Predicción del precio de ZKsync - Pronóstico de ZK
Predicción de precio de ZKsync hasta $0.035244 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.0118069 | $0.035244 |
| 2027 | $0.011366 | $0.029859 |
| 2028 | $0.020512 | $0.050242 |
| 2029 | $0.04506 | $0.148228 |
| 2030 | $0.038322 | $0.11080047 |
| 2031 | $0.0453085 | $0.101148 |
| 2032 | $0.06916 | $0.187624 |
| 2033 | $0.160713 | $0.499764 |
| 2034 | $0.1292056 | $0.289436 |
| 2035 | $0.152761 | $0.341028 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en ZKsync hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,954.68, equivalente a un ROI del 39.55% en los próximos 90 días.
Predicción del precio a largo plazo de ZKsync para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'ZKsync'
'name_with_ticker' => 'ZKsync <small>ZK</small>'
'name_lang' => 'ZKsync'
'name_lang_with_ticker' => 'ZKsync <small>ZK</small>'
'name_with_lang' => 'ZKsync'
'name_with_lang_with_ticker' => 'ZKsync <small>ZK</small>'
'image' => '/uploads/coins/zksync.png?1718618625'
'price_for_sd' => 0.03417
'ticker' => 'ZK'
'marketcap' => '$293.21M'
'low24h' => '$0.0321'
'high24h' => '$0.03475'
'volume24h' => '$19.99M'
'current_supply' => '8.57B'
'max_supply' => '21B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.03417'
'change_24h_pct' => '5.7152%'
'ath_price' => '$0.3209'
'ath_days' => 568
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '17 jun. 2024'
'ath_pct' => '-89.35%'
'fdv' => '$718.66M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => '-72.04%'
'change_30d_pct_is_increased' => false
'max_price' => '$1.68'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.034465'
'next_week_prediction_price_date' => '13 de enero de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.030203'
'next_month_prediction_price_date' => '5 de febrero de 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.0118069'
'current_year_max_price_prediction' => '$0.035244'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.038322'
'grand_prediction_max_price' => '$0.11080047'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.034821090228728
107 => 0.034951099539587
108 => 0.035244017155391
109 => 0.032741068199315
110 => 0.033864818797873
111 => 0.034524916993333
112 => 0.031542569331664
113 => 0.034465965569041
114 => 0.032697497426549
115 => 0.032097252777487
116 => 0.03290540312123
117 => 0.032590466146321
118 => 0.032319701829015
119 => 0.032168610687636
120 => 0.032762027107782
121 => 0.032734343522496
122 => 0.031763399081974
123 => 0.03049684164007
124 => 0.030921939890904
125 => 0.030767497711059
126 => 0.030207779327862
127 => 0.030584961937481
128 => 0.028924040612468
129 => 0.026066511799962
130 => 0.027954282861979
131 => 0.027881605729591
201 => 0.027844958623795
202 => 0.029263566402741
203 => 0.029127199997645
204 => 0.028879693637093
205 => 0.030203233679454
206 => 0.029720123759866
207 => 0.031208954697022
208 => 0.032189595043781
209 => 0.031940872931451
210 => 0.032863169917423
211 => 0.030931733296025
212 => 0.031573279065866
213 => 0.031705500759887
214 => 0.030186901400779
215 => 0.02914951122799
216 => 0.029080329130579
217 => 0.027281637532136
218 => 0.028242484065493
219 => 0.029087989252316
220 => 0.028683057881681
221 => 0.028554868706718
222 => 0.029209759400762
223 => 0.029260650016449
224 => 0.028100338585647
225 => 0.028341604074395
226 => 0.029347721269524
227 => 0.028316252502508
228 => 0.026312277177663
301 => 0.025815263589975
302 => 0.0257489528156
303 => 0.024401012547145
304 => 0.025848476414468
305 => 0.025216619646761
306 => 0.027212647605139
307 => 0.026072527140226
308 => 0.026023378825714
309 => 0.025949083939838
310 => 0.024788856068068
311 => 0.025042872235658
312 => 0.025887260664481
313 => 0.026188547968602
314 => 0.026157121234408
315 => 0.025883122700525
316 => 0.026008557826237
317 => 0.025604487581824
318 => 0.025461801968527
319 => 0.025011446924192
320 => 0.024349549422775
321 => 0.02444159033
322 => 0.023130198184792
323 => 0.022415682143233
324 => 0.022217913520099
325 => 0.021953449051926
326 => 0.022247785485493
327 => 0.023126483175612
328 => 0.022066587335214
329 => 0.0202494702599
330 => 0.020358682092344
331 => 0.020604048654559
401 => 0.020146809689132
402 => 0.019714071381514
403 => 0.02009030223082
404 => 0.019320365771378
405 => 0.020697091797268
406 => 0.020659855216498
407 => 0.021173013542783
408 => 0.021493901975278
409 => 0.020754358027241
410 => 0.020568364724249
411 => 0.020674314962557
412 => 0.018923193530389
413 => 0.021029909562723
414 => 0.021048128530454
415 => 0.020892126667686
416 => 0.022013887917344
417 => 0.02438115404023
418 => 0.023490493301741
419 => 0.023145602543435
420 => 0.022489964959781
421 => 0.023363563112092
422 => 0.023296484404249
423 => 0.022993129048537
424 => 0.022809658782875
425 => 0.023147708372861
426 => 0.022767770697647
427 => 0.022699523451189
428 => 0.022286019391393
429 => 0.022138417255281
430 => 0.022029138509915
501 => 0.021908833348774
502 => 0.022174196556072
503 => 0.021572848616897
504 => 0.020847681953117
505 => 0.020787392191436
506 => 0.020953857524168
507 => 0.020880209006321
508 => 0.020787039590667
509 => 0.020609153803004
510 => 0.020556378889733
511 => 0.020727871755116
512 => 0.020534266308754
513 => 0.020819941691096
514 => 0.020742253794239
515 => 0.020308295517614
516 => 0.019767422833008
517 => 0.019762607931596
518 => 0.019646077798906
519 => 0.019497659154504
520 => 0.019456372482989
521 => 0.020058617118084
522 => 0.021305245489065
523 => 0.021060502510553
524 => 0.021237354394798
525 => 0.022107290628537
526 => 0.022383817197347
527 => 0.022187545188696
528 => 0.021918875957725
529 => 0.021930696040368
530 => 0.022848820134305
531 => 0.02290608240785
601 => 0.023050765699589
602 => 0.023236724616966
603 => 0.022219214796435
604 => 0.021882771419324
605 => 0.021723345882081
606 => 0.021232376932821
607 => 0.021761844852102
608 => 0.021453346569613
609 => 0.021494973527723
610 => 0.021467863916645
611 => 0.021482667597438
612 => 0.020696706974286
613 => 0.020983069716488
614 => 0.02050693611661
615 => 0.019869446674877
616 => 0.019867309586736
617 => 0.020023334224469
618 => 0.019930524664701
619 => 0.019680776525716
620 => 0.019716252070081
621 => 0.019405448972322
622 => 0.01975398919342
623 => 0.019763984079824
624 => 0.019629777109588
625 => 0.02016675140947
626 => 0.020386750218262
627 => 0.02029841231546
628 => 0.02038055219551
629 => 0.021070672686259
630 => 0.021183192438319
701 => 0.021233166279546
702 => 0.021166207952566
703 => 0.020393166331209
704 => 0.020427454014343
705 => 0.020175873745741
706 => 0.019963314929648
707 => 0.019971816167568
708 => 0.020081099029752
709 => 0.020558343698263
710 => 0.021562676968036
711 => 0.021600790681466
712 => 0.021646985613998
713 => 0.021459087607676
714 => 0.021402415771028
715 => 0.021477180551809
716 => 0.021854355322601
717 => 0.02282455123503
718 => 0.022481619202371
719 => 0.022202810121765
720 => 0.022447400851845
721 => 0.022409748026115
722 => 0.022091920284486
723 => 0.022082999918337
724 => 0.021472986866476
725 => 0.021247478930528
726 => 0.021059027620273
727 => 0.020853243709121
728 => 0.020731248108651
729 => 0.020918688796982
730 => 0.020961558700136
731 => 0.020551716359199
801 => 0.020495856362548
802 => 0.02083054246522
803 => 0.02068325958979
804 => 0.020834743679609
805 => 0.020869889287853
806 => 0.020864230035454
807 => 0.020710449798175
808 => 0.020808464735624
809 => 0.020576630188897
810 => 0.020324544939755
811 => 0.020163730256268
812 => 0.020023398115954
813 => 0.020101262543552
814 => 0.019823690076647
815 => 0.019734889058054
816 => 0.020775259480222
817 => 0.021543792296944
818 => 0.021532617525417
819 => 0.021464593977661
820 => 0.021363524783768
821 => 0.021846961481547
822 => 0.021678541802663
823 => 0.021801081190986
824 => 0.021832272608276
825 => 0.02192667963416
826 => 0.021960422031355
827 => 0.021858429071429
828 => 0.021516128240527
829 => 0.020663147114904
830 => 0.020266082098348
831 => 0.020135044029244
901 => 0.020139807014179
902 => 0.020008422626765
903 => 0.020047121217094
904 => 0.019994964836327
905 => 0.01989619326914
906 => 0.020095163677609
907 => 0.020118093163648
908 => 0.020071651092792
909 => 0.020082589881706
910 => 0.019698069370685
911 => 0.019727303630003
912 => 0.019564523559209
913 => 0.019534004258278
914 => 0.019122510414192
915 => 0.018393489422408
916 => 0.018797437819637
917 => 0.018309524959525
918 => 0.018124744966314
919 => 0.018999464714988
920 => 0.018911667113171
921 => 0.018761395783559
922 => 0.018539113167774
923 => 0.018456666383353
924 => 0.017955745820692
925 => 0.017926148761542
926 => 0.01817441851839
927 => 0.018059850568046
928 => 0.017898953775486
929 => 0.017316201902681
930 => 0.016660995855135
1001 => 0.016680772407232
1002 => 0.016889181260414
1003 => 0.017495158108806
1004 => 0.017258392470634
1005 => 0.017086616283567
1006 => 0.017054447767302
1007 => 0.017457104097702
1008 => 0.018026947164326
1009 => 0.018294304781667
1010 => 0.018029361502654
1011 => 0.017725008929284
1012 => 0.017743533460191
1013 => 0.017866768865179
1014 => 0.017879719163788
1015 => 0.017681616926474
1016 => 0.017737381545888
1017 => 0.017652669989775
1018 => 0.017132795326277
1019 => 0.017123392442155
1020 => 0.016995806815621
1021 => 0.016991943573555
1022 => 0.016774888595095
1023 => 0.016744521103178
1024 => 0.01631354526915
1025 => 0.016597214868222
1026 => 0.016406944194487
1027 => 0.016120161408853
1028 => 0.016070719948515
1029 => 0.016069233678515
1030 => 0.016363695475903
1031 => 0.016593773910676
1101 => 0.016410254034319
1102 => 0.016368470115855
1103 => 0.016814613049398
1104 => 0.016757837294421
1105 => 0.016708669856776
1106 => 0.017975923967804
1107 => 0.016972793453854
1108 => 0.016535371293084
1109 => 0.015993978304915
1110 => 0.016170258591803
1111 => 0.016207403438347
1112 => 0.014905450895223
1113 => 0.014377248910625
1114 => 0.014195989894383
1115 => 0.01409167276791
1116 => 0.014139211392376
1117 => 0.013663767654325
1118 => 0.013983273709409
1119 => 0.013571579620515
1120 => 0.013502557766744
1121 => 0.014238717796796
1122 => 0.014341150164394
1123 => 0.013904141860981
1124 => 0.01418477193699
1125 => 0.014083011570379
1126 => 0.013578636934035
1127 => 0.013559373532856
1128 => 0.013306296069964
1129 => 0.012910278845992
1130 => 0.012729288348076
1201 => 0.01263502692533
1202 => 0.012673921025473
1203 => 0.012654254978262
1204 => 0.012525920717578
1205 => 0.012661610947861
1206 => 0.012314978480563
1207 => 0.012176946639077
1208 => 0.012114600858592
1209 => 0.011806944592444
1210 => 0.012296562527248
1211 => 0.012393023428449
1212 => 0.012489674387423
1213 => 0.013330954998881
1214 => 0.013288926996967
1215 => 0.013668839665804
1216 => 0.013654076958108
1217 => 0.013545719710778
1218 => 0.013088578308197
1219 => 0.013270786723504
1220 => 0.012709977542665
1221 => 0.013130173912267
1222 => 0.012938413837
1223 => 0.013065339637926
1224 => 0.012837115603424
1225 => 0.012963424207257
1226 => 0.012415897886587
1227 => 0.011904625512248
1228 => 0.012110376440653
1229 => 0.012334051230302
1230 => 0.012819035165537
1231 => 0.012530182734741
]
'min_raw' => 0.011806944592444
'max_raw' => 0.035244017155391
'avg_raw' => 0.023525480873917
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.0118069'
'max' => '$0.035244'
'avg' => '$0.023525'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.022366575407556
'max_diff' => 0.0010704971553906
'year' => 2026
]
1 => [
'items' => [
101 => 0.012634064991575
102 => 0.012286076820862
103 => 0.011568077826774
104 => 0.011572141623106
105 => 0.011461693120324
106 => 0.011366249488175
107 => 0.012563360911141
108 => 0.012414481182164
109 => 0.012177260818937
110 => 0.012494789701879
111 => 0.01257874937839
112 => 0.012581139592347
113 => 0.012812800468735
114 => 0.012936437919991
115 => 0.012958229556651
116 => 0.013322752951012
117 => 0.013444936384622
118 => 0.013948192655615
119 => 0.012925948146059
120 => 0.012904895693091
121 => 0.012499257984433
122 => 0.012241996136723
123 => 0.012516872923243
124 => 0.012760376231676
125 => 0.012506824310989
126 => 0.012539932839057
127 => 0.012199560101488
128 => 0.012321227339143
129 => 0.012426023554559
130 => 0.012368161244043
131 => 0.012281538564634
201 => 0.012740411737259
202 => 0.012714520314521
203 => 0.013141833562319
204 => 0.013474954796441
205 => 0.014071967600531
206 => 0.013448953616482
207 => 0.013426248510647
208 => 0.013648194562198
209 => 0.013444902405838
210 => 0.013573376031251
211 => 0.014051268513282
212 => 0.014061365628374
213 => 0.013892225941182
214 => 0.013881933775845
215 => 0.013914418902956
216 => 0.014104685307098
217 => 0.014038200379194
218 => 0.014115138420957
219 => 0.014211350620297
220 => 0.014609325069898
221 => 0.01470527536236
222 => 0.014472165896199
223 => 0.014493213070978
224 => 0.014406023731635
225 => 0.01432179992231
226 => 0.014511122745774
227 => 0.014857113926803
228 => 0.014854961533623
301 => 0.014935224762515
302 => 0.014985228089177
303 => 0.014770577206468
304 => 0.014630847374756
305 => 0.014684428683475
306 => 0.014770106362965
307 => 0.014656644566751
308 => 0.013956305799903
309 => 0.014168743843951
310 => 0.014133383765732
311 => 0.014083026714416
312 => 0.014296634810441
313 => 0.014276031788479
314 => 0.013658891291596
315 => 0.013698398623899
316 => 0.013661293863325
317 => 0.013781186935658
318 => 0.013438427786476
319 => 0.013543858192246
320 => 0.013609983154397
321 => 0.013648931265099
322 => 0.013789638547926
323 => 0.013773128172323
324 => 0.013788612239797
325 => 0.013997243994883
326 => 0.015052431818338
327 => 0.015109863363428
328 => 0.014827049430804
329 => 0.014940028018629
330 => 0.014723133835706
331 => 0.014868736353767
401 => 0.014968353898721
402 => 0.014518201368425
403 => 0.014491546257047
404 => 0.014273756874678
405 => 0.014390784552542
406 => 0.014204585102472
407 => 0.014250271934539
408 => 0.014122527569174
409 => 0.014352441993182
410 => 0.014609522044312
411 => 0.014674470617627
412 => 0.014503618883355
413 => 0.014379910968065
414 => 0.014162720620736
415 => 0.014523913008747
416 => 0.01462953667014
417 => 0.014523358212619
418 => 0.014498754343966
419 => 0.014452130057327
420 => 0.014508645906784
421 => 0.014628961420996
422 => 0.014572222846372
423 => 0.014609699674516
424 => 0.014466876651569
425 => 0.014770648264842
426 => 0.01525311069334
427 => 0.015254661888939
428 => 0.015197923008473
429 => 0.015174706681042
430 => 0.015232924215603
501 => 0.015264504839895
502 => 0.015452769671395
503 => 0.015654785336398
504 => 0.016597504298623
505 => 0.016332792586381
506 => 0.017169228932269
507 => 0.017830741484201
508 => 0.018029100174087
509 => 0.017846619512889
510 => 0.017222363028343
511 => 0.017191734027039
512 => 0.01812463676924
513 => 0.017861049014915
514 => 0.017829696090268
515 => 0.01749615394362
516 => 0.017693318662287
517 => 0.017650195846083
518 => 0.017582124371064
