0.084760605900695
1028 => 0.084776712111028
1029 => 0.086337735043871
1030 => 0.087170853262958
1031 => 0.087317693960013
1101 => 0.089773997272974
1102 => 0.090597317744054
1103 => 0.09398845824376
1104 => 0.087100169002742
1105 => 0.086958309218788
1106 => 0.084224961337547
1107 => 0.082491428898745
1108 => 0.084343657786734
1109 => 0.085984479727035
1110 => 0.084275946249006
1111 => 0.084499044652126
1112 => 0.082205478050186
1113 => 0.08302532018804
1114 => 0.083731478681823
1115 => 0.083341579467634
1116 => 0.082757881472658
1117 => 0.085849951039617
1118 => 0.085675484356731
1119 => 0.088554890623856
1120 => 0.090799593717398
1121 => 0.094822502949698
1122 => 0.090624387446791
1123 => 0.090471391431868
1124 => 0.09196695201908
1125 => 0.090597088781521
1126 => 0.091462795061586
1127 => 0.094683024284213
1128 => 0.094751062653316
1129 => 0.093611332308348
1130 => 0.093541979613278
1201 => 0.093760877293313
1202 => 0.095042967842422
1203 => 0.0945949660099
1204 => 0.095113405072513
1205 => 0.095761721058931
1206 => 0.09844343085904
1207 => 0.09908998201296
1208 => 0.097519197907273
1209 => 0.097661022124692
1210 => 0.097073505750177
1211 => 0.096505972293954
1212 => 0.097781704621938
1213 => 0.10011313052591
1214 => 0.10009862684636
1215 => 0.10063947233964
1216 => 0.10097641460135
1217 => 0.099530011757294
1218 => 0.098588456691522
1219 => 0.098949508816444
1220 => 0.099526839026888
1221 => 0.09876228841026
1222 => 0.094043127830134
1223 => 0.095474619688999
1224 => 0.095236349447309
1225 => 0.094897023648489
1226 => 0.096336399781977
1227 => 0.096197568442521
1228 => 0.092039030827366
1229 => 0.092305246913146
1230 => 0.092055220309278
1231 => 0.092863107417007
]
'min_raw' => 0.076590300391171
'max_raw' => 0.1715717276221
'avg_raw' => 0.12408101400664
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.07659'
'max' => '$0.171571'
'avg' => '$0.124081'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.018676941749304
'max_diff' => -0.12467761686815
'year' => 2034
]
9 => [
'items' => [
101 => 0.090553460226444
102 => 0.09126389214655
103 => 0.091709468386955
104 => 0.091971916215631
105 => 0.092920057734971
106 => 0.092808804271085
107 => 0.092913142063449
108 => 0.09431898563655
109 => 0.10142926000204
110 => 0.10181625654781
111 => 0.099910544019069
112 => 0.10067183858579
113 => 0.099210319494511
114 => 0.10019144705181
115 => 0.10086270960858
116 => 0.097829403190916
117 => 0.097649790470858
118 => 0.096182239170403
119 => 0.096970818112913
120 => 0.095716132314546
121 => 0.09602398832242
122 => 0.095163196086002
123 => 0.096712450729529
124 => 0.098444758150824
125 => 0.098882407416337
126 => 0.097731140618629
127 => 0.09689754758491
128 => 0.095434032820314
129 => 0.09786789049039
130 => 0.098579624643589
131 => 0.097864152053878
201 => 0.097698361421457
202 => 0.097384188472597
203 => 0.097765014697749
204 => 0.098575748386538
205 => 0.098193421350805
206 => 0.098445955093642
207 => 0.097483556877614
208 => 0.09953049057682
209 => 0.10278151391258
210 => 0.1027919664842
211 => 0.10240963738758
212 => 0.10225319655864
213 => 0.10264548941344
214 => 0.10285829219448
215 => 0.10412689535269
216 => 0.10548815708483
217 => 0.11184057162372
218 => 0.1100568390408
219 => 0.11569307912653
220 => 0.12015061326016
221 => 0.1214872328425
222 => 0.12025760571956
223 => 0.11605111775515
224 => 0.11584472738751
225 => 0.12213099633975
226 => 0.12035483743138
227 => 0.12014356898092
228 => 0.11789602961171
301 => 0.11922460374208
302 => 0.11893402509076
303 => 0.11847533247406
304 => 0.12101015936553
305 => 0.12575512902079
306 => 0.12501558100198
307 => 0.12446354271258
308 => 0.12204467162435
309 => 0.12350137229388
310 => 0.12298266908672
311 => 0.12521134724185
312 => 0.12389112767402
313 => 0.12034138128075
314 => 0.12090669009399
315 => 0.12082124480412
316 => 0.1225797028151
317 => 0.12205185736781
318 => 0.12071817450892
319 => 0.12573891123036
320 => 0.12541289251447
321 => 0.12587511251534
322 => 0.12607859605435
323 => 0.12913463002139
324 => 0.1303865893555
325 => 0.13067080604298
326 => 0.13186007058038
327 => 0.1306412160579
328 => 0.13551750317638
329 => 0.13875994957093
330 => 0.14252621791297
331 => 0.14802974823818
401 => 0.15009912655097
402 => 0.14972531188105
403 => 0.1538980257627
404 => 0.16139629985381
405 => 0.15124092745872
406 => 0.16193455924992
407 => 0.15854907888875
408 => 0.15052216585458
409 => 0.15000532728627
410 => 0.15544124598738
411 => 0.16749759047866
412 => 0.16447761292552
413 => 0.16750253008006
414 => 0.16397380354136
415 => 0.16379857252627
416 => 0.16733114770834
417 => 0.1755852021719
418 => 0.17166401029487
419 => 0.16604202022345
420 => 0.17019321020433
421 => 0.16659706526839
422 => 0.15849394423014
423 => 0.1644753036056
424 => 0.16047573893054
425 => 0.16164302453127
426 => 0.17004951458792
427 => 0.16903802346349
428 => 0.17034698664006
429 => 0.16803670089495
430 => 0.16587852971039
501 => 0.16185014292652
502 => 0.16065753619688
503 => 0.16098712979146
504 => 0.16065737286666
505 => 0.15840352748387
506 => 0.15791680978805
507 => 0.15710559230475
508 => 0.15735702252362
509 => 0.15583169632498
510 => 0.15871030201029
511 => 0.15924459659167
512 => 0.16133940575365
513 => 0.16155689579011
514 => 0.16739090948848
515 => 0.16417763278004
516 => 0.16633337621702
517 => 0.16614054623338
518 => 0.15069613339976
519 => 0.15282423722103
520 => 0.15613489893115
521 => 0.15464345031823
522 => 0.1525348909248
523 => 0.15083211616081
524 => 0.14825223827569
525 => 0.15188336685682
526 => 0.15665791481354
527 => 0.1616779862055
528 => 0.16770927305483
529 => 0.16636316004198
530 => 0.16156523549312
531 => 0.1617804668835
601 => 0.16311094264837
602 => 0.16138785564639
603 => 0.16087968365086
604 => 0.1630411276197
605 => 0.1630560122964
606 => 0.16107339245861
607 => 0.1588700733245
608 => 0.15886084133687
609 => 0.1584687819785
610 => 0.16404355003025
611 => 0.16710910878609
612 => 0.16746057015705
613 => 0.16708545263553
614 => 0.16722982048168
615 => 0.16544603938663
616 => 0.16952323400606
617 => 0.17326487098159
618 => 0.17226203234374
619 => 0.17075863466367
620 => 0.16956110599806
621 => 0.17197993264813
622 => 0.17187222610498
623 => 0.17323219104675
624 => 0.17317049518145
625 => 0.1727131901224
626 => 0.17226204867554
627 => 0.17405077351764
628 => 0.17353564948916
629 => 0.17301972533078
630 => 0.17198496044711
701 => 0.17212560218042
702 => 0.17062246408317
703 => 0.16992704362046
704 => 0.15946958840828
705 => 0.15667501466839
706 => 0.15755424445575
707 => 0.15784370973094
708 => 0.156627507658
709 => 0.15837122901392
710 => 0.15809947188766
711 => 0.15915671989335
712 => 0.15849619723977