519 => 0.017958300919668
520 => 0.018662469837143
521 => 0.018552718507701
522 => 0.018470794231489
523 => 0.018111825900929
524 => 0.018328005014405
525 => 0.018251027772735
526 => 0.018581770853917
527 => 0.018385845979481
528 => 0.017859052078431
529 => 0.017942945743508
530 => 0.017930265384803
531 => 0.018191226268429
601 => 0.018112892288612
602 => 0.017914969418028
603 => 0.018660063064336
604 => 0.018611680827374
605 => 0.018680275777668
606 => 0.018710473396156
607 => 0.019163998768641
608 => 0.019349793602555
609 => 0.01939197228265
610 => 0.01956846300498
611 => 0.019387581032699
612 => 0.020111237888484
613 => 0.020592427471033
614 => 0.021151353932953
615 => 0.021968095719088
616 => 0.022275198185959
617 => 0.022219722874086
618 => 0.022838967174988
619 => 0.023951735418683
620 => 0.022444645151398
621 => 0.02403161486235
622 => 0.023529198574309
623 => 0.022337978593447
624 => 0.022261278070241
625 => 0.023067986071628
626 => 0.024857186775939
627 => 0.024409012292456
628 => 0.02485791982884
629 => 0.02433424534252
630 => 0.024308240490399
701 => 0.024832486127903
702 => 0.026057414635072
703 => 0.025475497017075
704 => 0.024641175419621
705 => 0.025257225503699
706 => 0.024723545908127
707 => 0.02352101641179
708 => 0.024408669581875
709 => 0.023815121185946
710 => 0.023988350162646
711 => 0.025235900607228
712 => 0.025085792037127
713 => 0.025280046426517
714 => 0.024937192513766
715 => 0.024616912896157
716 => 0.024019087205612
717 => 0.023842100491092
718 => 0.023891013251671
719 => 0.023842076252357
720 => 0.023507598272799
721 => 0.02343536778496
722 => 0.02331498047407
723 => 0.023352293535671
724 => 0.023125930170649
725 => 0.023553124609504
726 => 0.02363241566178
727 => 0.023943292149319
728 => 0.023975568377548
729 => 0.024841354970295
730 => 0.024364494263963
731 => 0.024684413595943
801 => 0.024655796999693
802 => 0.022363795942527
803 => 0.022679613465708
804 => 0.023170926422779
805 => 0.022949590601578
806 => 0.022636673535004
807 => 0.022383976226195
808 => 0.022001113963722
809 => 0.022539985245934
810 => 0.023248543679471
811 => 0.023993538588722
812 => 0.024888601158188
813 => 0.02468883361236
814 => 0.023976806016579
815 => 0.024008747054389
816 => 0.024206193981797
817 => 0.023950482270859
818 => 0.023875067895217
819 => 0.02419583320465
820 => 0.024198042139047
821 => 0.02390381491182
822 => 0.023576835191771
823 => 0.023575465134805
824 => 0.023517282251872
825 => 0.02434459594814
826 => 0.024799534830238
827 => 0.0248516928399
828 => 0.024796024180615
829 => 0.024817448838164
830 => 0.024552729926565
831 => 0.025157798858525
901 => 0.025713069945607
902 => 0.025564245432633
903 => 0.025341136331033
904 => 0.025163419185218
905 => 0.025522380921011
906 => 0.025506396919974
907 => 0.025708220137069
908 => 0.025699064270155
909 => 0.025631198713201
910 => 0.025564247856325
911 => 0.025829700436054
912 => 0.02575325435613
913 => 0.025676689534329
914 => 0.02552312706272
915 => 0.025543998753014
916 => 0.025320928174346
917 => 0.025217725517639
918 => 0.023665805178564
919 => 0.023251081353503
920 => 0.023381561911349
921 => 0.023424519498918
922 => 0.023244031158768
923 => 0.023502805074892
924 => 0.023462475434174
925 => 0.023619374474159
926 => 0.023521350765741
927 => 0.023525373692926
928 => 0.023813640518526
929 => 0.023897325604373
930 => 0.02385476269429
1001 => 0.023884572297541
1002 => 0.024571522022611
1003 => 0.024473859739122
1004 => 0.024421978597499
1005 => 0.024436350028291
1006 => 0.024611880411414
1007 => 0.024661019335085
1008 => 0.02445281426256
1009 => 0.024551004978382
1010 => 0.024969088584095
1011 => 0.025115394184612
1012 => 0.025582331430789
1013 => 0.025383968189465
1014 => 0.025748072503875
1015 => 0.026867205034063
1016 => 0.027761245537258
1017 => 0.026939048942734
1018 => 0.02858084047148
1019 => 0.029859210677615
1020 => 0.029810144699867
1021 => 0.029587231285191
1022 => 0.028131840792736
1023 => 0.026792568762929
1024 => 0.027912926684357
1025 => 0.027915782707102
1026 => 0.027819542968055
1027 => 0.027221806214311
1028 => 0.027798743024695
1029 => 0.027844538173576
1030 => 0.027818905068115
1031 => 0.027360621700488
1101 => 0.026660907703044
1102 => 0.026797630143266
1103 => 0.027021584289412
1104 => 0.026597592369029
1105 => 0.02646210125989
1106 => 0.026714005010017
1107 => 0.027525691379157
1108 => 0.02737224677285
1109 => 0.027368239714061
1110 => 0.028024740810482
1111 => 0.027554827707249
1112 => 0.026799354651083
1113 => 0.026608587740936
1114 => 0.025931493725902
1115 => 0.026399164973812
1116 => 0.026415995629445
1117 => 0.026159856866449
1118 => 0.026820138900039
1119 => 0.026814054284859
1120 => 0.027440893805741
1121 => 0.028639175539495
1122 => 0.028284784666961
1123 => 0.027872666639821
1124 => 0.027917475296165
1125 => 0.028408915659065
1126 => 0.028111779597163
1127 => 0.028218631796729
1128 => 0.028408753925464
1129 => 0.028523459326196
1130 => 0.027900970954215
1201 => 0.027755839137646
1202 => 0.027458950375291
1203 => 0.027381497638883
1204 => 0.027623307341034
1205 => 0.02755959902778
1206 => 0.026414581078011
1207 => 0.02629492033144
1208 => 0.026298590155701
1209 => 0.025997697518891
1210 => 0.025538764025248
1211 => 0.026744813845047
1212 => 0.02664795116586
1213 => 0.026541022264615
1214 => 0.02655412044489
1215 => 0.027077625794843
1216 => 0.026773966254216
1217 => 0.027581294911793
1218 => 0.027415332410316
1219 => 0.02724511359691
1220 => 0.027221584171905
1221 => 0.027156064451131
1222 => 0.026931372949781
1223 => 0.026660044460034
1224 => 0.026480889889032
1225 => 0.024427221148089
1226 => 0.024808370120766
1227 => 0.02524684727101
1228 => 0.025398207826187
1229 => 0.025139295122725
1230 => 0.026941596401405
1231 => 0.027270894212427
]
'min_raw' => 0.011366249488175
'max_raw' => 0.029859210677615
'avg_raw' => 0.020612730082895
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.011366'
'max' => '$0.029859'
'avg' => '$0.020612'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00044069510426891
'max_diff' => -0.0053848064777753
'year' => 2027
]
2 => [
'items' => [
101 => 0.026273429663276
102 => 0.026086844772339
103 => 0.026953828875792
104 => 0.026430931476914
105 => 0.026666392143611
106 => 0.02615745497231
107 => 0.027191576012717
108 => 0.027183697743016
109 => 0.026781401301615
110 => 0.02712141949908
111 => 0.027062332969833
112 => 0.026608141278304
113 => 0.027205974699466
114 => 0.027206271217384
115 => 0.026819069639214
116 => 0.026366902965236
117 => 0.026286066243629
118 => 0.026225166632784
119 => 0.026651414572557
120 => 0.027033587142515
121 => 0.027744715546592
122 => 0.027923510123371
123 => 0.028621357259568
124 => 0.028205823267523
125 => 0.028390024104131
126 => 0.028590000169067
127 => 0.028685876048474
128 => 0.028529651447964
129 => 0.02961369529582
130 => 0.029705221810824
131 => 0.029735909859603
201 => 0.02937037637341
202 => 0.029695055663328
203 => 0.029543148975823
204 => 0.029938367975816
205 => 0.030000343361425
206 => 0.029947852414653
207 => 0.02996752438026
208 => 0.029042484194554
209 => 0.028994515980949
210 => 0.028340465984782
211 => 0.028606996192714
212 => 0.028108730744111
213 => 0.028266735850566
214 => 0.028336382995963
215 => 0.028300003279648
216 => 0.028622065410772
217 => 0.02834824680637
218 => 0.027625594489409
219 => 0.026902745286307
220 => 0.026893670503382
221 => 0.026703357067553
222 => 0.026565795311094
223 => 0.026592294585653
224 => 0.026685681485556
225 => 0.026560367494703
226 => 0.026587109588232
227 => 0.027031206522452
228 => 0.027120266995455
229 => 0.026817604710017
301 => 0.025602371960022
302 => 0.025304150794993
303 => 0.025518506254433
304 => 0.025416058151081
305 => 0.020512742569929
306 => 0.021664703833813
307 => 0.020980247567722
308 => 0.021295676505455
309 => 0.020597023896867
310 => 0.020930457541206
311 => 0.020868884522143
312 => 0.022721204145456
313 => 0.02269228272232
314 => 0.022706125877088
315 => 0.022045356031892
316 => 0.023097980337145
317 => 0.023616540921059
318 => 0.023520569158019
319 => 0.023544723183146
320 => 0.023129677005358
321 => 0.022710144431335
322 => 0.022244818241142
323 => 0.023109336786464
324 => 0.023013217082048
325 => 0.023233681101201
326 => 0.023794383174904
327 => 0.023876948685157
328 => 0.023987917568233
329 => 0.023948143122953
330 => 0.024895731775581
331 => 0.024780972537357
401 => 0.025057509282992
402 => 0.024488652216327
403 => 0.023844936448988
404 => 0.023967285771705
405 => 0.023955502548057
406 => 0.023805488586853
407 => 0.023670062690256
408 => 0.023444616728431
409 => 0.024157961111369
410 => 0.024129000632141
411 => 0.024597837127959
412 => 0.024514965723288
413 => 0.023961530200826
414 => 0.023981296258781
415 => 0.024114232497771
416 => 0.024574326338755
417 => 0.024710913516337
418 => 0.024647640893623
419 => 0.0247974024984
420 => 0.024915767964543
421 => 0.024812267378561
422 => 0.026277617412649
423 => 0.025669101914648
424 => 0.02596568813435
425 => 0.026036422200162
426 => 0.025855238377963
427 => 0.025894530661291
428 => 0.025954047764028
429 => 0.026315423957202
430 => 0.027263779653133
501 => 0.027683799935186
502 => 0.028947451677177
503 => 0.027648923097726
504 => 0.027571873785667
505 => 0.027799495623026
506 => 0.028541392966697
507 => 0.029142631080867
508 => 0.029342096449597
509 => 0.029368459090889
510 => 0.029742669382832
511 => 0.029957159743565
512 => 0.029697230410682
513 => 0.0294769675168
514 => 0.028688013170949
515 => 0.028779336784733
516 => 0.029408465922431
517 => 0.030297147884952
518 => 0.031059729460393
519 => 0.030792699971325
520 => 0.032829946479477
521 => 0.033031931149355
522 => 0.033004023398924
523 => 0.033464174536254
524 => 0.032550868236803
525 => 0.032160412099312
526 => 0.029524590854547
527 => 0.030265149110575
528 => 0.031341594027172
529 => 0.031199122505999
530 => 0.030417379434111
531 => 0.031059136438173
601 => 0.030846951503033
602 => 0.030679592441127
603 => 0.031446296747868
604 => 0.030603273868129
605 => 0.031333184229068
606 => 0.030397066641208
607 => 0.030793919739538
608 => 0.030568646727301
609 => 0.03071442597464
610 => 0.029862203473456
611 => 0.030322042048564
612 => 0.029843072676923
613 => 0.029842845583077
614 => 0.029832272307651
615 => 0.030395777649311
616 => 0.030414153538272
617 => 0.029997722239376
618 => 0.029937707983326
619 => 0.030159612142689
620 => 0.029899820488866
621 => 0.030021375368581
622 => 0.029903502262343
623 => 0.029876966543341
624 => 0.029665525419656
625 => 0.029574430769878
626 => 0.029610151329276
627 => 0.029488218644839
628 => 0.029414749791969
629 => 0.029817657503631
630 => 0.029602400166541
701 => 0.029784666229497
702 => 0.029576951046947
703 => 0.028856919727032
704 => 0.028442822100755
705 => 0.027082749684373
706 => 0.027468464534495
707 => 0.027724193879176
708 => 0.027639675332284
709 => 0.027821253875343
710 => 0.027832401323167
711 => 0.027773368287845
712 => 0.027705015595541
713 => 0.027671745285069
714 => 0.027919714921476
715 => 0.028063669641684
716 => 0.027749859740132
717 => 0.027676338470865
718 => 0.027993617607254
719 => 0.028187157697165
720 => 0.029616148980284
721 => 0.02951028469045
722 => 0.029775983283116
723 => 0.029746069699059
724 => 0.03002456415328
725 => 0.030479784885392
726 => 0.029554193855289
727 => 0.029714844453585
728 => 0.029675456636847
729 => 0.030105482491954
730 => 0.030106824985734
731 => 0.029849003004213
801 => 0.02998877248308
802 => 0.029910756994352
803 => 0.030051741526909
804 => 0.029508870808316
805 => 0.03017002874429
806 => 0.03054486268991
807 => 0.030550067259609
808 => 0.030727735574967
809 => 0.030908256873225
810 => 0.031254751785141
811 => 0.030898593318192
812 => 0.030257898907479
813 => 0.030304154974503
814 => 0.029928516075923
815 => 0.029934830633672
816 => 0.029901123029523
817 => 0.030002282086965
818 => 0.029531069532758
819 => 0.029641662177384
820 => 0.029486831827278
821 => 0.029714507882642
822 => 0.02946956608327
823 => 0.029675437642849
824 => 0.029764284983214
825 => 0.030092133581904
826 => 0.029421142578678
827 => 0.028052946501003
828 => 0.028340557904304
829 => 0.027915158047434
830 => 0.027954530423798
831 => 0.028034068890123
901 => 0.027776258697399
902 => 0.027825440757638
903 => 0.027823683628357
904 => 0.027808541637495
905 => 0.027741475249266
906 => 0.027644215717653
907 => 0.028031667756695
908 => 0.028097503408127
909 => 0.028243847905948
910 => 0.028679269865042
911 => 0.028635760943372
912 => 0.028706725799784
913 => 0.028551809916687
914 => 0.027961716527306
915 => 0.027993761437374
916 => 0.027594160895337
917 => 0.028233629221663
918 => 0.02808219468142
919 => 0.027984563848185
920 => 0.027957924370793
921 => 0.028394425656704
922 => 0.028525033682768
923 => 0.028443647525704
924 => 0.028276722143151
925 => 0.028597268224711
926 => 0.028683032833384
927 => 0.028702232366388
928 => 0.029270178564298
929 => 0.028733974249756
930 => 0.028863043957679
1001 => 0.02987000897432
1002 => 0.0289568306559
1003 => 0.029440561577474
1004 => 0.029416885466077
1005 => 0.029664345836992
1006 => 0.029396586492835
1007 => 0.029399905690812
1008 => 0.029619633735768
1009 => 0.02931106532479
1010 => 0.029234659446824
1011 => 0.029129105273645
1012 => 0.029359578949161
1013 => 0.029497737494205
1014 => 0.030611193900992
1015 => 0.031330537519557
1016 => 0.031299308915941
1017 => 0.031584679895492
1018 => 0.031456117655506
1019 => 0.031040956269584
1020 => 0.031749586131815
1021 => 0.031525345993072
1022 => 0.031543832077659
1023 => 0.031543144024667
1024 => 0.031692244113518
1025 => 0.031586593035745
1026 => 0.031378343916593
1027 => 0.031516589400465
1028 => 0.031927129063901
1029 => 0.033201456776101
1030 => 0.033914587446445
1031 => 0.033158525414313
1101 => 0.033680046880004
1102 => 0.033367319837688
1103 => 0.033310488031276
1104 => 0.033638042051863
1105 => 0.033966169412402
1106 => 0.03394526911807
1107 => 0.033707065503844
1108 => 0.033572510326362
1109 => 0.034591407209553
1110 => 0.035342113076633
1111 => 0.035290919969294
1112 => 0.035516869696197
1113 => 0.036180265082747
1114 => 0.036240917642952
1115 => 0.036233276814449
1116 => 0.036082943115542
1117 => 0.036736142026377
1118 => 0.037281052049738
1119 => 0.036048145207803
1120 => 0.036517619993276
1121 => 0.036728382350008
1122 => 0.037037844020063
1123 => 0.037559957729245
1124 => 0.038127111701238
1125 => 0.038207313491405
1126 => 0.038150406483273
1127 => 0.037776353192826
1128 => 0.038396939836535
1129 => 0.038760464937872
1130 => 0.038976935816595
1201 => 0.039525869947715
1202 => 0.036729683946571
1203 => 0.0347504045155
1204 => 0.034441311451197
1205 => 0.035069864351942
1206 => 0.035235608739253
1207 => 0.035168797384554
1208 => 0.03294093843667
1209 => 0.034429582234902
1210 => 0.036031237793074
1211 => 0.036092763906011
1212 => 0.036894586167471
1213 => 0.037155692363607
1214 => 0.037801264381328
1215 => 0.037760883675849
1216 => 0.03791807018887
1217 => 0.037881935731617