713 => 0.15852330531987
714 => 0.16046576160578
715 => 0.16102966492938
716 => 0.16074285914774
717 => 0.16094372808607
718 => 0.1655726679885
719 => 0.16491458075954
720 => 0.16456498503532
721 => 0.16466182544011
722 => 0.16584461883077
723 => 0.16617573640203
724 => 0.16477276798538
725 => 0.16543441600114
726 => 0.16825162927659
727 => 0.16923749448253
728 => 0.17238390297777
729 => 0.17104725272604
730 => 0.17350073211195
731 => 0.18104189129149
801 => 0.18706629105262
802 => 0.18152600406343
803 => 0.19258904702207
804 => 0.20120321286464
805 => 0.20087258683195
806 => 0.19937050776806
807 => 0.18956350897575
808 => 0.18053896247295
809 => 0.18808837882503
810 => 0.18810762383986
811 => 0.18745912227997
812 => 0.18343133478756
813 => 0.18731896400597
814 => 0.18762754989553
815 => 0.18745482385699
816 => 0.1843667286302
817 => 0.1796517779943
818 => 0.18057306806256
819 => 0.18208215998818
820 => 0.17922513414343
821 => 0.17831214127273
822 => 0.18000956872336
823 => 0.18547903364233
824 => 0.18444506298185
825 => 0.1844180618293
826 => 0.18884182678663
827 => 0.18567536578541
828 => 0.1805846884807
829 => 0.17929922532347
830 => 0.17473669710707
831 => 0.17788805159731
901 => 0.17800146323516
902 => 0.17627549858692
903 => 0.18072474099957
904 => 0.18068374044746
905 => 0.18490763393593
906 => 0.19298213186394
907 => 0.19059410550472
908 => 0.18781709066547
909 => 0.18811902917676
910 => 0.19143054939793
911 => 0.18942832867756
912 => 0.19014834120858
913 => 0.19142945957273
914 => 0.1922023900902
915 => 0.18800781637003
916 => 0.1870298605862
917 => 0.18502930626833
918 => 0.18450739898891
919 => 0.18613680873788
920 => 0.18570751683692
921 => 0.17799193142615
922 => 0.17718560982162
923 => 0.17721033855407
924 => 0.17518280454095
925 => 0.17209032850704
926 => 0.18021717088202
927 => 0.17956447170422
928 => 0.17884394232684
929 => 0.17893220306428
930 => 0.18245978989502
1001 => 0.18041361138579
1002 => 0.18585371231464
1003 => 0.18473539110807
1004 => 0.18358838918236
1005 => 0.1834298385777
1006 => 0.18298834069391
1007 => 0.18147428017626
1008 => 0.17964596112027
1009 => 0.17843874651322
1010 => 0.164600311422
1011 => 0.16716864448045
1012 => 0.17012327755329
1013 => 0.17114320505008
1014 => 0.16939854848998
1015 => 0.18154316985106
1016 => 0.18376210920221
1017 => 0.17704079716974
1018 => 0.17578351411783
1019 => 0.18162559711863
1020 => 0.17810210690354
1021 => 0.17968873433165
1022 => 0.17625931367089
1023 => 0.18322763169065
1024 => 0.18317454478247
1025 => 0.18046371168618
1026 => 0.18275488925618
1027 => 0.18235674077028
1028 => 0.17929621688105
1029 => 0.1833246557569
1030 => 0.18332665381232
1031 => 0.18071753589574
1101 => 0.17767065737852
1102 => 0.1771259474637
1103 => 0.17671558171436
1104 => 0.17958780951319
1105 => 0.1821630399764
1106 => 0.18695490541465
1107 => 0.18815969423774
1108 => 0.1928620652216
1109 => 0.190062032255
1110 => 0.1913032506026
1111 => 0.19265076869997
1112 => 0.19329681842918
1113 => 0.19224411506436
1114 => 0.19954883277541
1115 => 0.20016557476099
1116 => 0.20037236301396
1117 => 0.19790925330132
1118 => 0.20009707122415
1119 => 0.19907346367097
1120 => 0.20173660615797
1121 => 0.20215422090464
1122 => 0.20180051607129
1123 => 0.20193307358348
1124 => 0.19569978565761
1125 => 0.19537655679544
1126 => 0.19096930832448
1127 => 0.19276529465313
1128 => 0.18940778429558
1129 => 0.19047248541615
1130 => 0.19094179552525
1201 => 0.19069665455737
1202 => 0.19286683702548
1203 => 0.1910217385886
1204 => 0.18615222045141
1205 => 0.18128137561726
1206 => 0.18122022612808
1207 => 0.1799378186608
1208 => 0.1790108729466
1209 => 0.17918943557632
1210 => 0.17981871357374
1211 => 0.17897429816542
1212 => 0.17915449700574
1213 => 0.18214699841353
1214 => 0.18274712322932
1215 => 0.18070766462136
1216 => 0.17251894401796
1217 => 0.17050941144203
1218 => 0.17195382360685
1219 => 0.17126348762412
1220 => 0.13822300107983
1221 => 0.14598537329695
1222 => 0.14137323531079
1223 => 0.14349872068908
1224 => 0.13879092211255
1225 => 0.14103773035014
1226 => 0.14062282690895
1227 => 0.15310449172878
1228 => 0.15290960770059
1229 => 0.15300288837185
1230 => 0.14855035889099
1231 => 0.15564335925336
]
'min_raw' => 0.090553460226444
'max_raw' => 0.20215422090464
'avg_raw' => 0.14635384056554
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.090553'
'max' => '$0.202154'
'avg' => '$0.146353'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.013963159835273
'max_diff' => 0.03058249328254
'year' => 2035
]
10 => [
'items' => [
101 => 0.1591376262879
102 => 0.15849093045672
103 => 0.15865368986491
104 => 0.15585694398439
105 => 0.15302996698536
106 => 0.14989441442479
107 => 0.15571988351632
108 => 0.15507219079742
109 => 0.1565577648621
110 => 0.16033599798108
111 => 0.16089235715997
112 => 0.16164010953842
113 => 0.16137209353938
114 => 0.16775732198502
115 => 0.16698402868916
116 => 0.16884744304051
117 => 0.16501425834218
118 => 0.16067664600679
119 => 0.16150108430452
120 => 0.16142168426674
121 => 0.16041083065461
122 => 0.1594982772119
123 => 0.15797913284013
124 => 0.16278593042348
125 => 0.16259078321984
126 => 0.16574998961297
127 => 0.16519156919609
128 => 0.16146230098351
129 => 0.16159549252729
130 => 0.16249126966888
131 => 0.16559156458373
201 => 0.16651194319863
202 => 0.16608558715347
203 => 0.16709474028783
204 => 0.16789233377874
205 => 0.16719490575032
206 => 0.17706901588716
207 => 0.17296859693779
208 => 0.17496711260318
209 => 0.17544374681344
210 => 0.1742228583064
211 => 0.17448762530684
212 => 0.17488867516781
213 => 0.17732377139002
214 => 0.18371416847788
215 => 0.18654443184719
216 => 0.19505941883649
217 => 0.18630941787354
218 => 0.1857902290275
219 => 0.18732403531224
220 => 0.19232323407787
221 => 0.19637461512655
222 => 0.19771869195018
223 => 0.19789633389071
224 => 0.20041791136437
225 => 0.20186323254764
226 => 0.200111725535
227 => 0.19862750673221
228 => 0.19331121920866
229 => 0.19392659396528
301 => 0.19816591580062
302 => 0.20415420758785
303 => 0.20929278491687
304 => 0.20749343423374
305 => 0.22122120980233
306 => 0.22258226267702
307 => 0.22239420917785
308 => 0.22549489017822
309 => 0.21934066983519
310 => 0.21670962140614
311 => 0.19894841168397
312 => 0.20393858714557
313 => 0.21119210024174
314 => 0.21023207058418
315 => 0.20496437548679
316 => 0.20928878889777
317 => 0.20785900258719
318 => 0.20673127080214
319 => 0.21189762873099
320 => 0.20621700596594
321 => 0.2111354316842
322 => 0.20482749982593
323 => 0.2075016535161
324 => 0.2059836745473
325 => 0.20696599297662
326 => 0.20122337951087
327 => 0.20432195434293
328 => 0.20109446861069
329 => 0.20109293836222