1218 => 0.039077721953219
1219 => 0.040396851731618
1220 => 0.040351174461968
1221 => 0.040161533949088
1222 => 0.040443182449227
1223 => 0.041804665747073
1224 => 0.041679322182333
1225 => 0.041801082778738
1226 => 0.043406348316735
1227 => 0.04549342186249
1228 => 0.044523766661729
1229 => 0.046627639436613
1230 => 0.0479519158269
1231 => 0.050242114911165
]
'min_raw' => 0.020512742569929
'max_raw' => 0.050242114911165
'avg_raw' => 0.035377428740547
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.020512'
'max' => '$0.050242'
'avg' => '$0.035377'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0091464930817544
'max_diff' => 0.02038290423355
'year' => 2028
]
3 => [
'items' => [
101 => 0.049955370706347
102 => 0.050846928403594
103 => 0.0494420387344
104 => 0.046216128078885
105 => 0.04570561536936
106 => 0.04672767474207
107 => 0.049240307978783
108 => 0.046648542979743
109 => 0.047172853663527
110 => 0.047021852151325
111 => 0.047013805922455
112 => 0.04732089775205
113 => 0.04687544503639
114 => 0.045060590537376
115 => 0.045892327659269
116 => 0.045571154013209
117 => 0.045927520118594
118 => 0.047850681012797
119 => 0.04700040573904
120 => 0.046104709808892
121 => 0.047228111276136
122 => 0.048658587386565
123 => 0.048569070762387
124 => 0.048395371096436
125 => 0.049374507018785
126 => 0.050991752702598
127 => 0.051428887712313
128 => 0.051751571839653
129 => 0.05179606452902
130 => 0.052254366881555
131 => 0.049789959624914
201 => 0.05370103723167
202 => 0.054376372293018
203 => 0.054249437291255
204 => 0.055000043789499
205 => 0.054779196316667
206 => 0.054459222978439
207 => 0.055649093936738
208 => 0.054285002900684
209 => 0.05234884740929
210 => 0.051286634213899
211 => 0.052685442235885
212 => 0.053539645483239
213 => 0.05410421949221
214 => 0.0542750592462
215 => 0.04998126454498
216 => 0.047667147345793
217 => 0.049150469939064
218 => 0.050960225876311
219 => 0.049779906339306
220 => 0.049826172630516
221 => 0.048143347153265
222 => 0.051109118590486
223 => 0.050677030638147
224 => 0.052918703699233
225 => 0.052383710432655
226 => 0.054211707792724
227 => 0.053730334824955
228 => 0.055728487100963
301 => 0.056525604141676
302 => 0.057864087714394
303 => 0.058848681679094
304 => 0.059426854087447
305 => 0.05939214278472
306 => 0.061683149910965
307 => 0.060332223050311
308 => 0.058635140524314
309 => 0.058604445655646
310 => 0.059483388743705
311 => 0.061325412330016
312 => 0.061803022245593
313 => 0.062069941031658
314 => 0.06166114561929
315 => 0.06019481133385
316 => 0.059561655623881
317 => 0.060101122633061
318 => 0.059441400837762
319 => 0.060580265741691
320 => 0.062144170503204
321 => 0.061821230354301
322 => 0.06290077085419
323 => 0.064017981700602
324 => 0.06561564338805
325 => 0.066033331314389
326 => 0.06672375357338
327 => 0.067434424869779
328 => 0.067662673337053
329 => 0.068098470482421
330 => 0.068096173616349
331 => 0.069409477646445
401 => 0.070858092661282
402 => 0.071404911293868
403 => 0.072662290587744
404 => 0.070509072610807
405 => 0.072142313180699
406 => 0.073615537057405
407 => 0.071859098817705
408 => 0.074279939733508
409 => 0.074373935500526
410 => 0.07579315998557
411 => 0.074354504079465
412 => 0.073500234794772
413 => 0.075966478210628
414 => 0.077159815713622
415 => 0.076800372746017
416 => 0.07406499401466
417 => 0.072472886267098
418 => 0.068306033197077
419 => 0.073241850653173
420 => 0.075645943356269
421 => 0.074058767995345
422 => 0.074859246926918
423 => 0.079226400421412
424 => 0.080889129719867
425 => 0.080543293649143
426 => 0.080601734252149
427 => 0.081498912800924
428 => 0.085477496571442
429 => 0.083093436953298
430 => 0.084915961202359
501 => 0.085882621492461
502 => 0.086780509442471
503 => 0.084575580417647
504 => 0.081707000153191
505 => 0.080798400368631
506 => 0.073900954685509
507 => 0.073541912683614
508 => 0.073340371527865
509 => 0.072069683049425
510 => 0.071071269976239
511 => 0.070277294831741
512 => 0.068193666951529
513 => 0.068896830195563
514 => 0.065575962241441
515 => 0.067700535874154
516 => 0.062400350434215
517 => 0.066814502364457
518 => 0.064412080155687
519 => 0.066025242055938
520 => 0.066019613886037
521 => 0.063049271374228
522 => 0.061336039802884
523 => 0.062427777640115
524 => 0.063598207263884
525 => 0.063788105532542
526 => 0.065305598091098
527 => 0.065729097645797
528 => 0.064445874223754
529 => 0.06229051587176
530 => 0.062791156458438
531 => 0.061325894337374
601 => 0.058758078830703
602 => 0.060602328757351
603 => 0.061232036768255
604 => 0.061510151699543
605 => 0.058985000064336
606 => 0.058191542596844
607 => 0.057769112498905
608 => 0.061964550505151
609 => 0.062194386069799
610 => 0.061018514825586
611 => 0.066333564350115
612 => 0.065130604948358
613 => 0.066474605332329
614 => 0.062745728572663
615 => 0.062888176686481
616 => 0.061122866670554
617 => 0.062111322321415
618 => 0.061412713726799
619 => 0.062031464872935
620 => 0.062402341758722
621 => 0.064167362104645
622 => 0.066834656061616
623 => 0.063903726923206
624 => 0.062626679125922
625 => 0.063418952396968
626 => 0.065528880522312
627 => 0.068725529637442
628 => 0.066833049022726
629 => 0.067672899783133
630 => 0.067856369811922
701 => 0.06646092467007
702 => 0.068776981690265
703 => 0.070018175463
704 => 0.071291383444965
705 => 0.072396874261228
706 => 0.070782836178525
707 => 0.072510088290288
708 => 0.071118227989249
709 => 0.069869585411345
710 => 0.069871479086718
711 => 0.069088187357841
712 => 0.067570460932033
713 => 0.067290568893012
714 => 0.068746602626463
715 => 0.069914203793782
716 => 0.070010373018355
717 => 0.070656817018097
718 => 0.071039375918242
719 => 0.074788973203266
720 => 0.076297092249598
721 => 0.07814119167222
722 => 0.07885957232508
723 => 0.081021640536471
724 => 0.079275594861178
725 => 0.078897826896186
726 => 0.073653356622475
727 => 0.074512138335994
728 => 0.075887130719449
729 => 0.073676029740437
730 => 0.07507846438633
731 => 0.075355334693057
801 => 0.073600897375258
802 => 0.074538018151456
803 => 0.07204930320682
804 => 0.066888903246536
805 => 0.068782726690599
806 => 0.070177218199508
807 => 0.068187106876732
808 => 0.071754304394864
809 => 0.069670421246675
810 => 0.069009930332731
811 => 0.066433119795422
812 => 0.067649275178498
813 => 0.069294142747777
814 => 0.068277805826342
815 => 0.070386857542075
816 => 0.073373837235101
817 => 0.075502536842067
818 => 0.075665951965721
819 => 0.07429734073024
820 => 0.076490548969459
821 => 0.076506524097102
822 => 0.074032576243744
823 => 0.072517296958561
824 => 0.072173022316792
825 => 0.073033087870949
826 => 0.074077366230556
827 => 0.075723902146872
828 => 0.076718869316808
829 => 0.079313216006189
830 => 0.080015171834587
831 => 0.080786408470287
901 => 0.081817018456153
902 => 0.08305452998716
903 => 0.080346925208886
904 => 0.080454503394333
905 => 0.077933219314144
906 => 0.07523886568575
907 => 0.07728354423378
908 => 0.07995668944314
909 => 0.07934346697855
910 => 0.079274466924286
911 => 0.07939050587654
912 => 0.078928156164212
913 => 0.076836965550834
914 => 0.075786782716341
915 => 0.077141786503052
916 => 0.077861910711408
917 => 0.078978760557138
918 => 0.078841085239812
919 => 0.081717970501495
920 => 0.082835841121691
921 => 0.082549841980664
922 => 0.082602472705567
923 => 0.084626324066971
924 => 0.08687726301763
925 => 0.088985564382477
926 => 0.091130219084451
927 => 0.088544754133924
928 => 0.087232014481356
929 => 0.088586426715801
930 => 0.087867756519472
1001 => 0.091997448639007
1002 => 0.092283379561298
1003 => 0.096412773057089
1004 => 0.10033205920363
1005 => 0.097870425796291
1006 => 0.100191635225
1007 => 0.10270221247314
1008 => 0.10754552331127
1009 => 0.10591446661071
1010 => 0.10466510274001
1011 => 0.10348445991907
1012 => 0.10594119020767
1013 => 0.10910173447672
1014 => 0.10978248544096
1015 => 0.11088556206991
1016 => 0.10972581187236
1017 => 0.11112260324301
1018 => 0.11605389056264
1019 => 0.1147214131992
1020 => 0.11282908113669
1021 => 0.11672185886966
1022 => 0.11813063999844
1023 => 0.12801820374457
1024 => 0.14050166140896
1025 => 0.1353334279651
1026 => 0.13212533868865
1027 => 0.13287931576551
1028 => 0.13743785191283
1029 => 0.13890190904265
1030 => 0.13492209707305
1031 => 0.13632783394196
1101 => 0.14407358229865
1102 => 0.14822892777865
1103 => 0.14258541047945
1104 => 0.12701517007611
1105 => 0.11265869733891
1106 => 0.11646668038921
1107 => 0.11603497328678
1108 => 0.12435681359425
1109 => 0.11468963405476
1110 => 0.11485240456534
1111 => 0.12334633171739
1112 => 0.121080297576
1113 => 0.11740961247867
1114 => 0.11268549740235
1115 => 0.103952533756
1116 => 0.09621750431773
1117 => 0.11138767831708
1118 => 0.11073351282905
1119 => 0.1097861842605
1120 => 0.11189436147816
1121 => 0.12213107163054
1122 => 0.12189508232853
1123 => 0.12039383879194
1124 => 0.12153251878309
1125 => 0.11720999637079
1126 => 0.11832400881844
1127 => 0.11265642320028
1128 => 0.11521840859897
1129 => 0.11740173683704
1130 => 0.11784007230556
1201 => 0.1188276644981
1202 => 0.11038879734238
1203 => 0.11417760094317
1204 => 0.11640316809575
1205 => 0.10634797473357
1206 => 0.11620440925289
1207 => 0.11024189543998
1208 => 0.10821812869792
1209 => 0.11094286400511
1210 => 0.10988103200601
1211 => 0.10896813120605
1212 => 0.10845871687404
1213 => 0.11045946176557
1214 => 0.11036612462498
1215 => 0.10709251765458
1216 => 0.10282223081099
1217 => 0.10425547924308
1218 => 0.10373476665093
1219 => 0.10184763704369
1220 => 0.10311933454607
1221 => 0.097519422336965
1222 => 0.08788506443931
1223 => 0.094249816374864
1224 => 0.094004780348863
1225 => 0.093881222073054
1226 => 0.098664157243801
1227 => 0.098204388388222
1228 => 0.097369903413278
1229 => 0.10183231107271
1230 => 0.10020347224917
1231 => 0.10522316970064
]
'min_raw' => 0.045060590537376
'max_raw' => 0.14822892777865
'avg_raw' => 0.096644759158012
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.04506'
'max' => '$0.148228'
'avg' => '$0.096644'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.024547847967446
'max_diff' => 0.097986812867482
'year' => 2029
]
4 => [
'items' => [
101 => 0.10852946709586
102 => 0.10769088312892
103 => 0.11080047180985
104 => 0.1042884983922
105 => 0.10645151474652
106 => 0.10689730941933
107 => 0.10177724565488
108 => 0.098279612259052
109 => 0.098046359987491
110 => 0.091981945682702
111 => 0.095221506854078
112 => 0.098072186622739
113 => 0.096706932235237
114 => 0.096274733481969
115 => 0.098482743179945
116 => 0.098654324443802
117 => 0.094742253444496
118 => 0.095555696884429
119 => 0.098947891252666
120 => 0.095470222289823
121 => 0.088713679569019
122 => 0.087037963557749
123 => 0.086814392152271
124 => 0.082269717426992
125 => 0.08714994291437
126 => 0.085019593707217
127 => 0.091749341327109
128 => 0.087905345578987
129 => 0.087739638605183
130 => 0.087489148210349
131 => 0.083577358936152
201 => 0.084433792180024
202 => 0.087280706721119
203 => 0.08829651790217
204 => 0.088190560473691
205 => 0.087266755286739
206 => 0.087689668570678
207 => 0.086327317530356
208 => 0.085846243023134
209 => 0.084327839548372
210 => 0.082096205910138
211 => 0.082406528254939
212 => 0.077985078078891
213 => 0.075576037358859
214 => 0.074909246638201
215 => 0.074017586219434
216 => 0.075009962055118
217 => 0.077972552666069
218 => 0.074399039840602
219 => 0.06827250275412
220 => 0.068640718072129
221 => 0.069467988567586
222 => 0.067926375472244
223 => 0.066467368055283
224 => 0.067735856631317
225 => 0.065139962103063
226 => 0.069781690019292
227 => 0.06965614428745
228 => 0.071386293412092
301 => 0.072468191165964
302 => 0.069974767111846
303 => 0.06934767770517
304 => 0.069704896330837
305 => 0.063800868162888
306 => 0.07090380835212
307 => 0.070965234873833
308 => 0.070439263701807
309 => 0.074221360073898
310 => 0.082202763084451
311 => 0.079199838220689
312 => 0.078037014949555
313 => 0.075826487061113
314 => 0.078771884224304
315 => 0.078545723677524
316 => 0.077522939916146
317 => 0.076904357105985
318 => 0.078044114900491
319 => 0.076763128502105
320 => 0.076533028145802
321 => 0.075138870338267
322 => 0.074641219431115
323 => 0.074272778511513
324 => 0.073867161261289
325 => 0.074761851841763
326 => 0.072734365280061
327 => 0.070289415243607
328 => 0.070086144102802
329 => 0.070647393594347
330 => 0.070399082474449
331 => 0.070084955284692
401 => 0.069485200931998
402 => 0.069307266627277
403 => 0.069885466796166
404 => 0.069232712516655
405 => 0.070195887013439
406 => 0.069933956845189
407 => 0.06847083621755
408 => 0.066647246198875
409 => 0.066631012422599
410 => 0.066238122944362
411 => 0.0657377191225
412 => 0.065598518226946
413 => 0.067629028061546
414 => 0.071832122651123
415 => 0.071006954611659
416 => 0.071603223086794
417 => 0.074536273835854
418 => 0.075468602469067
419 => 0.074806857688626
420 => 0.073901020618519
421 => 0.073940872852403
422 => 0.077036392336489
423 => 0.07722945608967
424 => 0.077717265909232
425 => 0.078344239382406
426 => 0.074913633982218
427 => 0.073779291646563
428 => 0.073241777317013
429 => 0.071586441226223
430 => 0.073371579282349
501 => 0.072331455784277
502 => 0.072471803979846
503 => 0.072380402033364
504 => 0.072430313676715
505 => 0.069780392561741
506 => 0.070745884540284
507 => 0.069140566865707
508 => 0.066991226704815
509 => 0.06698402136294
510 => 0.06751006932235
511 => 0.067197155411834
512 => 0.066355112124388
513 => 0.066474720399037
514 => 0.065426826055367
515 => 0.066601953745098
516 => 0.066635652202431
517 => 0.066183164032246
518 => 0.06799361037465
519 => 0.068735351718317
520 => 0.068437514311465
521 => 0.068714454651878
522 => 0.071041244069109
523 => 0.071420612269058
524 => 0.071589102563818
525 => 0.071363347889526
526 => 0.068756984091078
527 => 0.068872587408653
528 => 0.068024366968288
529 => 0.067307710079448
530 => 0.067336372596631
531 => 0.06770482739637
601 => 0.069313891116415
602 => 0.072700070855764
603 => 0.072828573901607
604 => 0.072984323341867
605 => 0.072350812094932
606 => 0.072159739040971
607 => 0.072411813719286
608 => 0.073683484792513
609 => 0.076954568048181
610 => 0.075798348757323
611 => 0.07485832447623
612 => 0.075682979199475
613 => 0.075556030068689
614 => 0.074484451647763
615 => 0.074454376010491
616 => 0.07239767441639
617 => 0.071637358665881
618 => 0.071001981916108
619 => 0.070308167092285
620 => 0.06989685040784
621 => 0.070528819775238
622 => 0.070673358646803
623 => 0.069291546580053
624 => 0.069103210701326
625 => 0.07023162826352
626 => 0.069735053766045
627 => 0.070245792951153
628 => 0.070364288823137
629 => 0.070345208258556
630 => 0.069826727451975
701 => 0.07015719165677
702 => 0.06937554529631
703 => 0.068525622278797
704 => 0.067983424345699
705 => 0.067510284736951
706 => 0.06777281009092
707 => 0.066836955139258
708 => 0.066537556305182
709 => 0.070045237819865
710 => 0.072636399868693
711 => 0.07259872334629
712 => 0.072369377205778
713 => 0.072028615362143
714 => 0.073658555941176
715 => 0.073090717235132
716 => 0.073503867338291
717 => 0.0736090313794
718 => 0.073927331258455
719 => 0.074041096106418
720 => 0.073697219721106
721 => 0.072543128571038
722 => 0.069667243152761
723 => 0.068328510727249
724 => 0.067886706728478
725 => 0.067902765464728
726 => 0.067459793829596
727 => 0.067590268828738
728 => 0.067414419949542
729 => 0.067081404714758
730 => 0.067752247338584
731 => 0.067829555701649
801 => 0.067672973017276
802 => 0.067709853907821
803 => 0.066413416158549
804 => 0.066511981504912
805 => 0.065963157131287
806 => 0.065860259177409
807 => 0.064472878952492
808 => 0.062014933780071
809 => 0.063376874004103
810 => 0.061731841731248
811 => 0.061108843083212
812 => 0.064058021786849
813 => 0.063762006042488
814 => 0.063255355763093
815 => 0.062505914404697
816 => 0.062227939314771
817 => 0.060539050664602
818 => 0.060439262113279
819 => 0.061276320932133
820 => 0.060890047088667
821 => 0.060347572319097
822 => 0.0583827836935
823 => 0.05617371075917
824 => 0.05624038878532
825 => 0.056943053784467
826 => 0.058986147036773
827 => 0.058187875157225
828 => 0.057608719749499
829 => 0.057500261350979
830 => 0.058857845281488
831 => 0.060779110965785
901 => 0.061680525838961
902 => 0.060787251076021
903 => 0.059761105125684
904 => 0.059823561874978
905 => 0.060239058646918
906 => 0.060282721482841
907 => 0.05961480595868
908 => 0.059802820266394
909 => 0.059517209340588
910 => 0.057764415616114
911 => 0.057732713135807
912 => 0.057302549288204
913 => 0.057289524097857
914 => 0.056557708083684
915 => 0.056455321964496
916 => 0.055002256850298
917 => 0.055958668708749
918 => 0.055317157847976
919 => 0.054350249663678
920 => 0.054183554328255
921 => 0.054178543265182
922 => 0.055171341773743
923 => 0.055947067280141
924 => 0.055328317204054
925 => 0.055187439805696
926 => 0.056691641854838
927 => 0.056500218432978
928 => 0.056334446984197
929 => 0.060607082696383
930 => 0.057224958132265
1001 => 0.055750158777389
1002 => 0.053924814518928
1003 => 0.054519155813667
1004 => 0.054644392257159
1005 => 0.050254768358593
1006 => 0.048473898489638
1007 => 0.047862771061277
1008 => 0.047511058586182
1009 => 0.04767133837761
1010 => 0.046068346620349
1011 => 0.047145583592265
1012 => 0.045757528227997
1013 => 0.045524816229055
1014 => 0.04800683116743
1015 => 0.048352189046384
1016 => 0.046878785040483
1017 => 0.047824948934712
1018 => 0.047481856754003
1019 => 0.045781322453257
1020 => 0.045716374551252
1021 => 0.044863106215809
1022 => 0.043527906496147
1023 => 0.04291768439607
1024 => 0.042599875428159
1025 => 0.042731009602292
1026 => 0.042664704151078
1027 => 0.042232016231173
1028 => 0.042689505316161
1029 => 0.041520809751557
1030 => 0.041055425760912
1031 => 0.040845222609164
1101 => 0.039807938027972
1102 => 0.041458719079196
1103 => 0.041783943742279
1104 => 0.042109809198415
1105 => 0.044946245516285
1106 => 0.04480454517353
1107 => 0.046085447261169
1108 => 0.046035673761471
1109 => 0.045670339736838
1110 => 0.044129055581443
1111 => 0.044743383975035
1112 => 0.042852576667388
1113 => 0.044269298064676
1114 => 0.043622765582654
1115 => 0.044050704782151
1116 => 0.043281231515733
1117 => 0.043707089792141
1118 => 0.041861066574936
1119 => 0.040137276068956
1120 => 0.040830979689144
1121 => 0.04158511485892
1122 => 0.043220272057062
1123 => 0.042246385919603
1124 => 0.042596632201345
1125 => 0.041423365788028
1126 => 0.039002582050371
1127 => 0.03901628342343
1128 => 0.038643898585032
1129 => 0.03832210371558
1130 => 0.042358248457761
1201 => 0.041856290057064
1202 => 0.041056485040246
1203 => 0.042127055838245
1204 => 0.04241013174948
1205 => 0.042418190522715
1206 => 0.043199251341503
1207 => 0.043616103640504
1208 => 0.043689575664944
1209 => 0.044918591739244
1210 => 0.045330541716235
1211 => 0.047027305370119
1212 => 0.043580736635319
1213 => 0.043509756820303
1214 => 0.04214212096484
1215 => 0.041274744683838
1216 => 0.042201510960873
1217 => 0.043022499366113
1218 => 0.042167631363087
1219 => 0.042279259077034
1220 => 0.041131668628253
1221 => 0.041541878214543
1222 => 0.041895205971454
1223 => 0.041700119151733
1224 => 0.041408064740302
1225 => 0.042955187679312
1226 => 0.042867892939869
1227 => 0.044308609388878
1228 => 0.045431750887501
1229 => 0.047444621238593
1230 => 0.045344086093924
1231 => 0.045267534244382
]
'min_raw' => 0.03832210371558
'max_raw' => 0.11080047180985
'avg_raw' => 0.074561287762713
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.038322'
'max' => '$0.11080047'
'avg' => '$0.074561'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0067384868217962
'max_diff' => -0.037428455968801
'year' => 2030
]
5 => [
'items' => [
101 => 0.046015840852965
102 => 0.045330427154392
103 => 0.045763584952213
104 => 0.04737483282077
105 => 0.047408875949262
106 => 0.046838609684936
107 => 0.046803908930926
108 => 0.046913434805019
109 => 0.047554931270561
110 => 0.047330772694305
111 => 0.047590174673749
112 => 0.047914560821148
113 => 0.049256359463665
114 => 0.049579862573738
115 => 0.048793917733392
116 => 0.048864879752624
117 => 0.048570914807667
118 => 0.048286948354208
119 => 0.048925263471614
120 => 0.050091796894787
121 => 0.050084539950905
122 => 0.050355153030912
123 => 0.050523742737876
124 => 0.049800032300377
125 => 0.049328923417135
126 => 0.049509576540407
127 => 0.049798444818632
128 => 0.049415900451048
129 => 0.047054659402529
130 => 0.047770909099987
131 => 0.047651690127509
201 => 0.047481907813178
202 => 0.048202102422568
203 => 0.048132637895566
204 => 0.046051905622952
205 => 0.046185107352125
206 => 0.046060006061281
207 => 0.046464233925315
208 => 0.045308597523172
209 => 0.045664063497141
210 => 0.045887008423728
211 => 0.046018324698232
212 => 0.04649272912615
213 => 0.046437063242089
214 => 0.046489268856639
215 => 0.047192685385117
216 => 0.050750324802755
217 => 0.050943959266768
218 => 0.04999043234749
219 => 0.050371347544255
220 => 0.049640073663462
221 => 0.050130982718747
222 => 0.050466850226635
223 => 0.048949129542097
224 => 0.048859259973084
225 => 0.048124967864857
226 => 0.048519534851387
227 => 0.047891750405447
228 => 0.048045786749513
301 => 0.047615087702857
302 => 0.048390260235513
303 => 0.049257023576655
304 => 0.049476002226149
305 => 0.048899963675566
306 => 0.048482873802154
307 => 0.047750601382387
308 => 0.048968386736214
309 => 0.04932450428501
310 => 0.048966516202334
311 => 0.048883562541384
312 => 0.048726365503778
313 => 0.048916912636031
314 => 0.049322564792359
315 => 0.049131266726654
316 => 0.04925762246929
317 => 0.048776084675836
318 => 0.049800271878645
319 => 0.051426927640778
320 => 0.051432157605038
321 => 0.051240858508165
322 => 0.051162583039321
323 => 0.051358867521713
324 => 0.051465343801399
325 => 0.052100091825035
326 => 0.052781201743874
327 => 0.055959644543552
328 => 0.055067150524147
329 => 0.05788725406243
330 => 0.060117589816599
331 => 0.060786369988511
401 => 0.06017112369889
402 => 0.058066399377048
403 => 0.057963131560701
404 => 0.061108478289221
405 => 0.060219773772408
406 => 0.060114065197967
407 => 0.058989504563374
408 => 0.059654259177962
409 => 0.05950886759239
410 => 0.059279359861764
411 => 0.060547665359192
412 => 0.062921820027964
413 => 0.062551785758154
414 => 0.062275572341137
415 => 0.061065285552285
416 => 0.061794148526515
417 => 0.061534614381842
418 => 0.062649737771793
419 => 0.061989163378594
420 => 0.060213040961628
421 => 0.060495894310706
422 => 0.060453141596014
423 => 0.061332989434869
424 => 0.061068880952811
425 => 0.060401570176103
426 => 0.062913705425409
427 => 0.06275058133555
428 => 0.062981853999612
429 => 0.063083667378677
430 => 0.064612759836142
501 => 0.065239180090464
502 => 0.065381388455225
503 => 0.06597643924775
504 => 0.065366583049428
505 => 0.067806442662815
506 => 0.069428806935962
507 => 0.071313266525324
508 => 0.074066968480369
509 => 0.075102385888633
510 => 0.074915347001492
511 => 0.077003172396241
512 => 0.080754948220853
513 => 0.075673688163022
514 => 0.081024267342182
515 => 0.079330335749467
516 => 0.075314054415668
517 => 0.075055453246618
518 => 0.077775325595852
519 => 0.083807740688439
520 => 0.082296689126832
521 => 0.083810212227474
522 => 0.082044607135062
523 => 0.081956929960535
524 => 0.08372446072904
525 => 0.087854392712739
526 => 0.085892416835469
527 => 0.083079443319181
528 => 0.085156499188893
529 => 0.083357161172102
530 => 0.079302749017273
531 => 0.08229553365418
601 => 0.08029434379708
602 => 0.080878397386486
603 => 0.085084600811585
604 => 0.084578499287243
605 => 0.085233441523481
606 => 0.084077485619344
607 => 0.082997640527366
608 => 0.080982029472838
609 => 0.080385306408017
610 => 0.080550219195287
611 => 0.080385224685429
612 => 0.079257508824843
613 => 0.07901397869212
614 => 0.078608084468282
615 => 0.078733888060584
616 => 0.077970688171226
617 => 0.079411004047589
618 => 0.079678339366262
619 => 0.080726481148703
620 => 0.080835302705633
621 => 0.083754362650368
622 => 0.082146593485618
623 => 0.083225223849443
624 => 0.08312874099724
625 => 0.075401099410602
626 => 0.076465900239682
627 => 0.078122396176822
628 => 0.077376147002468
629 => 0.076321125265344
630 => 0.07546913864593
701 => 0.074178291797413
702 => 0.075995133948183
703 => 0.078384088176822
704 => 0.080895890527246
705 => 0.083913656471472
706 => 0.083240126243389
707 => 0.080839475492033
708 => 0.080947166931063
709 => 0.081612873032123
710 => 0.080750723145473
711 => 0.080496458312735
712 => 0.081577940948607
713 => 0.081585388525148
714 => 0.080593380886262
715 => 0.079490945931123
716 => 0.079486326688408
717 => 0.079290159036399
718 => 0.082079504924565
719 => 0.083613363128378
720 => 0.083789217499509
721 => 0.083601526728067
722 => 0.083673761456815
723 => 0.082781243164275
724 => 0.084821275312943
725 => 0.086693410550829
726 => 0.08619163831474
727 => 0.085439410401716
728 => 0.084840224636787
729 => 0.08605048919092
730 => 0.085996598015458
731 => 0.086677059082742
801 => 0.086646189438196
802 => 0.086417375974704
803 => 0.08619164648639
804 => 0.087086638392251
805 => 0.086828895096493
806 => 0.086570751454206
807 => 0.086053004859786
808 => 0.086123375220828
809 => 0.085371277190559
810 => 0.085023322228092
811 => 0.079790914453281
812 => 0.078392644121995
813 => 0.078832568432635
814 => 0.078977402938327
815 => 0.07836887389822
816 => 0.07924134822345
817 => 0.079105374024041
818 => 0.079634370091692
819 => 0.079303876314963
820 => 0.079317439894841
821 => 0.080289351623499
822 => 0.080571501733136
823 => 0.080427997910144
824 => 0.080528503068744
825 => 0.082844602028117
826 => 0.08251532682077
827 => 0.082340405929565
828 => 0.082388860211859
829 => 0.082980673153701
830 => 0.083146348465628
831 => 0.082444370527196
901 => 0.082775427381046
902 => 0.084185025447372
903 => 0.084678304994245
904 => 0.086252616520249
905 => 0.085583821002847
906 => 0.086811424119831
907 => 0.090584657580698
908 => 0.093598977557134
909 => 0.090826884334762
910 => 0.096362299100153
911 => 0.1006724135031
912 => 0.10050698413344
913 => 0.099755415992545
914 => 0.094848465335113
915 => 0.090333016181631
916 => 0.094110381134617
917 => 0.094120010414704
918 => 0.093795531415264
919 => 0.091780220217368
920 => 0.093725402954017
921 => 0.093879804495786
922 => 0.09379338069108
923 => 0.0922482463208
924 => 0.089889111725947
925 => 0.090350080978811
926 => 0.09110515801852
927 => 0.089675639656779
928 => 0.089218821922631
929 => 0.090068133003542
930 => 0.09280479026723
1001 => 0.092287441063906
1002 => 0.092273930985435
1003 => 0.09448737026746
1004 => 0.092903025431624
1005 => 0.090355895277318
1006 => 0.089712711320836
1007 => 0.087429841575956
1008 => 0.089006627840048
1009 => 0.089063373570594
1010 => 0.088199783848116
1011 => 0.090425970823782
1012 => 0.090405456118889
1013 => 0.092518889328081
1014 => 0.096558979854791
1015 => 0.095364126285262
1016 => 0.093974641583599
1017 => 0.094125717096901
1018 => 0.09578264259169
1019 => 0.094780827613611
1020 => 0.09514108726463
1021 => 0.095782097295561
1022 => 0.096168834562605
1023 => 0.094070071555722
1024 => 0.093580749503379
1025 => 0.092579768312986
1026 => 0.092318631004612
1027 => 0.093133909298028
1028 => 0.09291911227192
1029 => 0.089058604311672
1030 => 0.088655159750162
1031 => 0.088667532818878
1101 => 0.087653052286219
1102 => 0.086105725970688
1103 => 0.090172007141849
1104 => 0.089845427856236
1105 => 0.089484909600149
1106 => 0.089529071029431
1107 => 0.091294105866776
1108 => 0.09027029652472
1109 => 0.092992261459626
1110 => 0.092432707298765
1111 => 0.091858802685069
1112 => 0.091779471585894
1113 => 0.091558567272862
1114 => 0.090801004188599
1115 => 0.089886201241869
1116 => 0.089282169097564
1117 => 0.0823580815549
1118 => 0.083643151927254
1119 => 0.085121508252797
1120 => 0.085631830932234
1121 => 0.084758888675804
1122 => 0.090835473269529
1123 => 0.091945723830229
1124 => 0.088582702462017
1125 => 0.087953618475282
1126 => 0.090876715910968
1127 => 0.089113730823121
1128 => 0.08990760290023
1129 => 0.088191685694331
1130 => 0.091678296982088
1201 => 0.091651734845747
1202 => 0.090295364306122
1203 => 0.091441759398188
1204 => 0.091242545039544
1205 => 0.089711206040901
1206 => 0.091726843159745
1207 => 0.091727842890608
1208 => 0.090422365736258
1209 => 0.088897854225673
1210 => 0.088625307574935
1211 => 0.088419980285095
1212 => 0.089857104973721
1213 => 0.091145626475771
1214 => 0.093543245539515
1215 => 0.094146063938164
1216 => 0.096498904279985
1217 => 0.095097902414148
1218 => 0.095718948395262
1219 => 0.096393181660079
1220 => 0.09671643388134
1221 => 0.096189711733466
1222 => 0.099844641252036
1223 => 0.10015322928755
1224 => 0.10025669618658
1225 => 0.099024274517149
1226 => 0.10011895341149
1227 => 0.099606789408782
1228 => 0.10093929786057
1229 => 0.10114825220013
1230 => 0.10097127530829
1231 => 0.10103760071378
]
'min_raw' => 0.045308597523172
'max_raw' => 0.10114825220013
'avg_raw' => 0.07322842486165
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.0453085'
'max' => '$0.101148'
'avg' => '$0.073228'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0069864938075921
'max_diff' => -0.009652219609717
'year' => 2031
]
6 => [
'items' => [
101 => 0.097918763143434
102 => 0.097757034962232
103 => 0.095551859735842
104 => 0.096450484940428
105 => 0.094770548192681
106 => 0.095303273440658
107 => 0.095538093653973
108 => 0.095415436900467
109 => 0.096501291861209
110 => 0.095578093319065
111 => 0.093141620578456
112 => 0.090704484022477
113 => 0.090673887758265
114 => 0.090032232722109
115 => 0.089568433655951
116 => 0.089657777810249
117 => 0.089972638263336
118 => 0.089550133394032
119 => 0.089640296229439
120 => 0.091137600049018
121 => 0.091437873651752
122 => 0.090417426625191
123 => 0.086320184563744
124 => 0.085314711084711
125 => 0.086037425482034
126 => 0.085692014548882
127 => 0.069160143728469
128 => 0.073044061557019