330 => 0.2010216914358
331 => 0.20481881408691
401 => 0.20494263812025
402 => 0.20213655874394
403 => 0.20173215886662
404 => 0.20322743716764
405 => 0.20147685789115
406 => 0.2022959429166
407 => 0.20150166714215
408 => 0.20132285893532
409 => 0.19989808472154
410 => 0.19928425281526
411 => 0.19952495212221
412 => 0.19870332129859
413 => 0.19820825900767
414 => 0.2009232110856
415 => 0.19947272171122
416 => 0.20070090278603
417 => 0.19930123544247
418 => 0.19444937862367
419 => 0.19165902445973
420 => 0.18249431669638
421 => 0.18509341644928
422 => 0.18681662227442
423 => 0.18624710275949
424 => 0.18747065105235
425 => 0.18754576698028
426 => 0.18714797895768
427 => 0.1866873913873
428 => 0.18646320283013
429 => 0.18813412066103
430 => 0.18910414470238
501 => 0.18698956903249
502 => 0.18649415353909
503 => 0.18863210629027
504 => 0.18993625623344
505 => 0.19956536667522
506 => 0.19885201107207
507 => 0.200642393647
508 => 0.20044082404472
509 => 0.20231743021355
510 => 0.20538488818665
511 => 0.1991478884526
512 => 0.20023041594721
513 => 0.19996500520474
514 => 0.20286269009656
515 => 0.2028717363525
516 => 0.20113442950976
517 => 0.2020762517338
518 => 0.20155055240588
519 => 0.20250056214395
520 => 0.19884248377308
521 => 0.20329762836364
522 => 0.20582340826331
523 => 0.20585847871967
524 => 0.20705567834628
525 => 0.20827210250405
526 => 0.21060692274667
527 => 0.20820698563471
528 => 0.20388973239946
529 => 0.20420142413841
530 => 0.2016702201462
531 => 0.20171277014261
601 => 0.20148563492708
602 => 0.20216728480683
603 => 0.19899206758919
604 => 0.19973728472363
605 => 0.19869397637142
606 => 0.20022814799861
607 => 0.19857763293541
608 => 0.19996487721565
609 => 0.20056356585912
610 => 0.20277273984238
611 => 0.19825133614186
612 => 0.18903188792438
613 => 0.1909699277147
614 => 0.18810341463508
615 => 0.18836872133419
616 => 0.18890468308962
617 => 0.18716745568448
618 => 0.18749886392705
619 => 0.18748702369254
620 => 0.18738499094816
621 => 0.18693307100517
622 => 0.18627769767821
623 => 0.18888850329956
624 => 0.18933213004951
625 => 0.19031825736094
626 => 0.19325230334318
627 => 0.19295912295998
628 => 0.19343731232891
629 => 0.19239342762146
630 => 0.18841714415183
701 => 0.18863307547471
702 => 0.18594040841836
703 => 0.19024939981036
704 => 0.18922897377283
705 => 0.18857109846817
706 => 0.18839159109612
707 => 0.19133291001084
708 => 0.19221299872965
709 => 0.19166458650065
710 => 0.19053977701922
711 => 0.19269974374364
712 => 0.19327765971741
713 => 0.19340703379122
714 => 0.19723408069435
715 => 0.19362092319992
716 => 0.19449064612052
717 => 0.20127597607375
718 => 0.1951226181177
719 => 0.19838218906328
720 => 0.19822265002748
721 => 0.19989013622537
722 => 0.19808586748898
723 => 0.19810823356236
724 => 0.19958884834079
725 => 0.19750959191477
726 => 0.19699473878304
727 => 0.196283472869
728 => 0.19783649597116
729 => 0.19876746308371
730 => 0.20627037429088
731 => 0.21111759710502
801 => 0.21090716637902
802 => 0.21283010930487
803 => 0.21196380590464
804 => 0.20916628370599
805 => 0.2139413129776
806 => 0.21243029392035
807 => 0.21255486049554
808 => 0.21255022412139
809 => 0.21355491969888
810 => 0.21284300080323
811 => 0.21143973558293
812 => 0.21237128852381
813 => 0.21513766772196
814 => 0.22372459363589
815 => 0.22852995113896
816 => 0.22343530508042
817 => 0.22694952371157
818 => 0.22484224477701
819 => 0.22445928950849
820 => 0.22666647850757
821 => 0.22887753089881
822 => 0.22873669642013
823 => 0.22713158592288
824 => 0.22622489973116
825 => 0.23309063133704
826 => 0.23814918542956
827 => 0.23780422595343
828 => 0.23932676489425
829 => 0.24379698631485
830 => 0.24420568733892
831 => 0.24415420040377
901 => 0.24314119227209
902 => 0.24754270579228
903 => 0.25121452580809
904 => 0.24290671015823
905 => 0.2460702176004
906 => 0.24749041801304
907 => 0.24957569357326
908 => 0.25309390297613
909 => 0.25691561154659
910 => 0.25745604304136
911 => 0.25707258103379
912 => 0.25455206149853
913 => 0.2587338206188
914 => 0.26118339703713
915 => 0.26264206373669
916 => 0.26634099978778
917 => 0.24749918868729
918 => 0.2341620182916
919 => 0.23207922654323
920 => 0.23631466546527
921 => 0.23743151693202
922 => 0.23698131550618
923 => 0.22196911766335
924 => 0.23200019042844
925 => 0.24279278128712
926 => 0.24320736865621
927 => 0.2486103653025
928 => 0.25036980248685
929 => 0.25471992297407
930 => 0.25444782175318
1001 => 0.25550700686629
1002 => 0.25526351855131
1003 => 0.26332120072795
1004 => 0.27221002074617
1005 => 0.27190222917365
1006 => 0.27062435612829
1007 => 0.27252221551039
1008 => 0.28169643035303
1009 => 0.28085181566412
1010 => 0.28167228689029
1011 => 0.29248920322585
1012 => 0.30655273315049
1013 => 0.30001881154518
1014 => 0.31419554134342
1015 => 0.32311904127525
1016 => 0.33855131170025
1017 => 0.3366191154375
1018 => 0.34262678506672
1019 => 0.33316008086566
1020 => 0.31142261448345
1021 => 0.30798257722079
1022 => 0.31486961893626
1023 => 0.33180073896604
1024 => 0.31433639771378
1025 => 0.31786941120351
1026 => 0.31685190308079
1027 => 0.31679768439706
1028 => 0.31886699103165
1029 => 0.3158653538304
1030 => 0.30363614388824
1031 => 0.30924071873755
1101 => 0.30707652323444
1102 => 0.3094778594966
1103 => 0.32243688091706
1104 => 0.31670738864259
1105 => 0.31067183395759
1106 => 0.31824175892938
1107 => 0.32788087472691
1108 => 0.32727767618346
1109 => 0.32610721889173
1110 => 0.33270502536206
1111 => 0.34360266867514
1112 => 0.34654825787238
1113 => 0.34872263159787
1114 => 0.34902244099827
1115 => 0.35211066415289
1116 => 0.33550450991806
1117 => 0.36185890316503
1118 => 0.36640957885336
1119 => 0.36555424043013
1120 => 0.37061212493601
1121 => 0.36912396700823
1122 => 0.36696785965572
1123 => 0.37498568244041
1124 => 0.36579389562269
1125 => 0.35274731144872
1126 => 0.34558969733871
1127 => 0.35501542098704
1128 => 0.36077138150665
1129 => 0.36457570526227
1130 => 0.36572689133208
1201 => 0.33679359839965
1202 => 0.32120015822306
1203 => 0.3311953745971
1204 => 0.34339022840641
1205 => 0.33543676688941
1206 => 0.33574852752298
1207 => 0.32440898153266
1208 => 0.34439352661103
1209 => 0.34148194648959
1210 => 0.3565872293101
1211 => 0.35298223233752
1212 => 0.36530000409394
1213 => 0.36205632197699
1214 => 0.37552066509264
1215 => 0.380891956094
1216 => 0.38991118965999
1217 => 0.39654577458602
1218 => 0.40044172975396
1219 => 0.40020783121904
1220 => 0.41564554655161
1221 => 0.40654246517269
1222 => 0.39510684952921
1223 => 0.39490001532112
1224 => 0.40082268270681
1225 => 0.41323496874276
1226 => 0.41645329392046
1227 => 0.4182518986428
1228 => 0.41549727290065
1229 => 0.40561653048755
1230 => 0.40135007601008