129 => 0.070736369468682
130 => 0.071799860154795
131 => 0.069444304106572
201 => 0.070568498918054
202 => 0.070360901185395
203 => 0.07660612612022
204 => 0.076508615522889
205 => 0.076555288685685
206 => 0.07432745701913
207 => 0.077876453356174
208 => 0.079624816569582
209 => 0.079301241069961
210 => 0.079382678052055
211 => 0.077983320886044
212 => 0.076568837521895
213 => 0.074999957783625
214 => 0.077914742417935
215 => 0.077590668123633
216 => 0.078333977956512
217 => 0.080224424144971
218 => 0.080502799527328
219 => 0.080876938864221
220 => 0.080742836544996
221 => 0.083937697845858
222 => 0.08355077906195
223 => 0.084483142007037
224 => 0.082565200690446
225 => 0.080394868038063
226 => 0.080807377321761
227 => 0.080767649360551
228 => 0.080261866816713
229 => 0.079805268951201
301 => 0.079045162150775
302 => 0.081450252541963
303 => 0.081352610264291
304 => 0.08293332524306
305 => 0.082653918516316
306 => 0.0807879720127
307 => 0.080854614657117
308 => 0.081302818468184
309 => 0.082854056975789
310 => 0.083314570181217
311 => 0.083101242116185
312 => 0.083606173822711
313 => 0.084005251255825
314 => 0.083656291804006
315 => 0.088596821751407
316 => 0.0865451692647
317 => 0.087545130411415
318 => 0.087783615252793
319 => 0.087172741346399
320 => 0.087305218022941
321 => 0.087505884090169
322 => 0.088724289155934
323 => 0.091921736596849
324 => 0.093337864302669
325 => 0.097598354376139
326 => 0.09322027461015
327 => 0.092960497475131
328 => 0.093727940391838
329 => 0.09622929908364
330 => 0.098256415362672
331 => 0.09892892677957
401 => 0.099017810265266
402 => 0.10027948639108
403 => 0.10100265561753
404 => 0.10012628572403
405 => 0.099383653999042
406 => 0.096723639338973
407 => 0.097031543278855
408 => 0.099152696091
409 => 0.10214894937343
410 => 0.10472004639678
411 => 0.10381973783098
412 => 0.11068845666922
413 => 0.11136946208584
414 => 0.1112753691568
415 => 0.11282680084304
416 => 0.10974752488943
417 => 0.1084310747611
418 => 0.099544219407213
419 => 0.10204106327154
420 => 0.10567037246283
421 => 0.10519001978215
422 => 0.10255431843572
423 => 0.10471804698096
424 => 0.10400265065785
425 => 0.103438387896
426 => 0.10602338499576
427 => 0.10318107449875
428 => 0.10564201824137
429 => 0.10248583243625
430 => 0.10382385036467
501 => 0.10306432667586
502 => 0.10355583158624
503 => 0.10068250392323
504 => 0.1022328817841
505 => 0.10061800310704
506 => 0.10061723744429
507 => 0.10058158890799
508 => 0.10248148651008
509 => 0.10254344210267
510 => 0.10113941490414
511 => 0.10093707264981
512 => 0.10168523801595
513 => 0.10080933231702
514 => 0.10121916308066
515 => 0.10082174567335
516 => 0.10073227864407
517 => 0.10001939013321
518 => 0.099712258161461
519 => 0.099832692521401
520 => 0.099421587962757
521 => 0.099173882595872
522 => 0.10053231407586
523 => 0.099806558935072
524 => 0.10042108169174
525 => 0.099720755451562
526 => 0.097293119585485
527 => 0.09589696052712
528 => 0.091311381418065
529 => 0.092611845965
530 => 0.093474055305046
531 => 0.093189095123304
601 => 0.093801299858637
602 => 0.093838884257265
603 => 0.09363985025712
604 => 0.093409394382787
605 => 0.09329722120817
606 => 0.094133268150003
607 => 0.094618621539782
608 => 0.093560589547192
609 => 0.093312707454769
610 => 0.094382436214825
611 => 0.095034970140497
612 => 0.099852914020519
613 => 0.099495985176133
614 => 0.10039180653179
615 => 0.10029095079464
616 => 0.10122991429091
617 => 0.10276472277172
618 => 0.09964402799103
619 => 0.10018567269945
620 => 0.10005287392535
621 => 0.10150273611929
622 => 0.1015072624308
623 => 0.10063799761955
624 => 0.10110924017594
625 => 0.10084620550882
626 => 0.10132154470357
627 => 0.099491218173807
628 => 0.10172035831551
629 => 0.10298413713324
630 => 0.10300168470335
701 => 0.10360070583299
702 => 0.10420934599366
703 => 0.10537757778069
704 => 0.10417676464318
705 => 0.10201661870561
706 => 0.10217257426507
707 => 0.10090608149224
708 => 0.10092737146456
709 => 0.10081372392378
710 => 0.10115478874865
711 => 0.099566062723126
712 => 0.099938933545816
713 => 0.099416912210522
714 => 0.10018453792702
715 => 0.099358699549145
716 => 0.10005280988576
717 => 0.10035236489692
718 => 0.10145772933706
719 => 0.099195436322592
720 => 0.094582467722311
721 => 0.095552169648928
722 => 0.094117904331019
723 => 0.094250651046825
724 => 0.094518820539235
725 => 0.093649595474734
726 => 0.093815416224611
727 => 0.093809491940563
728 => 0.093758439661192
729 => 0.093532320650851
730 => 0.093204403349573
731 => 0.094510724950241
801 => 0.094732694445542
802 => 0.095226105137392
803 => 0.096694160672669
804 => 0.096547467305561
805 => 0.096786730273563
806 => 0.096264420557819
807 => 0.094274879496517
808 => 0.094382921148117
809 => 0.093035640021421
810 => 0.095191652129881
811 => 0.094681080004629
812 => 0.09435191083401
813 => 0.094262093976076
814 => 0.095733788537071
815 => 0.096174142615707
816 => 0.095899743504964
817 => 0.09533694292333
818 => 0.096417686417123
819 => 0.096706847783155
820 => 0.096771580349148
821 => 0.09868645060814
822 => 0.096878600325071
823 => 0.097313767856692
824 => 0.10070882071435
825 => 0.097629976257724
826 => 0.099260908832823
827 => 0.099181083170235
828 => 0.10001541308791
829 => 0.099112643764721
830 => 0.099123834672441
831 => 0.099864663116929
901 => 0.09882430317576
902 => 0.098566695423711
903 => 0.098210812159278
904 => 0.098987870247439
905 => 0.099453681427977
906 => 0.1032077774425
907 => 0.10563309467546
908 => 0.10552780525806
909 => 0.10648995343958
910 => 0.10605649687154
911 => 0.10465675127326
912 => 0.10704594632873
913 => 0.10628990504501
914 => 0.10635223216985
915 => 0.10634991235115
916 => 0.10685261371055
917 => 0.10649640372551
918 => 0.10579427728081
919 => 0.10626038158167
920 => 0.10764454471991
921 => 0.11194102957231
922 => 0.11434539941657
923 => 0.11179628348867
924 => 0.11355462952172
925 => 0.11250024846464
926 => 0.11230863606145
927 => 0.11341300731095
928 => 0.11451931161613
929 => 0.11444884481458
930 => 0.11364572469837
1001 => 0.11319206252315
1002 => 0.11662734450194
1003 => 0.1191584017454
1004 => 0.11898580060982
1005 => 0.11974760588938
1006 => 0.12198428975192
1007 => 0.12218878409328
1008 => 0.12216302250652
1009 => 0.12165616194469
1010 => 0.12385846767746
1011 => 0.12569566986562
1012 => 0.12153883836924
1013 => 0.12312170538614
1014 => 0.12383230538682
1015 => 0.12487567701334
1016 => 0.12663601983666
1017 => 0.12854821905066
1018 => 0.12881862498572
1019 => 0.12862675903468
1020 => 0.12736561225037
1021 => 0.12945796344761
1022 => 0.13068361370728
1023 => 0.13141346038841
1024 => 0.13326423013683
1025 => 0.12383669381051
1026 => 0.11716341501977
1027 => 0.11612128617329
1028 => 0.11824049616231
1029 => 0.11879931493603
1030 => 0.11857405578905
1031 => 0.11106267380211
1101 => 0.11608174030164
1102 => 0.12148183384004
1103 => 0.12168927342542
1104 => 0.12439267316138
1105 => 0.1252730109315
1106 => 0.12744960206165
1107 => 0.12731345569383
1108 => 0.12784342099689
1109 => 0.12772159115144
1110 => 0.1317532678847
1111 => 0.13620080603127
1112 => 0.13604680192756
1113 => 0.13540741569811
1114 => 0.1363570132804
1115 => 0.14094734927481
1116 => 0.14052474469508
1117 => 0.14093526904692
1118 => 0.14634753388433
1119 => 0.15338424805867
1120 => 0.15011498785014
1121 => 0.15720834179837
1122 => 0.16167323210624
1123 => 0.16939479821544
1124 => 0.16842802010905
1125 => 0.17143396913189
1126 => 0.16669728552594
1127 => 0.15582090252498
1128 => 0.15409967328196
1129 => 0.15754561781496
1130 => 0.16601713619899
1201 => 0.15727881955347
1202 => 0.15904656963005
1203 => 0.15853745748907
1204 => 0.15851032906667
1205 => 0.15954571061061
1206 => 0.15804383567925
1207 => 0.15192492702673
1208 => 0.15472918680322
1209 => 0.1536463274319
1210 => 0.1548478406369
1211 => 0.16133191186251
1212 => 0.15846514941271
1213 => 0.15544524804873
1214 => 0.15923287452893
1215 => 0.16405582460789
1216 => 0.16375401305962
1217 => 0.16316837250854
1218 => 0.16646959763183
1219 => 0.17192225436729
1220 => 0.17339608557234
1221 => 0.17448403763675
1222 => 0.17463404784534
1223 => 0.17617924622455
1224 => 0.16787032509937
1225 => 0.18105679631326
1226 => 0.18333373562299
1227 => 0.18290576540223
1228 => 0.18543648761673
1229 => 0.184691884943
1230 => 0.18361307249334
1231 => 0.18762480550338
]
'min_raw' => 0.069160143728469
'max_raw' => 0.18762480550338
'avg_raw' => 0.12839247461592
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.06916'
'max' => '$0.187624'
'avg' => '$0.128392'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.023851546205297
'max_diff' => 0.08647655330325
'year' => 2032
]
7 => [
'items' => [
101 => 0.18302567733753
102 => 0.17649779392023
103 => 0.17291646797061
104 => 0.1776326468784
105 => 0.18051265276542
106 => 0.18241615345396
107 => 0.18299215161219
108 => 0.16851532299385
109 => 0.16071311529029
110 => 0.16571424097578
111 => 0.17181595947134
112 => 0.16783642974504
113 => 0.16799241977607
114 => 0.16231865618839
115 => 0.17231796165253
116 => 0.17086114695381
117 => 0.17841910418787
118 => 0.17661533703757
119 => 0.18277855776374
120 => 0.18115557519452
121 => 0.18789248509962
122 => 0.19058002085532
123 => 0.19509281167067
124 => 0.19841243896482
125 => 0.20036178760629
126 => 0.20024475602567
127 => 0.20796904650482
128 => 0.20341430227542
129 => 0.19769247005251
130 => 0.19758898015974
131 => 0.20055239814698
201 => 0.20676290927421
202 => 0.20837320445024
203 => 0.20927313977313
204 => 0.20789485749915
205 => 0.2029510090796
206 => 0.20081628039791
207 => 0.20263513108375
208 => 0.20041083299059
209 => 0.2042505955272
210 => 0.20952340961898
211 => 0.20843459436
212 => 0.21207434052648
213 => 0.21584109489633
214 => 0.22122772282074
215 => 0.22263598682643
216 => 0.22496379367636
217 => 0.22735987156966
218 => 0.22812942721287
219 => 0.22959874771486
220 => 0.22959100367054
221 => 0.23401889989997
222 => 0.23890300656156
223 => 0.24074664375898
224 => 0.2449859858357
225 => 0.23772626109358
226 => 0.24323284570419
227 => 0.24819992286171
228 => 0.24227796870596
301 => 0.25044000287131
302 => 0.25075691616238
303 => 0.2555419306008
304 => 0.25069140176961
305 => 0.24781117323309
306 => 0.25612628509727
307 => 0.26014970580478
308 => 0.25893781874399
309 => 0.24971529837318
310 => 0.24434739594486
311 => 0.23029855989889
312 => 0.24694001305989
313 => 0.25504557945677
314 => 0.24969430691437
315 => 0.25239317751982
316 => 0.26711734043143
317 => 0.27272334834922
318 => 0.27155733789127
319 => 0.2717543744645
320 => 0.2747792745807
321 => 0.28819334753885
322 => 0.28015532408655
323 => 0.28630009183684
324 => 0.28955925449499
325 => 0.29258654640698
326 => 0.28515247425656
327 => 0.27548085561707
328 => 0.27241744800701
329 => 0.24916222832208
330 => 0.24795169314518
331 => 0.24727218306742
401 => 0.24298796814573
402 => 0.2396217487625
403 => 0.23694480612925
404 => 0.22991970925687
405 => 0.23229047322741
406 => 0.2210939350645
407 => 0.22825708340018
408 => 0.2103871381423
409 => 0.22526975956136
410 => 0.21716982535272
411 => 0.22260871332679
412 => 0.22258973755902
413 => 0.21257502039777
414 => 0.20679874054097
415 => 0.2104796108819
416 => 0.21442579607522
417 => 0.21506605134628
418 => 0.22018238345539
419 => 0.22161024177186
420 => 0.21728376441264
421 => 0.21001682324658
422 => 0.21170476793817
423 => 0.20676453439567
424 => 0.19810696513577
425 => 0.20432498252489
426 => 0.20644808704846
427 => 0.20738577095666
428 => 0.1988720459181
429 => 0.19619684866902
430 => 0.19477259610069
501 => 0.20891780825488
502 => 0.2096927149077
503 => 0.20572818291112
504 => 0.22364824346798
505 => 0.21959238185701
506 => 0.22412377298668
507 => 0.21155160464961
508 => 0.21203187841075
509 => 0.20608001244205
510 => 0.2094126596807
511 => 0.20705725202865
512 => 0.20914341471767
513 => 0.2103938520319
514 => 0.21634474135797
515 => 0.22533770915841
516 => 0.21545587693733
517 => 0.21115022112815
518 => 0.21382142577624
519 => 0.22093519576131
520 => 0.23171292143589
521 => 0.2253322909146
522 => 0.22816390638981
523 => 0.22878248840135
524 => 0.22407764767873
525 => 0.23188639562425
526 => 0.23607116708641
527 => 0.24036387669015
528 => 0.24409111616008
529 => 0.23864927407571
530 => 0.24447282516341
531 => 0.23978007098187
601 => 0.23557018535302
602 => 0.23557657001176
603 => 0.23293564726017
604 => 0.22781852665128
605 => 0.22687485110028
606 => 0.23178397048964
607 => 0.23572061934457
608 => 0.23604486059954
609 => 0.23822439167795
610 => 0.23951421571919
611 => 0.25215624475417
612 => 0.25724097341239
613 => 0.26345848336667
614 => 0.26588055389353
615 => 0.27317011781901
616 => 0.26728320291975
617 => 0.26600953185086
618 => 0.24832743416582
619 => 0.25122287667117
620 => 0.2558587594909
621 => 0.24840387816601
622 => 0.25313228448951
623 => 0.2540657720591
624 => 0.24815056415124
625 => 0.25131013227588
626 => 0.24291925608351
627 => 0.22552060732979
628 => 0.23190576529398
629 => 0.23660739077655
630 => 0.22989759150668
701 => 0.24192464699284
702 => 0.23489868946664
703 => 0.23267179823628
704 => 0.22398390160257
705 => 0.22808425438587
706 => 0.23363004023668
707 => 0.23020338934769
708 => 0.23731420445657
709 => 0.24738501503587
710 => 0.25456207438181
711 => 0.2551130398805
712 => 0.25049867154668
713 => 0.25789322625012
714 => 0.25794708750832
715 => 0.2496059995952
716 => 0.24449712969178
717 => 0.24333638370057
718 => 0.24623615476427
719 => 0.24975701216287
720 => 0.2553084229622
721 => 0.25866302424202
722 => 0.26741004523678
723 => 0.26977673832121
724 => 0.2723770164845
725 => 0.27585179000673
726 => 0.28002414653382
727 => 0.27089526798494
728 => 0.27125797534805
729 => 0.26275729004125
730 => 0.25367308866936
731 => 0.26056686514894
801 => 0.26957956085534
802 => 0.26751203850215
803 => 0.26727940000176
804 => 0.26767063343087
805 => 0.26611178909553
806 => 0.25906119394026
807 => 0.25552042919234
808 => 0.26008891906258
809 => 0.26251686810852
810 => 0.26628240533937
811 => 0.26581822339482
812 => 0.2755178429123
813 => 0.27928682175552
814 => 0.27832255568373
815 => 0.2785000038473
816 => 0.28532356001306
817 => 0.29291275784075
818 => 0.30002104308923
819 => 0.30725189615194
820 => 0.29853482055984
821 => 0.29410882716865
822 => 0.29867532257913
823 => 0.29625227583626
824 => 0.31017582114317
825 => 0.31113985721073
826 => 0.32506239568683
827 => 0.3382765425657
828 => 0.32997697366712
829 => 0.33780309331769
830 => 0.34626767979268
831 => 0.3625972404326
901 => 0.35709801888994
902 => 0.35288570137206
903 => 0.34890508167143
904 => 0.35718811936286
905 => 0.36784411502813
906 => 0.37013931443257
907 => 0.37385841430142
908 => 0.36994823553922
909 => 0.37465761516622
910 => 0.39128379465583
911 => 0.38679125419439
912 => 0.38041112452723
913 => 0.39353589643902
914 => 0.39828570037264
915 => 0.4316223118704
916 => 0.47371116095305
917 => 0.45628610106255
918 => 0.44546980408534
919 => 0.44801189044098
920 => 0.46338131332851
921 => 0.46831748415889
922 => 0.4548992702418
923 => 0.45963881024074
924 => 0.48575414161618
925 => 0.49976417901896
926 => 0.48073666642693
927 => 0.4282405138276
928 => 0.37983666365722
929 => 0.39267554437618
930 => 0.39122001373951
1001 => 0.41927767934848
1002 => 0.38668410859017
1003 => 0.38723290073086
1004 => 0.41587076915105
1005 => 0.4082306768339
1006 => 0.39585470574922
1007 => 0.3799270219422
1008 => 0.35048322529251
1009 => 0.32440403349886
1010 => 0.37555133428538
1011 => 0.37334576967014
1012 => 0.3701517852609
1013 => 0.37725965193845
1014 => 0.41177343492149
1015 => 0.41097778051352
1016 => 0.40591623311644
1017 => 0.40975537220669
1018 => 0.39518168610473
1019 => 0.39893765684987
1020 => 0.37982899624005
1021 => 0.38846690888385
1022 => 0.3958281524736
1023 => 0.39730603110932
1024 => 0.40063576713794
1025 => 0.37218353733953
1026 => 0.38495775320544
1027 => 0.3924614082445
1028 => 0.35855962179272
1029 => 0.3917912789289
1030 => 0.37168824731924
1031 => 0.36486497645352
1101 => 0.37405161177663
1102 => 0.37047157105692
1103 => 0.36739366227315
1104 => 0.36567613628663
1105 => 0.37242178737598
1106 => 0.37210709468987
1107 => 0.36106990023323
1108 => 0.34667232999815
1109 => 0.35150462715317
1110 => 0.34974900829372
1111 => 0.34338641906774
1112 => 0.3476740359841
1113 => 0.32879354099772
1114 => 0.29631063069639
1115 => 0.3177698362199
1116 => 0.31694368015037
1117 => 0.31652709479692
1118 => 0.33265309465896
1119 => 0.33110295186234
1120 => 0.32828942750743
1121 => 0.34333474648657
1122 => 0.33784300267109
1123 => 0.35476726309283
1124 => 0.36591467559913
1125 => 0.36308733120651
1126 => 0.3735715265488
1127 => 0.35161595351976
1128 => 0.35890871417531
1129 => 0.36041174203909
1130 => 0.34314908958579
1201 => 0.3313565743948
1202 => 0.33057014807608
1203 => 0.3101235518436
1204 => 0.32104595851183
1205 => 0.33065722437998
1206 => 0.3260541738935
1207 => 0.3245969856217
1208 => 0.33204144447674
1209 => 0.33261994268726
1210 => 0.31943012218102
1211 => 0.32217270353156
1212 => 0.33360972367952
1213 => 0.3218845199682
1214 => 0.29910436445827
1215 => 0.29345457093151
1216 => 0.29270078432869
1217 => 0.27737809619335
1218 => 0.29383211715051
1219 => 0.28664949606236
1220 => 0.3093393100188
1221 => 0.2963790099748
1222 => 0.29582031734332
1223 => 0.29497577148846
1224 => 0.2817869008381
1225 => 0.28467442531407
1226 => 0.2942729964546
1227 => 0.29769787477319
1228 => 0.29734063190536
1229 => 0.29422595821953
1230 => 0.29565183988319
1231 => 0.29105857823443
]
'min_raw' => 0.16071311529029
'max_raw' => 0.49976417901896
'avg_raw' => 0.33023864715463
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.160713'
'max' => '$0.499764'
'avg' => '$0.330238'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.091552971561825
'max_diff' => 0.31213937351559
'year' => 2033
]
8 => [
'items' => [
101 => 0.28943660194579
102 => 0.28431719861908
103 => 0.27679309000009
104 => 0.2778393634516
105 => 0.26293213548726
106 => 0.25480988650582
107 => 0.25256175503728
108 => 0.24955545968166
109 => 0.25290132409714
110 => 0.26288990518343
111 => 0.25084155719768
112 => 0.23018550966944
113 => 0.23142697332208
114 => 0.23421617355569
115 => 0.22901851737276
116 => 0.22409937200183
117 => 0.22837616979898
118 => 0.2196239301574
119 => 0.23527383990206
120 => 0.23485055370183
121 => 0.24068387227072
122 => 0.24433156608358
123 => 0.23592481279982
124 => 0.23381053708323
125 => 0.23501492461987
126 => 0.21510908144555
127 => 0.23905714020499
128 => 0.23926424401161
129 => 0.23749089548299
130 => 0.25024249745903
131 => 0.27715235495287
201 => 0.26702778411718
202 => 0.26310724427282
203 => 0.25565429516281
204 => 0.26558490733957
205 => 0.26482239126608
206 => 0.26137400440611
207 => 0.25928840927358
208 => 0.26313118225311
209 => 0.25881224717533
210 => 0.25803644775896
211 => 0.25333594737387
212 => 0.25165808259553
213 => 0.25041585831137
214 => 0.24904829143295
215 => 0.25206480319031
216 => 0.24522899069295
217 => 0.23698567094408
218 => 0.23630032810092
219 => 0.23819261994685
220 => 0.23735542166958
221 => 0.23629631991766
222 => 0.23427420624404
223 => 0.2336742883127
224 => 0.23562373055075
225 => 0.23342292392353
226 => 0.23667033398614
227 => 0.2357872181365
228 => 0.23085420478859
301 => 0.22470584372164
302 => 0.22465111041152
303 => 0.22332645610498
304 => 0.22163930968249
305 => 0.22116998414444
306 => 0.22801598981746
307 => 0.24218701667691
308 => 0.23940490502047
309 => 0.24141526581452
310 => 0.25130425119404
311 => 0.25444766227402
312 => 0.25221654354522
313 => 0.24916245061983
314 => 0.24929681520876
315 => 0.25973357527163
316 => 0.26038450319476
317 => 0.26202918805921
318 => 0.2641430728979
319 => 0.25257654727395
320 => 0.24875203289204
321 => 0.2469397658019
322 => 0.24135868459993
323 => 0.24737740219052
324 => 0.24387055319767
325 => 0.24434374693782
326 => 0.24403557889378
327 => 0.24420385948406
328 => 0.23526946543334
329 => 0.2385246890475
330 => 0.23311224842796
331 => 0.22586559801337
401 => 0.22584130470018
402 => 0.22761491212283
403 => 0.22655990102657
404 => 0.22372089329336
405 => 0.22412416094212
406 => 0.22059111200079
407 => 0.22455313705152
408 => 0.22466675375317
409 => 0.22314115829567
410 => 0.22924520454041
411 => 0.23174603726731
412 => 0.23074185765577
413 => 0.23167558134883
414 => 0.23952051432027
415 => 0.24079958069304
416 => 0.24136765748544
417 => 0.24060650983938
418 => 0.2318189723224
419 => 0.23220873697877
420 => 0.22934890254322
421 => 0.22693264380711
422 => 0.22702928148495
423 => 0.22827155256696
424 => 0.23369662324033
425 => 0.24511336464707
426 => 0.24554662163792
427 => 0.24607174174984
428 => 0.24393581435045
429 => 0.24329159820873
430 => 0.24414148558596
501 => 0.24842901339458
502 => 0.25945769897081
503 => 0.25555942490703
504 => 0.25239006741292
505 => 0.2551704483879
506 => 0.25474243053015
507 => 0.25112952906878
508 => 0.2510281269579
509 => 0.24409381393907
510 => 0.24153035630268
511 => 0.23938813923023
512 => 0.23704889411111
513 => 0.23566211119229
514 => 0.23779284003716
515 => 0.23828016293403
516 => 0.23362128707594
517 => 0.23298629951162
518 => 0.23679083810616
519 => 0.2351166025182
520 => 0.23683859533946
521 => 0.23723811244497
522 => 0.23717378098932
523 => 0.23542568675076
524 => 0.2365398698895
525 => 0.23390449461241
526 => 0.23103891981913
527 => 0.22921086163264
528 => 0.22761563840819
529 => 0.22850076096803
530 => 0.2253454606592
531 => 0.22433601658675
601 => 0.23616240971201
602 => 0.24489869346879
603 => 0.24477166444302
604 => 0.24399840791785
605 => 0.2428495055708
606 => 0.24834496403183
607 => 0.24643045618916
608 => 0.24782342060718
609 => 0.2481779885141
610 => 0.24925115877932
611 => 0.24963472490704
612 => 0.24847532166528
613 => 0.24458422277675
614 => 0.23488797430113
615 => 0.2303743444612
616 => 0.22888477143357
617 => 0.22893891458402
618 => 0.22744540478888
619 => 0.22788531035796
620 => 0.22729242358438
621 => 0.22616963946992
622 => 0.22843143221289
623 => 0.22869208275646
624 => 0.22816415330384
625 => 0.22828849980126
626 => 0.22391746941519
627 => 0.22424978936207
628 => 0.2223993896687
629 => 0.22205246203309
630 => 0.21737481274099
701 => 0.20908767898392
702 => 0.21367955553687
703 => 0.20813321437646
704 => 0.20603273093823
705 => 0.21597609284262
706 => 0.21497805509335
707 => 0.21326984830318
708 => 0.21074305443902
709 => 0.20980584201573
710 => 0.20411163601725
711 => 0.20377519194945
712 => 0.20659739419879
713 => 0.20529504496677
714 => 0.20346605340679
715 => 0.19684163137842
716 => 0.18939358774779
717 => 0.18961839736826
718 => 0.19198748147139
719 => 0.19887591301575
720 => 0.1961844836403
721 => 0.19423182074781
722 => 0.19386614568487
723 => 0.19844333469007
724 => 0.20492101608316
725 => 0.20796019926285
726 => 0.20494846103315
727 => 0.20148873831836
728 => 0.2016993156092
729 => 0.20310019198485
730 => 0.20324740428461
731 => 0.20099548046253
801 => 0.20162938382772
802 => 0.20066642665065
803 => 0.19475676023244
804 => 0.19464987310669
805 => 0.19319954566141
806 => 0.19315563032277
807 => 0.19068826153722
808 => 0.19034305958801
809 => 0.18544394910572
810 => 0.18866855846104
811 => 0.18650565980508
812 => 0.18324566135434
813 => 0.18268363639267
814 => 0.18266674124366
815 => 0.18601403073025
816 => 0.1886294434345
817 => 0.18654328435322
818 => 0.18606830636891
819 => 0.19113982859762
820 => 0.19049443116607
821 => 0.18993552115271
822 => 0.20434101076224
823 => 0.19293794166192
824 => 0.18796555266975
825 => 0.18181127706089
826 => 0.18381514023168
827 => 0.18423738364465
828 => 0.16943746019688
829 => 0.16343313309733
830 => 0.16137267430506
831 => 0.1601868511395
901 => 0.16072724564667
902 => 0.15532264701976
903 => 0.15895462668086
904 => 0.15427470110929
905 => 0.15349009635743
906 => 0.16185838301091
907 => 0.16302278121192
908 => 0.15805509673624
909 => 0.16124515436469
910 => 0.1600883951235
911 => 0.15435492500102
912 => 0.15413594861489
913 => 0.15125909484865
914 => 0.14675737577314
915 => 0.14469996935839
916 => 0.14362845423436
917 => 0.14407058225795
918 => 0.14384702879988
919 => 0.14238819126861
920 => 0.14393064765952
921 => 0.13999030896774
922 => 0.13842123435121
923 => 0.13771251974917
924 => 0.13421524236279
925 => 0.13978096593084
926 => 0.14087748358889
927 => 0.14197616172545
928 => 0.15153940480481
929 => 0.15106165220601
930 => 0.15538030302421
1001 => 0.1552124881949
1002 => 0.15398073902405
1003 => 0.14878419188511
1004 => 0.15085544295514
1005 => 0.14448045410546
1006 => 0.14925702920875
1007 => 0.14707719980615
1008 => 0.14852002669502
1009 => 0.14592569385438
1010 => 0.14736150476577
1011 => 0.14113750860373
1012 => 0.13532562856161
1013 => 0.13766449874992
1014 => 0.14020711812685
1015 => 0.14572016478342
1016 => 0.14243663967642
1017 => 0.14361751946872
1018 => 0.13966176984138
1019 => 0.13149992845615
1020 => 0.13154612359201
1021 => 0.13029060211028
1022 => 0.12920564824092
1023 => 0.14281379203381
1024 => 0.14112140424024
1025 => 0.13842480578544
1026 => 0.14203430997576
1027 => 0.14298872017421
1028 => 0.14301589089082
1029 => 0.14564929197329
1030 => 0.14705473860307
1031 => 0.14730245466312
1101 => 0.15144616816479
1102 => 0.15283508627364
1103 => 0.15855584339697
1104 => 0.14693549627584
1105 => 0.14669618287387
1106 => 0.14208510310189
1107 => 0.13916068341221
1108 => 0.14228534061999
1109 => 0.14505336034784
1110 => 0.14217111319065
1111 => 0.14254747382182
1112 => 0.13867829250155
1113 => 0.14006134276165
1114 => 0.14125261196263
1115 => 0.14059486312942
1116 => 0.13961018129069
1117 => 0.14482641429623
1118 => 0.14453209398748
1119 => 0.14938957008292
1120 => 0.15317632006077
1121 => 0.15996285298359
1122 => 0.15288075208866
1123 => 0.15262265218325
1124 => 0.15514562015918
1125 => 0.15283470002039
1126 => 0.15429512177786
1127 => 0.15972755646043
1128 => 0.15984233524496
1129 => 0.15791964272006
1130 => 0.15780264670519
1201 => 0.15817192083654
1202 => 0.16033477095797
1203 => 0.15957900466787
1204 => 0.16045359655244
1205 => 0.16154728709631
1206 => 0.16607125490094
1207 => 0.16716196822282
1208 => 0.16451210032068
1209 => 0.16475135372293
1210 => 0.16376023038703
1211 => 0.16280281766329
1212 => 0.16495494164736
1213 => 0.16888799052835
1214 => 0.16886352323539
1215 => 0.16977591412823
1216 => 0.17034432609582
1217 => 0.16790428582794
1218 => 0.16631590933632
1219 => 0.16692499395423
1220 => 0.16789893352241
1221 => 0.1666091584787
1222 => 0.15864806942703
1223 => 0.16106295528897
1224 => 0.16066100019966
1225 => 0.16008856727307
1226 => 0.16251675368101
1227 => 0.16228254917836
1228 => 0.15526721504916
1229 => 0.15571631397891
1230 => 0.15529452624254
1231 => 0.15665740870842
]
'min_raw' => 0.12920564824092
'max_raw' => 0.28943660194579
'avg_raw' => 0.20932112509335
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.1292056'
'max' => '$0.289436'
'avg' => '$0.209321'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.031507467049377
'max_diff' => -0.21032757707318
'year' => 2034
]
9 => [
'items' => [
101 => 0.15276109989463
102 => 0.15395957824371
103 => 0.15471125262922
104 => 0.15515399461692
105 => 0.15675348226751
106 => 0.15656580085293
107 => 0.15674181572726
108 => 0.159113433664
109 => 0.17110826334702
110 => 0.17176111546156
111 => 0.16854623288009
112 => 0.16983051506063
113 => 0.16736497411563
114 => 0.1690201082697
115 => 0.17015250902207
116 => 0.16503540777027
117 => 0.16473240624385
118 => 0.16225668913432
119 => 0.1635869992772
120 => 0.1614703801872
121 => 0.16198972447569
122 => 0.16053759256945
123 => 0.16315114088411
124 => 0.16607349400426
125 => 0.16681179580963
126 => 0.16486964161861
127 => 0.16346339399012
128 => 0.16099448640124
129 => 0.16510033474473
130 => 0.16630100992383
131 => 0.16509402810916
201 => 0.16481434404963
202 => 0.16428434326219
203 => 0.16492678622216
204 => 0.16629447078894
205 => 0.16564949600442
206 => 0.16607551321259
207 => 0.16445197492207
208 => 0.1679050935828
209 => 0.17338947705431
210 => 0.17340711024396
211 => 0.17276213198278
212 => 0.17249822077455
213 => 0.17316000761108
214 => 0.17351899982198
215 => 0.17565909710036
216 => 0.1779555067453
217 => 0.1886718485562
218 => 0.18566274265784
219 => 0.1951709186305
220 => 0.20269065134275
221 => 0.20494549038509
222 => 0.20287114456451
223 => 0.19577491956626
224 => 0.19542674491352
225 => 0.20603150100982
226 => 0.20303517168401
227 => 0.20267876784495
228 => 0.1988872331511
301 => 0.20112849974587
302 => 0.2006383018642
303 => 0.19986450052668
304 => 0.20414068106152
305 => 0.21214530928547
306 => 0.21089771290984
307 => 0.20996644008976
308 => 0.20588587368162
309 => 0.20834328608682
310 => 0.20746824859796
311 => 0.21122796496261
312 => 0.20900079227611
313 => 0.2030124715424
314 => 0.20396613135701
315 => 0.20382198759453
316 => 0.20678845601224
317 => 0.20589799582551
318 => 0.20364811095169
319 => 0.21211795033641
320 => 0.21156796607849
321 => 0.21234771801232
322 => 0.21269098892822
323 => 0.21784643090639
324 => 0.2199584505291
325 => 0.22043791595956
326 => 0.22244417125168
327 => 0.22038799850024
328 => 0.22861415553233
329 => 0.2340840699491
330 => 0.2404376570234
331 => 0.24972195542217
401 => 0.25321293750466
402 => 0.25258232283803
403 => 0.25962157192374
404 => 0.27227094605704
405 => 0.25513912300982
406 => 0.27317897427786
407 => 0.2674677656465
408 => 0.25392659272179
409 => 0.25305470082538
410 => 0.26222494034624
411 => 0.28256364900067
412 => 0.27746903316246
413 => 0.28257198196709
414 => 0.27661912112741
415 => 0.27632351141207
416 => 0.28228286480314
417 => 0.29620721882882
418 => 0.28959228017783
419 => 0.28010814357212
420 => 0.28711108245227
421 => 0.28104448870289
422 => 0.26737475505286
423 => 0.27746513740575
424 => 0.27071798608392
425 => 0.27268716353792
426 => 0.28686867205339
427 => 0.28516231542919
428 => 0.28737049890527
429 => 0.28347311286821
430 => 0.27983233974823
501 => 0.27303656635242
502 => 0.2710246728775