1231 => 0.40498521883597
]
'min_raw' => 0.14989441442479
'max_raw' => 0.4182518986428
'avg_raw' => 0.2840731565338
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.149894'
'max' => '$0.418251'
'avg' => '$0.284073'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.059340954198349
'max_diff' => 0.21609767773816
'year' => 2036
]
11 => [
'items' => [
101 => 0.40053975153129
102 => 0.408213875277
103 => 0.41875208628425
104 => 0.41657598738385
105 => 0.42385035974889
106 => 0.43137856986042
107 => 0.44214424843297
108 => 0.44495879546375
109 => 0.44961113467801
110 => 0.4543999199433
111 => 0.45593794870912
112 => 0.45887452284539
113 => 0.45885904565016
114 => 0.46770860946403
115 => 0.47746995239891
116 => 0.48115463338122
117 => 0.48962735412554
118 => 0.47511811677043
119 => 0.48612353997439
120 => 0.49605070718796
121 => 0.48421512918687
122 => 0.50052771612538
123 => 0.50116109691109
124 => 0.51072439479094
125 => 0.50103016028352
126 => 0.49527375477811
127 => 0.51189228178253
128 => 0.51993346352127
129 => 0.51751139414026
130 => 0.4990793265584
131 => 0.48835107263719
201 => 0.46027316279976
202 => 0.49353265987764
203 => 0.50973239071144
204 => 0.49903737316911
205 => 0.50443131792545
206 => 0.53385893152355
207 => 0.54506306148483
208 => 0.54273268077566
209 => 0.54312647675418
210 => 0.54917202191194
211 => 0.57598129848399
212 => 0.55991655852786
213 => 0.57219745029
214 => 0.57871119099859
215 => 0.58476151638345
216 => 0.56990382946322
217 => 0.55057419708277
218 => 0.54445169110512
219 => 0.49797396445028
220 => 0.49555459693536
221 => 0.4941965326349
222 => 0.48563412932249
223 => 0.47890642575858
224 => 0.47355630610095
225 => 0.45951599443835
226 => 0.46425418746681
227 => 0.4418768611174
228 => 0.456193081512
301 => 0.42047832833892
302 => 0.45022263605108
303 => 0.43403416167107
304 => 0.44490428682962
305 => 0.44486636198697
306 => 0.42485101519375
307 => 0.41330658087305
308 => 0.42066314373831
309 => 0.42854996309455
310 => 0.42982957300065
311 => 0.44005504016307
312 => 0.44290874825241
313 => 0.4342618795148
314 => 0.41973821946303
315 => 0.42311173444364
316 => 0.41323821669965
317 => 0.39593525663268
318 => 0.40836254463348
319 => 0.41260576714623
320 => 0.41447981593892
321 => 0.39746434197145
322 => 0.39211771062695
323 => 0.38927120896173
324 => 0.417541735445
325 => 0.41909045870286
326 => 0.41116697154825
327 => 0.44698188482295
328 => 0.43887586691135
329 => 0.44793227494122
330 => 0.42280562331866
331 => 0.42376549524816
401 => 0.41187013569759
402 => 0.4185307421977
403 => 0.41382324020479
404 => 0.41799263101388
405 => 0.42049174667381
406 => 0.43238515431294
407 => 0.45035843966168
408 => 0.43060867582184
409 => 0.422003420895
410 => 0.42734207265382
411 => 0.44155960580687
412 => 0.46309989631586
413 => 0.45034761079579
414 => 0.45600685856175
415 => 0.4572431524362
416 => 0.44784008920897
417 => 0.46344660066944
418 => 0.47181025694818
419 => 0.48038963767536
420 => 0.48783887357197
421 => 0.4769628443483
422 => 0.48860175463518
423 => 0.47922284748819
424 => 0.47080899820374
425 => 0.47082175854002
426 => 0.46554362797716
427 => 0.45531658492438
428 => 0.45343056127445
429 => 0.46324189447989
430 => 0.47110965457394
501 => 0.47175768097932
502 => 0.47611367722749
503 => 0.47869151093684
504 => 0.50395778568337
505 => 0.51412009040001
506 => 0.52654636424494
507 => 0.53138709821396
508 => 0.54595597196153
509 => 0.53419042318429
510 => 0.53164487269756
511 => 0.49630555042824
512 => 0.5020923624701
513 => 0.51135760689342
514 => 0.49645833089618
515 => 0.50590849217583
516 => 0.50777415419422
517 => 0.49595205919907
518 => 0.50226675093855
519 => 0.48549680185412
520 => 0.45072397872473
521 => 0.46348531276192
522 => 0.47288195003189
523 => 0.45947179005063
524 => 0.48350898277217
525 => 0.46946695101262
526 => 0.46501630108124
527 => 0.44765272892765
528 => 0.45584766659896
529 => 0.46693143713961
530 => 0.46008295557212
531 => 0.47429458312935
601 => 0.49442203785302
602 => 0.50876606069975
603 => 0.50986721666349
604 => 0.50064497094793
605 => 0.51542367856269
606 => 0.51553132531339
607 => 0.49886088275114
608 => 0.48865032950317
609 => 0.48633047032204
610 => 0.49212593339168
611 => 0.49916269545972
612 => 0.51025770798489
613 => 0.51696219168499
614 => 0.53444392939146
615 => 0.53917398637413
616 => 0.54437088493442
617 => 0.55131554407512
618 => 0.55965438794759
619 => 0.54140947228527
620 => 0.54213437679731
621 => 0.52514496395061
622 => 0.50698933979566
623 => 0.52076719539877
624 => 0.53877990880851
625 => 0.53464777245004
626 => 0.53418282269782
627 => 0.53496473921474
628 => 0.53184924334341
629 => 0.51775797098304
630 => 0.51068142221969
701 => 0.51981197554454
702 => 0.52466445828252
703 => 0.53219023582816
704 => 0.53126252489577
705 => 0.55064811964385
706 => 0.55818077557299
707 => 0.5562535998458
708 => 0.55660824655968
709 => 0.57024576031285
710 => 0.585413480375
711 => 0.59962005177015
712 => 0.61407158637973
713 => 0.59664969735488
714 => 0.5878039365408
715 => 0.59693050375169
716 => 0.59208781872386
717 => 0.61991532332749
718 => 0.62184203936977
719 => 0.64966753172809
720 => 0.67607723737413
721 => 0.65948977443687
722 => 0.67513100487096
723 => 0.69204827083366
724 => 0.72468442160319
725 => 0.71369371417764
726 => 0.70527500453601
727 => 0.69731936460358
728 => 0.7138737883807
729 => 0.73517079010657
730 => 0.73975796029818
731 => 0.74719092844247
801 => 0.73937607129885
802 => 0.74878820595006
803 => 0.78201717717035
804 => 0.77303841582639
805 => 0.76028713131004
806 => 0.78651821274415
807 => 0.7960111391444
808 => 0.86263746810554
809 => 0.94675596061535
810 => 0.91193035236448
811 => 0.89031297350782
812 => 0.89539357031022
813 => 0.92611079618413
814 => 0.93597619421881
815 => 0.90915864155391
816 => 0.9186310545229
817 => 0.97082498128917
818 => 0.99882534841761
819 => 0.96079708890616
820 => 0.85587862913673
821 => 0.75913901765417
822 => 0.78479871886083
823 => 0.78188970505723
824 => 0.83796556804261
825 => 0.77282427533781
826 => 0.7739210876428
827 => 0.83115654008935
828 => 0.81588710264068
829 => 0.79115256953562
830 => 0.75931960711871
831 => 0.70047343189843
901 => 0.64835173345883
902 => 0.75057438700916
903 => 0.74616636030824
904 => 0.73978288441234
905 => 0.75398861925442
906 => 0.82296763527937
907 => 0.82137744569671
908 => 0.81126147089367
909 => 0.81893434862366
910 => 0.78980747697173
911 => 0.79731413500297
912 => 0.75912369360546
913 => 0.77638736809085
914 => 0.79109950033642
915 => 0.79405317870156
916 => 0.80070796687677
917 => 0.74384353053913
918 => 0.76937399300259
919 => 0.78437074781905
920 => 0.7166148639717
921 => 0.78303143184716