503 => 0.27158068785362
504 => 0.27102439734409
505 => 0.26722222458552
506 => 0.26640114574031
507 => 0.26503264502601
508 => 0.26545680062078
509 => 0.2628836189089
510 => 0.2677397444457
511 => 0.26864108413736
512 => 0.27217496733578
513 => 0.27254186681265
514 => 0.28238368121858
515 => 0.27696297522877
516 => 0.28059965280797
517 => 0.28027435413555
518 => 0.25422007099949
519 => 0.25781012133676
520 => 0.26339511304168
521 => 0.26087908184889
522 => 0.25732200240291
523 => 0.25444947003175
524 => 0.25009728975793
525 => 0.25622289991712
526 => 0.26427742589043
527 => 0.27274614288333
528 => 0.28292075145797
529 => 0.28064989726961
530 => 0.27255593565333
531 => 0.2729190248588
601 => 0.27516349945664
602 => 0.27225670092041
603 => 0.27139942928463
604 => 0.27504572349818
605 => 0.27507083352246
606 => 0.2717262105082
607 => 0.2680092740874
608 => 0.26799369998808
609 => 0.26733230705334
610 => 0.27673678146121
611 => 0.28190829148592
612 => 0.28250119677595
613 => 0.28186838423588
614 => 0.28211192866712
615 => 0.27910274093019
616 => 0.28598085174992
617 => 0.29229288641276
618 => 0.29060112628617
619 => 0.28806493735853
620 => 0.28604474071826
621 => 0.29012523216049
622 => 0.28994353429986
623 => 0.29223775629648
624 => 0.29213367713464
625 => 0.29136221656723
626 => 0.29060115383745
627 => 0.2936186815344
628 => 0.29274968201769
629 => 0.29187933270471
630 => 0.29013371391371
701 => 0.29037097249906
702 => 0.2878352214802
703 => 0.28666206703081
704 => 0.26902063890299
705 => 0.26430627285694
706 => 0.2657895083848
707 => 0.26627782803276
708 => 0.2642261298879
709 => 0.26716773798962
710 => 0.2667092914829
711 => 0.26849283865831
712 => 0.26737855581573
713 => 0.26742428637227
714 => 0.27070115462215
715 => 0.27165244341588
716 => 0.27116861025755
717 => 0.27150747041681
718 => 0.2793163597632
719 => 0.27820618541237
720 => 0.27761642741509
721 => 0.27777979441081
722 => 0.27977513306329
723 => 0.28033371894453
724 => 0.27796695131458
725 => 0.27908313261099
726 => 0.2838356909066
727 => 0.28549881733856
728 => 0.2908067185634
729 => 0.28855182778267
730 => 0.29269077740009
731 => 0.30541249745215
801 => 0.31557548770581
802 => 0.30622918186521
803 => 0.32489221921704
804 => 0.33942407084915
805 => 0.33886631417944
806 => 0.3363323497196
807 => 0.31978822298571
808 => 0.30456407090616
809 => 0.31729972057235
810 => 0.31733218636246
811 => 0.31623818276144
812 => 0.3094434203532
813 => 0.31600173975814
814 => 0.31652231533618
815 => 0.3162309314447
816 => 0.31102140303746
817 => 0.3030674160414
818 => 0.30462160606128
819 => 0.30716740101845
820 => 0.30234768005606
821 => 0.30080748717138
822 => 0.30367099877768
823 => 0.31289782980951
824 => 0.31115355085034
825 => 0.31110800067753
826 => 0.31857076575427
827 => 0.31322903652482
828 => 0.30464120937463
829 => 0.30247266975969
830 => 0.29477581502994
831 => 0.30009206000703
901 => 0.30028338219943
902 => 0.29737172915618
903 => 0.30487747397206
904 => 0.30480830721222
905 => 0.3119338948322
906 => 0.32555534211312
907 => 0.32152680988144
908 => 0.31684206519906
909 => 0.31735142683991
910 => 0.32293786682844
911 => 0.31956017768536
912 => 0.32077481825129
913 => 0.32293602832447
914 => 0.32423994002144
915 => 0.31716381401278
916 => 0.31551403054993
917 => 0.31213915258025
918 => 0.31125870991304
919 => 0.3140074776002
920 => 0.31328327443003
921 => 0.30026730230999
922 => 0.29890706080327
923 => 0.2989487774683
924 => 0.29552838552367
925 => 0.29031146681999
926 => 0.30402121768724
927 => 0.30292013282476
928 => 0.30170462035378
929 => 0.30185351369586
930 => 0.30780445188076
1001 => 0.30435260720393
1002 => 0.3135299020235
1003 => 0.31164332610333
1004 => 0.30970836662951
1005 => 0.30944089628992
1006 => 0.30869610197549
1007 => 0.30614192514553
1008 => 0.30305760314113
1009 => 0.30102106659442
1010 => 0.27767602201998
1011 => 0.28200872650112
1012 => 0.28699310806823
1013 => 0.28871369661154
1014 => 0.28577051084711
1015 => 0.30625814005844
1016 => 0.31000142733906
1017 => 0.29866276599748
1018 => 0.29654176541496
1019 => 0.30639719250352
1020 => 0.30045316519216
1021 => 0.30312976032651
1022 => 0.2973444256653
1023 => 0.3090997790494
1024 => 0.30901022295222
1025 => 0.30443712497911
1026 => 0.30830227607076
1027 => 0.30763061095189
1028 => 0.30246759460329
1029 => 0.30926345587676
1030 => 0.30926682653916
1031 => 0.30486531916777
1101 => 0.29972532217184
1102 => 0.29880641211027
1103 => 0.29811413681708
1104 => 0.30295950304163
1105 => 0.30730384324749
1106 => 0.31538758331732
1107 => 0.3174200276358
1108 => 0.32535279311832
1109 => 0.32062921751282
1110 => 0.32272311739819
1111 => 0.32499634192399
1112 => 0.32608620935672
1113 => 0.3243103288606
1114 => 0.33663317891148
1115 => 0.33767360501815
1116 => 0.33802245089206
1117 => 0.33386725518864
1118 => 0.33755804150894
1119 => 0.33583124481567
1120 => 0.34032389009363
1121 => 0.34102839423819
1122 => 0.34043170429121
1123 => 0.34065532502653
1124 => 0.33013994640782
1125 => 0.32959466855339
1126 => 0.3221597663172
1127 => 0.32518954393447
1128 => 0.3195255199
1129 => 0.32132164026725
1130 => 0.32211335301106
1201 => 0.321699807203
1202 => 0.32536084301511
1203 => 0.32224821467461
1204 => 0.31403347672055
1205 => 0.30581650066663
1206 => 0.30571334322567
1207 => 0.30354995847235
1208 => 0.30198622753938
1209 => 0.3022874575934
1210 => 0.30334903159384
1211 => 0.30192452692864
1212 => 0.30222851722318
1213 => 0.3072767815893
1214 => 0.30828917500536
1215 => 0.30484866660997
1216 => 0.29103452893949
1217 => 0.28764450490502
1218 => 0.2900811869539
1219 => 0.28891660987696
1220 => 0.23317825318757
1221 => 0.24627315331301
1222 => 0.23849260831927
1223 => 0.24207824141805
1224 => 0.23413631974179
1225 => 0.23792662103748
1226 => 0.23722669078781
1227 => 0.25828290268325
1228 => 0.25795413889638
1229 => 0.25811150072336
1230 => 0.25060021071733
1231 => 0.26256589965068
]
'min_raw' => 0.15276109989463
'max_raw' => 0.34102839423819
'avg_raw' => 0.24689474706641
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.152761'
'max' => '$0.341028'
'avg' => '$0.246894'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.023555451653718
'max_diff' => 0.051591792292404
'year' => 2035
]
10 => [
'items' => [
101 => 0.26846062829151
102 => 0.26736967090322
103 => 0.2676442413741
104 => 0.2629262109889
105 => 0.25815718157059
106 => 0.25286759399733
107 => 0.26269499389567
108 => 0.26160235478628
109 => 0.26410847578407
110 => 0.2704822470952
111 => 0.27142080913236
112 => 0.27268224602827
113 => 0.27223011069628
114 => 0.28300180863023
115 => 0.28169728493648
116 => 0.28484081170134
117 => 0.27837433864607
118 => 0.27105691058077
119 => 0.27244771443124
120 => 0.2723137688363
121 => 0.27060848767714
122 => 0.26906903609492
123 => 0.26650628294833
124 => 0.27461521312026
125 => 0.27428600536393
126 => 0.27961549627684
127 => 0.27867345699007
128 => 0.2723822880769
129 => 0.2726069784054
130 => 0.274118128847
131 => 0.2793482377794
201 => 0.28090089020351
202 => 0.28018163973816
203 => 0.28188405223992
204 => 0.28322956966836
205 => 0.28205302851298
206 => 0.29871037016743
207 => 0.2917930805667
208 => 0.2951645193879
209 => 0.29596858768109
210 => 0.29390898365583
211 => 0.29435563802002
212 => 0.29503219767573
213 => 0.29914013542129
214 => 0.30992055270698
215 => 0.31469512613803
216 => 0.32905966587866
217 => 0.31429866427986
218 => 0.31342280753208
219 => 0.31601029490691
220 => 0.32444380037561
221 => 0.3312783644391
222 => 0.33354578363442
223 => 0.33384546051209
224 => 0.33809928965769
225 => 0.34053750519473
226 => 0.3375827629126
227 => 0.33507892820291
228 => 0.3261105030602
229 => 0.32714862269068
301 => 0.33430023749098
302 => 0.34440231462442
303 => 0.3530709477469
304 => 0.35003549455977
305 => 0.37319385968155
306 => 0.37548991698993
307 => 0.37517267611034
308 => 0.38040343635798
309 => 0.37002144249221
310 => 0.36558293897293
311 => 0.33562028568688
312 => 0.34403856909951
313 => 0.35627503842823
314 => 0.35465549582817
315 => 0.34576904471989
316 => 0.35306420657686
317 => 0.35065219792615
318 => 0.34874974662899
319 => 0.35746524482958
320 => 0.3478821965451
321 => 0.35617944019094
322 => 0.34553813939116
323 => 0.35004936025424
324 => 0.34748857310915
325 => 0.34914571623029
326 => 0.3394580914051
327 => 0.34468529860698
328 => 0.33924062240004
329 => 0.3392380409146
330 => 0.33911784938556
331 => 0.34552348679763
401 => 0.34573237440367
402 => 0.34099859867777
403 => 0.34031638764019
404 => 0.34283887940739
405 => 0.33988570218964
406 => 0.34126747522275
407 => 0.33992755468718
408 => 0.33962591035158
409 => 0.33722235696495
410 => 0.33618684007892
411 => 0.33659289293191
412 => 0.33520682521004
413 => 0.33437166927135
414 => 0.33895171584879
415 => 0.33650478172102
416 => 0.33857668809973
417 => 0.33621548928575
418 => 0.32803054547115
419 => 0.32332329772916
420 => 0.30786269760807
421 => 0.3122473046236
422 => 0.3151543036111
423 => 0.31419354046307
424 => 0.31625763147102
425 => 0.31638434989505
426 => 0.31571329286745
427 => 0.31493629479722
428 => 0.31455809510732
429 => 0.31737688574264
430 => 0.31901328858258
501 => 0.31544605985012
502 => 0.31461030806894
503 => 0.31821697326955
504 => 0.32041703695842
505 => 0.33666107112801
506 => 0.33545766060919
507 => 0.33847798485404
508 => 0.33813794269473
509 => 0.34130372367872
510 => 0.34647843762869
511 => 0.33595679729563
512 => 0.3377829902465
513 => 0.3373352499079
514 => 0.34222356152091
515 => 0.34223882229619
516 => 0.33930803529491
517 => 0.34089686247489
518 => 0.34001002273022
519 => 0.34161266201242
520 => 0.33544158832802
521 => 0.34295728994938
522 => 0.34721820846758
523 => 0.34727737132534
524 => 0.34929701288622
525 => 0.35134908568183
526 => 0.35528786071513
527 => 0.35123923538392
528 => 0.34395615253882
529 => 0.34448196759602
530 => 0.34021189878872
531 => 0.34028367941682
601 => 0.33990050879846
602 => 0.34105043266789
603 => 0.33569393195153
604 => 0.33695109196324
605 => 0.33519106058493
606 => 0.33777916428201
607 => 0.33499479253282
608 => 0.33733503399395
609 => 0.33834500462835
610 => 0.34207181801237
611 => 0.33444433916582
612 => 0.31889139346279
613 => 0.32216081121081
614 => 0.31732508555427
615 => 0.31777265037469
616 => 0.31867680254135
617 => 0.31574614954903
618 => 0.31630522578447
619 => 0.31628525164718
620 => 0.31611312532293
621 => 0.31535074929244
622 => 0.31424515321672
623 => 0.31864950769784
624 => 0.31939789334866
625 => 0.32106146194507
626 => 0.32601111367862
627 => 0.32551652674961
628 => 0.32632321855104
629 => 0.32456221487791
630 => 0.31785433828441
701 => 0.318218608256
702 => 0.31367615587318
703 => 0.32094530122481
704 => 0.31922387165752
705 => 0.31811405481692
706 => 0.31781123100958
707 => 0.32277315197241
708 => 0.32425783649307
709 => 0.32333268073326
710 => 0.3214351592788
711 => 0.32507896142323
712 => 0.32605388915741
713 => 0.32627213952314
714 => 0.3327282582933
715 => 0.32663296484386
716 => 0.32810016255914
717 => 0.33954682030376
718 => 0.32916628126019
719 => 0.33466508430521
720 => 0.33439594651055
721 => 0.33720894807903
722 => 0.33416519827657
723 => 0.33420292920327
724 => 0.33670068402685
725 => 0.33319303784959
726 => 0.33232449532796
727 => 0.33112461005495
728 => 0.33374451565164
729 => 0.33531503056873
730 => 0.34797222738431
731 => 0.35614935376548
801 => 0.35579436314363
802 => 0.35903831291268
803 => 0.35757688383055
804 => 0.35285754381884
805 => 0.36091288175663
806 => 0.35836383578346
807 => 0.35857397603639
808 => 0.35856615460568
809 => 0.36026104733638
810 => 0.35906006050204
811 => 0.3566927921728
812 => 0.35826429536554
813 => 0.36293109802529
814 => 0.37741699667616
815 => 0.38552349747382
816 => 0.37692897514932
817 => 0.38285736156352
818 => 0.37930244221507
819 => 0.37865640761976
820 => 0.38237987239219
821 => 0.38610985459681
822 => 0.38587227085553
823 => 0.38316449531169
824 => 0.38163494161423
825 => 0.39321723464944
826 => 0.40175087085857
827 => 0.40116893407933
828 => 0.40373741376692
829 => 0.41127854956975
830 => 0.41196801651897
831 => 0.41188115953059
901 => 0.41017224375851
902 => 0.41759747129663
903 => 0.42379172674338
904 => 0.4097766791326
905 => 0.41511342579234
906 => 0.41750926330713
907 => 0.42102706359181
908 => 0.42696218232385
909 => 0.43340929547934
910 => 0.43432098796853
911 => 0.43367409851895
912 => 0.4294220540852
913 => 0.43647656222999
914 => 0.44060892765264
915 => 0.44306965669433
916 => 0.44930965611777
917 => 0.41752405918399
918 => 0.39502463382758
919 => 0.39151102366254
920 => 0.39865608809905
921 => 0.40054018461014
922 => 0.39978070766897
923 => 0.37445555887208
924 => 0.39137769199528
925 => 0.40958448438248
926 => 0.41028388142757
927 => 0.41939858238268
928 => 0.42236670263788
929 => 0.4297052315979
930 => 0.42924620461339
1001 => 0.43103301963365
1002 => 0.43062226180382
1003 => 0.44421534139268
1004 => 0.45921052677104
1005 => 0.45869129118316
1006 => 0.45653555587004
1007 => 0.45973719041751
1008 => 0.47521382870971
1009 => 0.47378898786384
1010 => 0.47517309937795
1011 => 0.49342092814956
1012 => 0.51714570127603
1013 => 0.50612316223051
1014 => 0.53003890030912
1015 => 0.54509258971081
1016 => 0.57112638895049
1017 => 0.56786682906652
1018 => 0.57800159606568
1019 => 0.56203153658353
1020 => 0.52536105193098
1021 => 0.51955780736574
1022 => 0.53117604994691
1023 => 0.55973836564119
1024 => 0.53027652098105
1025 => 0.53623661378461
1026 => 0.53452010665622
1027 => 0.53442864128604
1028 => 0.53791950244949
1029 => 0.53285582626083
1030 => 0.5122254985303
1031 => 0.52168025615392
1101 => 0.51802932018068
1102 => 0.52208030583829
1103 => 0.54394180467883
1104 => 0.53427631492839
1105 => 0.52409450663692
1106 => 0.53686475375856
1107 => 0.5531256666774
1108 => 0.55210808797061
1109 => 0.55013355996453
1110 => 0.56126387095187
1111 => 0.57964788382783
1112 => 0.58461700863525
1113 => 0.5882851149788
1114 => 0.58879088487042
1115 => 0.59400062908825
1116 => 0.56598652140435
1117 => 0.61044562975201
1118 => 0.61812248960557
1119 => 0.61667955812635
1120 => 0.62521206476193
1121 => 0.62270158486094
1122 => 0.61906429336663
1123 => 0.63259013130024
1124 => 0.6170838495882
1125 => 0.59507463488453
1126 => 0.58299994440519
1127 => 0.59890087086588
1128 => 0.60861101178957
1129 => 0.61502879725917
1130 => 0.61697081526454
1201 => 0.56816117683792
1202 => 0.54185548883262
1203 => 0.55871713324869
1204 => 0.57928950316483
1205 => 0.56587224085074
1206 => 0.56639817213122
1207 => 0.54726868206584
1208 => 0.58098203856741
1209 => 0.57607028609909
1210 => 0.60155246659347
1211 => 0.59547093971121
1212 => 0.61625066869183
1213 => 0.61077866964668
1214 => 0.63349263174776
1215 => 0.64255384618585
1216 => 0.65776903549282
1217 => 0.66896139068399
1218 => 0.67553375572789
1219 => 0.67513917558297
1220 => 0.70118216022615
1221 => 0.68582552205465
1222 => 0.66653396522952
1223 => 0.66618504183064
1224 => 0.67617641247385
1225 => 0.69711558434333