922 => 0.74285364721444
923 => 0.72921670366003
924 => 0.74757705162535
925 => 0.74042200616724
926 => 0.73427051824072
927 => 0.73083788228175
928 => 0.74431969546982
929 => 0.74369075277035
930 => 0.72163188968748
1001 => 0.69285700203016
1002 => 0.70251479883144
1003 => 0.69900603071121
1004 => 0.68628980240338
1005 => 0.6948590049196
1006 => 0.65712457381234
1007 => 0.59220444635735
1008 => 0.6350926711114
1009 => 0.63344152111178
1010 => 0.63260893640828
1011 => 0.66483825196748
1012 => 0.66174014693328
1013 => 0.65611705595948
1014 => 0.68618652992797
1015 => 0.67521076743797
1016 => 0.70903548121726
1017 => 0.73131462535762
1018 => 0.72566391374882
1019 => 0.74661755649728
1020 => 0.70273729496374
1021 => 0.71731255767465
1022 => 0.72031649911893
1023 => 0.68581547728676
1024 => 0.66224703523179
1025 => 0.66067528884663
1026 => 0.61981085825468
1027 => 0.64164030723074
1028 => 0.6608493189657
1029 => 0.65164969302418
1030 => 0.6487373662821
1031 => 0.66361581200077
1101 => 0.66477199465838
1102 => 0.63841090753812
1103 => 0.64389221229748
1104 => 0.66675016433512
1105 => 0.6433162505536
1106 => 0.59778798398418
1107 => 0.58649634439743
1108 => 0.58498983153035
1109 => 0.55436600941986
1110 => 0.58725090574769
1111 => 0.57289576724016
1112 => 0.61824347778448
1113 => 0.59234110872622
1114 => 0.59122450936652
1115 => 0.58953660566484
1116 => 0.56317741692018
1117 => 0.56894840404142
1118 => 0.5881320441786
1119 => 0.59497698309871
1120 => 0.59426299989041
1121 => 0.58803803387633
1122 => 0.59088779144059
1123 => 0.58170772940474
1124 => 0.57846605843341
1125 => 0.56823445315605
1126 => 0.55319681995142
1127 => 0.55528789507969
1128 => 0.52549440889057
1129 => 0.50926133635474
1130 => 0.50476823582529
1201 => 0.4987598740177
1202 => 0.50544689627909
1203 => 0.52541000768755
1204 => 0.5013302599186
1205 => 0.46004722136666
1206 => 0.46252840232651
1207 => 0.46810287927404
1208 => 0.45771487836116
1209 => 0.44788350729596
1210 => 0.45643108679281
1211 => 0.43893891913367
1212 => 0.47021672416583
1213 => 0.46937074719475
1214 => 0.48102917870425
1215 => 0.48831943518224
1216 => 0.47151775424904
1217 => 0.46729217693091
1218 => 0.4696992578131
1219 => 0.4299155726695
1220 => 0.47777800286864
1221 => 0.47819191915253
1222 => 0.47464771663398
1223 => 0.50013298312827
1224 => 0.5539148444852
1225 => 0.53367994487236
1226 => 0.52584438013919
1227 => 0.51094896585368
1228 => 0.53079622098694
1229 => 0.52927226145812
1230 => 0.52238033852429
1231 => 0.5182120820298
]
'min_raw' => 0.38927120896173
'max_raw' => 0.99882534841761
'avg_raw' => 0.69404827868967
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.389271'
'max' => '$0.998825'
'avg' => '$0.694048'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.23937679453694
'max_diff' => 0.58057344977481
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.012218778439061
]
1 => [
'year' => 2028
'avg' => 0.020970970938155
]
2 => [
'year' => 2029
'avg' => 0.057288912953268
]
3 => [
'year' => 2030
'avg' => 0.044198311026238
]
4 => [
'year' => 2031
'avg' => 0.04340821886415
]
5 => [
'year' => 2032
'avg' => 0.076108268738095
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.012218778439061
'min' => '$0.012218'
'max_raw' => 0.076108268738095
'max' => '$0.0761082'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.076108268738095
]
1 => [
'year' => 2033
'avg' => 0.19575829331536
]
2 => [
'year' => 2034
'avg' => 0.12408101400664
]
3 => [
'year' => 2035
'avg' => 0.14635384056554
]
4 => [
'year' => 2036
'avg' => 0.2840731565338
]
5 => [
'year' => 2037
'avg' => 0.69404827868967
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.076108268738095
'min' => '$0.0761082'
'max_raw' => 0.69404827868967
'max' => '$0.694048'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.69404827868967
]
]
]
]
'prediction_2025_max_price' => '$0.020891'
'last_price' => 0.02025732
'sma_50day_nextmonth' => '$0.018355'
'sma_200day_nextmonth' => '$0.032792'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 de fev. de 2026'
'sma_50day_date_nextmonth' => '4 de fev. de 2026'
'daily_sma3' => '$0.018825'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.018514'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.018431'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.017931'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.018012'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.028035'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.036182'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.019134'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.018791'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.018486'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.018329'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.020386'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.025915'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.036257'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.030384'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.045511'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.084155'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.019219'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.019194'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.021778'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.029256'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.048618'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.084052'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.04354'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '58.12'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 95.95
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.018881'
'vwma_10_action' => 'BUY'
'hma_9' => '0.0187022'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 176.87
'cci_20_action' => 'SELL'
'adx_14' => 9.44
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000543'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 58.28
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.006770'
'ichimoku_cloud_action' => 'NEUTRAL'
'sell_signals' => 13
'buy_signals' => 20
'sell_pct' => 39.39
'buy_pct' => 60.61
'overall_action' => 'bullish'
'overall_action_label' => 'Altista'
'overall_action_dir' => 1
'last_updated' => 1767708002
'last_updated_date' => '6 de janeiro de 2026'
]
Previsão de preço de NAVI Protocol para 2026
A previsão de preço para NAVI Protocol em 2026 sugere que o preço médio poderia variar entre $0.006998 na extremidade inferior e $0.020891 na extremidade superior. No mercado de criptomoedas, comparado ao preço médio de hoje, NAVI Protocol poderia potencialmente ganhar 3.13% até 2026 se NAVX atingir a meta de preço prevista.
Previsão de preço de NAVI Protocol 2027-2032
A previsão de preço de NAVX para 2027-2032 está atualmente dentro de uma faixa de preço entre $0.012218 na extremidade inferior e $0.0761082 na extremidade superior. Considerando a volatilidade de preços no mercado, se NAVI Protocol atingir a meta de preço superior, poderia ganhar 275.71% até 2032 em comparação com o preço de hoje.
| Previsão de Preço de NAVI Protocol | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.006737 | $0.012218 | $0.017699 |
| 2028 | $0.012159 | $0.02097 | $0.029782 |
| 2029 | $0.02671 | $0.057288 | $0.087866 |
| 2030 | $0.022716 | $0.044198 | $0.06568 |
| 2031 | $0.026857 | $0.0434082 | $0.059958 |
| 2032 | $0.040996 | $0.0761082 | $0.111219 |
Previsão de preço de NAVI Protocol 2032-2037
A previsão de preço de NAVI Protocol para 2032-2037 é atualmente estimada entre $0.0761082 na extremidade inferior e $0.694048 na extremidade superior. Comparado ao preço atual, NAVI Protocol poderia potencialmente ganhar 3326.16% até 2037 se atingir a meta de preço superior. Por favor, note que esta informação é apenas para fins gerais e não deve ser considerada como aconselhamento de investimento a longo prazo.
| Previsão de Preço de NAVI Protocol | Potencial Mínimo ($) | Preço Médio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.040996 | $0.0761082 | $0.111219 |
| 2033 | $0.095267 | $0.195758 | $0.296249 |
| 2034 | $0.07659 | $0.124081 | $0.171571 |
| 2035 | $0.090553 | $0.146353 | $0.202154 |
| 2036 | $0.149894 | $0.284073 | $0.418251 |
| 2037 | $0.389271 | $0.694048 | $0.998825 |
NAVI Protocol Histograma de preços potenciais
Previsão de preço de NAVI Protocol baseada na análise técnica
Indicador de Sentimento de Mercado
Altista 60.61%
Baixista 39.39%
Em 6 de janeiro de 2026, o sentimento geral de previsão de preço para NAVI Protocol é Altista, com 20 indicadores técnicos mostrando sinais de alta e 13 indicando sinais de baixa. A previsão de preço de NAVX foi atualizada pela última vez em 6 de janeiro de 2026.
Médias Móveis Simples de 50 e 200 dias e Índice de Força Relativa de 14 dias - RSI (14) de NAVI Protocol
De acordo com nossos indicadores técnicos, o SMA de 200 dias de NAVI Protocol está projetado para aumentar no próximo mês, alcançando $0.032792 até 4 de fev. de 2026. O SMA de 50 dias de curto prazo para NAVI Protocol é esperado para alcançar $0.018355 até 4 de fev. de 2026.
O oscilador de momentum Índice de Força Relativa (RSI) é uma ferramenta comumente usada para identificar se uma criptomoeda está sobrevendida (abaixo de 30) ou sobrecomprada (acima de 70). No momento, o RSI está em 58.12, sugerindo que o mercado de NAVX está em um estado NEUTRAL.
Médias Móveis e Osciladores Populares de NAVX para Sábado, 19 de Outubro de 2024
Médias móveis (MA) são indicadores amplamente utilizados nos mercados financeiros, projetados para suavizar movimentos de preços ao longo de um período definido. Como indicadores atrasados, eles se baseiam em dados históricos de preços. A tabela abaixo destaca dois tipos: a média móvel simples (SMA) e a média móvel exponencial (EMA).
Média Móvel Simples Diária (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 3 | $0.018825 | BUY |
| SMA 5 | $0.018514 | BUY |
| SMA 10 | $0.018431 | BUY |
| SMA 21 | $0.017931 | BUY |
| SMA 50 | $0.018012 | BUY |
| SMA 100 | $0.028035 | SELL |
| SMA 200 | $0.036182 | SELL |
Média Móvel Exponencial Diária (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 3 | $0.019134 | BUY |
| EMA 5 | $0.018791 | BUY |
| EMA 10 | $0.018486 | BUY |
| EMA 21 | $0.018329 | BUY |
| EMA 50 | $0.020386 | SELL |
| EMA 100 | $0.025915 | SELL |
| EMA 200 | $0.036257 | SELL |
Média Móvel Simples Semanal (SMA)
| Período | Valor | Ação |
|---|---|---|
| SMA 21 | $0.030384 | SELL |
| SMA 50 | $0.045511 | SELL |
| SMA 100 | $0.084155 | SELL |
| SMA 200 | — | — |
Média Móvel Exponencial Semanal (EMA)
| Período | Valor | Ação |
|---|---|---|
| EMA 21 | $0.029256 | SELL |
| EMA 50 | $0.048618 | SELL |
| EMA 100 | $0.084052 | SELL |
| EMA 200 | $0.04354 | SELL |
Osciladores de NAVI Protocol
Um oscilador é uma ferramenta de análise técnica que define limites altos e baixos entre dois extremos, criando um indicador de tendência que flutua dentro desses limites. Os traders usam esse indicador para identificar condições de sobrecompra ou sobrevenda de curto prazo.
| Período | Valor | Ação |
|---|---|---|
| RSI (14) | 58.12 | NEUTRAL |
| Stoch RSI (14) | 95.95 | NEUTRAL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Commodities (20) | 176.87 | SELL |
| Índice Direcional Médio (14) | 9.44 | NEUTRAL |
| Oscilador Impressionante (5, 34) | 0.000543 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Percent Range (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 58.28 | NEUTRAL |
| VWMA (10) | 0.018881 | BUY |
| Média Móvel de Hull (9) | 0.0187022 | BUY |
| Nuvem Ichimoku B/L (9, 26, 52, 26) | -0.006770 | NEUTRAL |
Previsão do preço de NAVI Protocol com base nos fluxos financeiros mundiais
Definições dos fluxos financeiros mundiais, usadas na previsão do preço do NAVI Protocol
M0: o total de todas as moedas físicas, mais as contas no Banco Central que podem ser trocadas por moedas físicas.
M1: o valor de M0, mais o valor em contas de demanda, incluindo contas 'correntes'.
M2: o valor de M1, mais a maioria das contas de poupança, do mercado de moedas e de certificados de depósito (CD) de menos de US$ 100.000.
Previsões de preço de NAVI Protocol por empresas de Internet ou nichos tecnológicos
| Comparação | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook stock | $0.028464 | $0.039997 | $0.0562038 | $0.078975 | $0.110974 | $0.155937 |
| Amazon.com stock | $0.042268 | $0.088194 | $0.184023 | $0.383976 | $0.80119 | $1.67 |
| Apple stock | $0.028733 | $0.040756 | $0.0578095 | $0.081998 | $0.1163086 | $0.164974 |
| Netflix stock | $0.031962 | $0.050432 | $0.079574 | $0.125555 | $0.1981076 | $0.312582 |
| Google stock | $0.026233 | $0.033971 | $0.043993 | $0.056971 | $0.073777 | $0.095541 |
| Tesla stock | $0.045921 | $0.1041012 | $0.235989 | $0.53497 | $1.21 | $2.74 |
| Kodak stock | $0.01519 | $0.011391 | $0.008542 | $0.0064059 | $0.0048037 | $0.0036023 |
| Nokia stock | $0.013419 | $0.008889 | $0.005889 | $0.0039013 | $0.002584 | $0.001712 |
Este cálculo mostra quanto a criptomoeda pode custar, se assumirmos que sua capitalização se comportará da mesma forma que a de algumas empresas de Internet ou nichos tecnológicos. Se você extrapolar os dados, poderá obter uma imagem em potencial do preço futuro para 2024, 2025, 2026, 2027, 2028, 2029 e 2030.
Visão geral da previsão para NAVI Protocol
Você pode fazer perguntas como: 'Devo investir em NAVI Protocol agora?', 'Devo comprar NAVX hoje?', 'NAVI Protocol será um bom ou mau investimento no curto ou no longo prazo?'.
Atualizamos a previsão para NAVI Protocol regularmente com novos valores. Veja nossas previsões semelhantes. Fazemos previsões de preços futuros para uma enorme quantidade de moedas digitais, como NAVI Protocol, com métodos de análise técnica.
Se você estiver tentando encontrar criptomoedas com bom retorno, você deve explorar o máximo de fontes de informações disponíveis sobre NAVI Protocol para poder tomar sozinho uma decisão de tão grande responsabilidade sobre o seu investimento.
O preço de NAVI Protocol é de $0.02025 USD hoje, mas o preço pode tanto subir quanto descer e seu investimento pode ser perdido, porque criptomoedas são ativos de alto risco
Previsão de curto prazo para NAVI Protocol
com base no histórico de preços de 4 horas
Previsão de longo prazo para NAVI Protocol
com base no histórico de preços de 1 mês
Previsão do preço de NAVI Protocol com base no padrão de crescimento do Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Se NAVI Protocol tiver 1% da média anterior do crescimento anual do Bitcoin | $0.020783 | $0.021324 | $0.021878 | $0.022447 |
| Se NAVI Protocol tiver 2% da média anterior do crescimento anual do Bitcoin | $0.02131 | $0.022418 | $0.023583 | $0.0248097 |
| Se NAVI Protocol tiver 5% da média anterior do crescimento anual do Bitcoin | $0.02289 | $0.025865 | $0.029226 | $0.033025 |
| Se NAVI Protocol tiver 10% da média anterior do crescimento anual do Bitcoin | $0.025522 | $0.032157 | $0.040515 | $0.051047 |
| Se NAVI Protocol tiver 20% da média anterior do crescimento anual do Bitcoin | $0.030788 | $0.046794 | $0.07112 | $0.108093 |
| Se NAVI Protocol tiver 50% da média anterior do crescimento anual do Bitcoin | $0.046584 | $0.107129 | $0.246361 | $0.566548 |
| Se NAVI Protocol tiver 100% da média anterior do crescimento anual do Bitcoin | $0.072912 | $0.262435 | $0.944591 | $3.39 |
Perguntas Frequentes sobre NAVI Protocol
NAVX é um bom investimento?
A decisão de adquirir NAVI Protocol depende inteiramente da sua tolerância individual ao risco. Como você pode perceber, o valor de NAVI Protocol experimentou uma escalada de 9.6196% nas últimas 24 horas, e NAVI Protocol registrou um declínio de durante os últimos 30 dias. Consequentemente, a decisão de investir ou não em NAVI Protocol dependerá de quão alinhado esse investimento está com suas aspirações de negociação.
NAVI Protocol pode subir?
Parece que o valor médio de NAVI Protocol pode potencialmente subir para $0.020891 até o final deste ano. Observando as perspectivas de NAVI Protocol em um horizonte de cinco anos mais longo, a moeda digital poderia potencialmente crescer até $0.06568. No entanto, dada a imprevisibilidade do mercado, é vital conduzir uma pesquisa aprofundada antes de investir quaisquer fundos em um projeto, rede ou ativo específico.
Qual será o preço de NAVI Protocol na próxima semana?
Com base na nossa nova previsão experimental de NAVI Protocol, o preço de NAVI Protocol aumentará 0.86% na próxima semana e atingirá $0.02043 até 13 de janeiro de 2026.
Qual será o preço de NAVI Protocol no próximo mês?
Com base na nossa nova previsão experimental de NAVI Protocol, o preço de NAVI Protocol diminuirá -11.62% no próximo mês e atingirá $0.017903 até 5 de fevereiro de 2026.
Até onde o preço de NAVI Protocol pode subir este ano em 2026?
De acordo com nossa previsão mais recente sobre o valor de NAVI Protocol em 2026, espera-se que NAVX fluctue dentro do intervalo de $0.006998 e $0.020891. No entanto, é crucial lembrar que o mercado de criptomoedas é excepcionalmente instável, e essa previsão de preço de NAVI Protocol não considera flutuações repentinas e extremas de preço.
Onde estará NAVI Protocol em 5 anos?
O futuro de NAVI Protocol parece seguir uma tendência de alta, com um preço máximo de $0.06568 projetada após um período de cinco anos. Com base na previsão de NAVI Protocol para 2030, o valor de NAVI Protocol pode potencialmente atingir seu pico mais alto de aproximadamente $0.06568, enquanto seu pico mais baixo está previsto para cerca de $0.022716.
Quanto será NAVI Protocol em 2026?
Com base na nossa nova simulação experimental de previsão de preços de NAVI Protocol, espera-se que o valor de NAVX em 2026 aumente 3.13% para $0.020891 se o melhor cenário ocorrer. O preço ficará entre $0.020891 e $0.006998 durante 2026.
Quanto será NAVI Protocol em 2027?
De acordo com nossa última simulação experimental para previsão de preços de NAVI Protocol, o valor de NAVX pode diminuir -12.62% para $0.017699 em 2027, assumindo as condições mais favoráveis. O preço está projetado para flutuar entre $0.017699 e $0.006737 ao longo do ano.
Quanto será NAVI Protocol em 2028?
Nosso novo modelo experimental de previsão de preços de NAVI Protocol sugere que o valor de NAVX em 2028 pode aumentar 47.02%, alcançando $0.029782 no melhor cenário. O preço é esperado para variar entre $0.029782 e $0.012159 durante o ano.
Quanto será NAVI Protocol em 2029?
Com base no nosso modelo de previsão experimental, o valor de NAVI Protocol pode experimentar um 333.75% crescimento em 2029, potencialmente alcançando $0.087866 sob condições ótimas. A faixa de preço prevista para 2029 está entre $0.087866 e $0.02671.
Quanto será NAVI Protocol em 2030?
Usando nossa nova simulação experimental para previsões de preços de NAVI Protocol, espera-se que o valor de NAVX em 2030 aumente 224.23%, alcançando $0.06568 no melhor cenário. O preço está previsto para variar entre $0.06568 e $0.022716 ao longo de 2030.
Quanto será NAVI Protocol em 2031?
Nossa simulação experimental indica que o preço de NAVI Protocol poderia aumentar 195.98% em 2031, potencialmente atingindo $0.059958 sob condições ideais. O preço provavelmente oscilará entre $0.059958 e $0.026857 durante o ano.
Quanto será NAVI Protocol em 2032?
Com base nos achados da nossa mais recente previsão experimental de preços de NAVI Protocol, NAVX poderia ver um 449.04% aumento em valor, atingindo $0.111219 se o cenário mais positivo se desenrolar em 2032. O preço é esperado para permanecer dentro de uma faixa de $0.111219 e $0.040996 ao longo do ano.
Quanto será NAVI Protocol em 2033?
De acordo com nossa previsão experimental de preços de NAVI Protocol, espera-se que o valor de NAVX seja aumentar 1362.43% em 2033, com o preço potencial mais alto sendo $0.296249. Ao longo do ano, o preço de NAVX poderia variar entre $0.296249 e $0.095267.
Quanto será NAVI Protocol em 2034?
Os resultados da nossa nova simulação de previsão de preços de NAVI Protocol sugerem que NAVX pode aumentar 746.96% em 2034, atingindo potencialmente $0.171571 nas melhores circunstâncias. A faixa de preço prevista para o ano é entre $0.171571 e $0.07659.
Quanto será NAVI Protocol em 2035?
Com base em nossa previsão experimental para o preço de NAVI Protocol, NAVX poderia aumentar 897.93%, com o valor potencialmente atingindo $0.202154 em 2035. A faixa de preço esperada para o ano está entre $0.202154 e $0.090553.
Quanto será NAVI Protocol em 2036?
Nossa recente simulação de previsão de preços de NAVI Protocol sugere que o valor de NAVX pode aumentar 1964.7% em 2036, possivelmente atingindo $0.418251 se as condições forem ideais. A faixa de preço esperada para 2036 está entre $0.418251 e $0.149894.
Quanto será NAVI Protocol em 2037?
De acordo com a simulação experimental, o valor de NAVI Protocol poderia aumentar 4830.69% em 2037, com um pico de $0.998825 sob condições favoráveis. O preço é esperado para cair entre $0.998825 e $0.389271 ao longo do ano.
Previsões relacionadas
Previsão de Preço do Houdini Swap- Previsão de Preço do Cryptex Finance
- Previsão de Preço do Dmail Network
- Previsão de Preço do Quantum Resistant Ledger
- Previsão de Preço do Burger Swap
- Previsão de Preço do Openfabric AI
- Previsão de Preço do Symbiosis
- Previsão de Preço do Gifto
- Previsão de Preço do BeethovenX sFTMX
- Previsão de Preço do Colony
- Previsão de Preço do Moby
- Previsão de Preço do TG.Casino
- Previsão de Preço do CoinMetro
- Previsão de Preço do Numerico
- Previsão de Preço do Metacade
- Previsão de Preço do Boba Cat
- Previsão de Preço do MELD [OLD]
- Previsão de Preço do HAVAH
- Previsão de Preço do LinqAI
- Previsão de Preço do Spookyswap
- Previsão de Preço do Klima DAO
- Previsão de Preço do Bitcoin Diamond
- Previsão de Preço do Affyn
- Previsão de Preço do Mute
- Previsão de Preço do PIP
Previsão de Preço do Houdini Swap
Previsão de Preço do Cryptex Finance
Previsão de Preço do Dmail Network
Previsão de Preço do Quantum Resistant Ledger
Previsão de Preço do Burger Swap
Previsão de Preço do Openfabric AI
Previsão de Preço do Symbiosis
Previsão de Preço do Gifto
Previsão de Preço do BeethovenX sFTMX
Previsão de Preço do Colony
Previsão de Preço do Moby
Previsão de Preço do TG.Casino
Previsão de Preço do CoinMetro
Previsão de Preço do Numerico
Previsão de Preço do Metacade
Previsão de Preço do Boba Cat
Previsão de Preço do MELD [OLD]
Previsão de Preço do HAVAH
Previsão de Preço do LinqAI
Previsão de Preço do Spookyswap
Previsão de Preço do Klima DAO
Previsão de Preço do Bitcoin Diamond
Previsão de Preço do Affyn
Previsão de Preço do Mute
Previsão de Preço do PIPComo ler e prever os movimentos de preço de NAVI Protocol?
Traders de NAVI Protocol utilizam indicadores e padrões de gráfico para prever a direção do mercado. Eles também identificam níveis-chave de suporte e resistência para avaliar quando uma tendência de baixa pode desacelerar ou uma tendência de alta pode estagnar.
Indicadores de Previsão de Preço de NAVI Protocol
Médias móveis são ferramentas populares para a previsão de preço de NAVI Protocol. Uma média móvel simples (SMA) calcula o preço médio de fechamento de NAVX em um período específico, como uma SMA de 12 dias. Uma média móvel exponencial (EMA) dá mais peso aos preços recentes, reagindo mais rapidamente às mudanças de preço.
Médias móveis comumente usadas no mercado de criptomoedas incluem as de 50 dias, 100 dias e 200 dias, que ajudam a identificar níveis-chave de resistência e suporte. Um movimento de preço de NAVX acima dessas médias é visto como altista, enquanto uma queda abaixo indica fraqueza.
Traders também usam RSI e níveis de retração de Fibonacci para avaliar a direção futura de NAVX.
Como ler gráficos de NAVI Protocol e prever movimentos de preço?
A maioria dos traders prefere gráficos de velas em vez de gráficos de linha simples porque eles fornecem informações mais detalhadas. Velas podem representar a ação de preço de NAVI Protocol em diferentes períodos de tempo, como 5 minutos para tendências de curto prazo e semanal para tendências de longo prazo. Opções populares incluem gráficos de 1 hora, 4 horas e 1 dia.
Por exemplo, um gráfico de velas de 1 hora mostra os preços de abertura, fechamento, máximo e mínimo de NAVX dentro de cada hora. A cor da vela é crucial: verde indica que o preço fechou mais alto do que abriu, enquanto vermelho significa o oposto. Alguns gráficos usam velas vazias e preenchidas para transmitir a mesma informação.
O que afeta o preço de NAVI Protocol?
A ação de preço de NAVI Protocol é impulsionada pela oferta e demanda, influenciada por fatores como reduções pela metade das recompensas de bloco, hard forks e atualizações de protocolo. Eventos do mundo real, como regulamentações, adoção por empresas e governos e hacks de exchanges de criptomoedas, também impactam o preço de NAVX. A capitalização de mercado de NAVI Protocol pode mudar rapidamente.
Traders frequentemente monitoram a atividade de "baleias" de NAVX, grandes detentores de NAVI Protocol, pois suas ações podem influenciar significativamente os movimentos de preço no relativamente pequeno mercado de NAVI Protocol.
Padrões de previsão de preço altistas e baixistas
Traders frequentemente identificam padrões de velas para ganhar vantagem em previsões de preço de criptomoedas. Certas formações indicam tendências altistas, enquanto outras sugerem movimentos baixistas.
Padrões de velas altistas comumente seguidos:
- Martelo
- Engolfo de Alta
- Linha de Perfuração
- Estrela da Manhã
- Três Soldados Brancos
Padrões de velas baixistas comuns:
- Harami de Baixa
- Nuvem Negra
- Estrela da Noite
- Estrela Cadente
- Homem Enforcado