1226 => 0.70254480695653
1227 => 0.70557900172914
1228 => 0.70093202681381
1229 => 0.68426349669882
1230 => 0.67706610990654
1231 => 0.68319849198193
]
'min_raw' => 0.25286759399733
'max_raw' => 0.70557900172914
'avg_raw' => 0.47922329786323
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.252867'
'max' => '$0.705579'
'avg' => '$0.479223'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.10010649410269
'max_diff' => 0.36455060749095
'year' => 2036
]
11 => [
'items' => [
101 => 0.67569911566532
102 => 0.68864514314115
103 => 0.70642280398772
104 => 0.70275178732339
105 => 0.71502344564266
106 => 0.72772332098699
107 => 0.74588471311649
108 => 0.75063277353354
109 => 0.75848113685036
110 => 0.76655968075642
111 => 0.76915429133618
112 => 0.77410820799332
113 => 0.77408209840722
114 => 0.78901105969058
115 => 0.80547816629757
116 => 0.81169411782731
117 => 0.82598735562039
118 => 0.80151068679454
119 => 0.82007652126666
120 => 0.83682336869349
121 => 0.81685708679974
122 => 0.84437595484324
123 => 0.84544445013027
124 => 0.86157746038844
125 => 0.845223563781
126 => 0.83551267217899
127 => 0.86354765237163
128 => 0.87711289619325
129 => 0.87302693435656
130 => 0.84193256303055
131 => 0.82383430521849
201 => 0.77646767363111
202 => 0.83257549483257
203 => 0.85990397785222
204 => 0.84186178886161
205 => 0.85096121953701
206 => 0.90060476280172
207 => 0.91950580989553
208 => 0.91557452422831
209 => 0.9162388467916
210 => 0.92643750872515
211 => 0.97166399224422
212 => 0.94456323497791
213 => 0.965280748462
214 => 0.97626924291141
215 => 0.98647596895147
216 => 0.96141147566598
217 => 0.92880293817208
218 => 0.91847444553448
219 => 0.84006784873917
220 => 0.83598644487338
221 => 0.83369542920432
222 => 0.8192508994815
223 => 0.80790145580903
224 => 0.79887595682286
225 => 0.77519035224101
226 => 0.78318354848917
227 => 0.74543363835556
228 => 0.76958469308437
301 => 0.70933492500768
302 => 0.75951272219347
303 => 0.73220322848973
304 => 0.75054081902531
305 => 0.75047684089944
306 => 0.71671152278505
307 => 0.69723639196088
308 => 0.70964670330547
309 => 0.72295154219861
310 => 0.72511020754617
311 => 0.74236027846296
312 => 0.7471744024668
313 => 0.7325873819852
314 => 0.70808638248219
315 => 0.71377740585844
316 => 0.6971210635538
317 => 0.66793146434188
318 => 0.68889594409739
319 => 0.69605413922903
320 => 0.69921560599254
321 => 0.67051098761574
322 => 0.66149137331416
323 => 0.65668940634189
324 => 0.7043809767069
325 => 0.70699362858913
326 => 0.6936269321679
327 => 0.75404566747402
328 => 0.74037104688143
329 => 0.75564894844674
330 => 0.71326100513753
331 => 0.71488028165488
401 => 0.69481314999537
402 => 0.70604940283847
403 => 0.6981079814903
404 => 0.70514162464756
405 => 0.70935756135523
406 => 0.72942140019589
407 => 0.75974181900404
408 => 0.72642453174316
409 => 0.71190771257124
410 => 0.72091386553981
411 => 0.74489843771205
412 => 0.78123629230066
413 => 0.75972355101673
414 => 0.7692705402885
415 => 0.77135613272839
416 => 0.75549343375059
417 => 0.78182117263829
418 => 0.79593042179438
419 => 0.81040359193079
420 => 0.82297024003122
421 => 0.80462268950648
422 => 0.82425719858601
423 => 0.80843525022533
424 => 0.79424132690285
425 => 0.79426285322553
426 => 0.7853587977852
427 => 0.76810606838638
428 => 0.76492440038088
429 => 0.78147583914587
430 => 0.79474852560831
501 => 0.79584172763724
502 => 0.80319016883809
503 => 0.8075389006458
504 => 0.85016238417551
505 => 0.86730590185111
506 => 0.88826867075465
507 => 0.8964348506395
508 => 0.92101212435538
509 => 0.90116397976123
510 => 0.8968697088276
511 => 0.83725328195785
512 => 0.847015468518
513 => 0.86264567111169
514 => 0.83751101824166
515 => 0.8534531702881
516 => 0.85660048880302
517 => 0.83665695235503
518 => 0.84730965688124
519 => 0.8190192319664
520 => 0.76035847295838
521 => 0.78188647883214
522 => 0.79773833740364
523 => 0.77511578070203
524 => 0.81566583797582
525 => 0.79197733163957
526 => 0.78446921237981
527 => 0.75517736230971
528 => 0.76900198799609
529 => 0.78769999218649
530 => 0.77614679947312
531 => 0.80012140907398
601 => 0.83407585006362
602 => 0.85827380673476
603 => 0.86013142538075
604 => 0.84457376037839
605 => 0.86950501783236
606 => 0.86968661482484
607 => 0.84156405456959
608 => 0.82433914300031
609 => 0.82042560685025
610 => 0.83020238744707
611 => 0.84207320398486
612 => 0.86079017308191
613 => 0.87210044550764
614 => 0.90159163748895
615 => 0.90957110846035
616 => 0.91833812783349
617 => 0.93005356936465
618 => 0.94412096070036
619 => 0.91334230931486
620 => 0.91456520251299
621 => 0.88590454850225
622 => 0.85527652933822
623 => 0.87851937804723
624 => 0.90890631086767
625 => 0.90193551490408
626 => 0.90115115795774
627 => 0.90247022877902
628 => 0.89721447626738
629 => 0.87344290244456
630 => 0.86150496688866
701 => 0.87690794944794
702 => 0.88509394917032
703 => 0.89778972084552
704 => 0.89622469901133
705 => 0.92892764342032
706 => 0.94163501873195
707 => 0.93838392834799
708 => 0.9389822072205
709 => 0.96198830323885
710 => 0.98757581357576
711 => 1.0115418935757
712 => 1.0359212195186
713 => 1.0065309905531
714 => 0.9916084448217
715 => 1.0070047029206
716 => 0.99883523165533
717 => 1.0457794367685
718 => 1.0490297516771
719 => 1.0959705621899
720 => 1.1405229809743
721 => 1.1125404049753
722 => 1.1389267137794
723 => 1.1674656580584
724 => 1.2225219118494
725 => 1.203980902475
726 => 1.1897787798688
727 => 1.1763578426301
728 => 1.20428468251
729 => 1.2402121158733
730 => 1.2479505409111
731 => 1.2604897457782
801 => 1.2473063050815
802 => 1.2631843072923
803 => 1.3192406322443
804 => 1.3040937184194
805 => 1.2825826658001
806 => 1.326833750643
807 => 1.342848046226
808 => 1.4552447593785
809 => 1.5971502526103
810 => 1.5384004466106
811 => 1.5019325461823
812 => 1.5105033678131
813 => 1.5623224501372
814 => 1.5789650947243
815 => 1.5337246496731
816 => 1.5497043396836
817 => 1.6377540027301
818 => 1.6849898219832
819 => 1.6208372348206
820 => 1.4438427911677
821 => 1.2806458308693
822 => 1.3239330135953
823 => 1.3190255904319
824 => 1.4136239689562
825 => 1.3037324695341
826 => 1.3055827605519
827 => 1.4021373333627
828 => 1.3763782287012
829 => 1.3346517781265
830 => 1.2809504801357
831 => 1.1816786640311
901 => 1.0937508481077
902 => 1.2661975437
903 => 1.2587613286121
904 => 1.2479925871795
905 => 1.2719572559383
906 => 1.388322884941
907 => 1.3856402805537
908 => 1.3685749201185
909 => 1.3815188456014
910 => 1.3323826454063
911 => 1.3450461630071
912 => 1.280619979637
913 => 1.3097433051954
914 => 1.3345622519038
915 => 1.3395450229063
916 => 1.3507714604016
917 => 1.254842781165
918 => 1.2979119418242
919 => 1.3232110386768
920 => 1.2089087987075
921 => 1.3209516509024
922 => 1.2531728762815
923 => 1.2301677421722
924 => 1.2611411245545
925 => 1.2490707673175
926 => 1.2386933829603
927 => 1.2329026241829
928 => 1.255646057797
929 => 1.2545850494346
930 => 1.2173723777317
1001 => 1.1688299644779
1002 => 1.1851223917163
1003 => 1.1792032001583
1004 => 1.1577512863611
1005 => 1.1722072861464
1006 => 1.1085503791058
1007 => 0.99903197914047
1008 => 1.0713831887969
1009 => 1.0685977459281
1010 => 1.0671931993238
1011 => 1.1215631337401
1012 => 1.1163367190738
1013 => 1.1068507252772
1014 => 1.157577068646
1015 => 1.1390612709508
1016 => 1.1961225965768
1017 => 1.2337068761293
1018 => 1.2241742871107
1019 => 1.2595224836904
1020 => 1.1854977363338
1021 => 1.2100857880483
1022 => 1.2151533514291
1023 => 1.1569511134429
1024 => 1.1171918251493
1025 => 1.1145403339092
1026 => 1.0456032071757
1027 => 1.0824288638357
1028 => 1.1148339177473
1029 => 1.0993144116574
1030 => 1.0944013996614
1031 => 1.1195009124467
1101 => 1.1214513595529
1102 => 1.0769809588323
1103 => 1.0862277633365
1104 => 1.1247884752726
1105 => 1.0852561323323
1106 => 1.0084512475709
1107 => 0.98940257423946
1108 => 0.98686113008034
1109 => 0.93519961723613
1110 => 0.99067549767624
1111 => 0.96645878920297
1112 => 1.0429590811093
1113 => 0.99926252465171
1114 => 0.99737885343802
1115 => 0.99453140812404
1116 => 0.95006420990881
1117 => 0.95979970028008
1118 => 0.99216195303121
1119 => 1.0037091693997
1120 => 1.0025047001289
1121 => 0.99200336033756
1122 => 0.99681081991847
1123 => 0.9813243175784
1124 => 0.97585571127845
1125 => 0.95859528553714
1126 => 0.93322722801172
1127 => 0.93675481200197
1128 => 0.88649405213079
1129 => 0.85910932261255
1130 => 0.85152959040683
1201 => 0.84139365572253
1202 => 0.85267447120011
1203 => 0.886351669713
1204 => 0.84572982329023
1205 => 0.7760865168896
1206 => 0.7802721982707
1207 => 0.78967618159407
1208 => 0.77215192088454
1209 => 0.75556667882269
1210 => 0.76998620119225
1211 => 0.74047741417881
1212 => 0.79324217752474
1213 => 0.79181503854778
1214 => 0.81148247937206
1215 => 0.823780933736
1216 => 0.795436978099
1217 => 0.7883085499065
1218 => 0.79236922657395
1219 => 0.72525528653013
1220 => 0.80599783863766
1221 => 0.80669610358119
1222 => 0.80071713520572
1223 => 0.84371005155636
1224 => 0.9344385148831
1225 => 0.9003028174356
1226 => 0.88708444362701
1227 => 0.86195630535431
1228 => 0.89543805764147
1229 => 0.89286718146251
1230 => 0.88124070440545
1231 => 0.87420897480452
]
'min_raw' => 0.65668940634189
'max_raw' => 1.6849898219832
'avg_raw' => 1.1708396141625
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.656689'
'max' => '$1.68'
'avg' => '$1.17'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.40382181234457
'max_diff' => 0.97941082025403
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.020612730082895
]
1 => [
'year' => 2028
'avg' => 0.035377428740547
]
2 => [
'year' => 2029
'avg' => 0.096644759158012
]
3 => [
'year' => 2030
'avg' => 0.074561287762713
]
4 => [
'year' => 2031
'avg' => 0.07322842486165
]
5 => [
'year' => 2032
'avg' => 0.12839247461592
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.020612730082895
'min' => '$0.020612'
'max_raw' => 0.12839247461592
'max' => '$0.128392'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.12839247461592
]
1 => [
'year' => 2033
'avg' => 0.33023864715463
]
2 => [
'year' => 2034
'avg' => 0.20932112509335
]
3 => [
'year' => 2035
'avg' => 0.24689474706641
]
4 => [
'year' => 2036
'avg' => 0.47922329786323
]
5 => [
'year' => 2037
'avg' => 1.1708396141625
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.12839247461592
'min' => '$0.128392'
'max_raw' => 1.1708396141625
'max' => '$1.17'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.1708396141625
]
]
]
]
'prediction_2025_max_price' => '$0.035244'
'last_price' => 0.03417352
'sma_50day_nextmonth' => '$0.030657'
'sma_200day_nextmonth' => '$0.0453081'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 feb. 2026'
'sma_50day_date_nextmonth' => '4 feb. 2026'
'daily_sma3' => '$0.033128'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.032632'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.03126'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.029478'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.033991'
'daily_sma50_action' => 'BUY'
'daily_sma100' => '$0.0404014'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.048032'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.033266'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.032628'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.031564'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.031175'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.034288'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.039656'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.049463'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.044993'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.058317'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.033024'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.033333'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.036229'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.043113'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.066756'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.0790077'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.0395038'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '57.94'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 102.18
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.01
'momentum_10_action' => 'SELL'
'vwma_10' => '0.031465'
'vwma_10_action' => 'BUY'
'hma_9' => '0.033944'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 170.33
'cci_20_action' => 'SELL'
'adx_14' => 15.88
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.001761'
'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' => 74.68
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.013920'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 14
'buy_signals' => 19
'sell_pct' => 42.42
'buy_pct' => 57.58
'overall_action' => 'bullish'
'overall_action_label' => 'Alcista'
'overall_action_dir' => 1
'last_updated' => 1767679693
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de ZKsync para 2026
La previsión del precio de ZKsync para 2026 sugiere que el precio medio podría oscilar entre $0.0118069 en el extremo inferior y $0.035244 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, ZKsync podría potencialmente ganar 3.13% para 2026 si ZK alcanza el objetivo de precio previsto.
Predicción de precio de ZKsync 2027-2032
La predicción del precio de ZK para 2027-2032 está actualmente dentro de un rango de precios de $0.020612 en el extremo inferior y $0.128392 en el extremo superior. Considerando la volatilidad de precios en el mercado, si ZKsync alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de ZKsync | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.011366 | $0.020612 | $0.029859 |
| 2028 | $0.020512 | $0.035377 | $0.050242 |
| 2029 | $0.04506 | $0.096644 | $0.148228 |
| 2030 | $0.038322 | $0.074561 | $0.11080047 |
| 2031 | $0.0453085 | $0.073228 | $0.101148 |
| 2032 | $0.06916 | $0.128392 | $0.187624 |
Predicción de precio de ZKsync 2032-2037
La predicción de precio de ZKsync para 2032-2037 se estima actualmente entre $0.128392 en el extremo inferior y $1.17 en el extremo superior. Comparado con el precio actual, ZKsync podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de ZKsync | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.06916 | $0.128392 | $0.187624 |
| 2033 | $0.160713 | $0.330238 | $0.499764 |
| 2034 | $0.1292056 | $0.209321 | $0.289436 |
| 2035 | $0.152761 | $0.246894 | $0.341028 |
| 2036 | $0.252867 | $0.479223 | $0.705579 |
| 2037 | $0.656689 | $1.17 | $1.68 |
ZKsync Histograma de precios potenciales
Pronóstico de precio de ZKsync basado en análisis técnico
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para ZKsync es Alcista, con 19 indicadores técnicos mostrando señales alcistas y 14 indicando señales bajistas. La predicción de precio de ZK se actualizó por última vez el 6 de enero de 2026.
Promedios Móviles Simples de 50 y 200 días y el Índice de Fuerza Relativa de 14 días - RSI (14) de ZKsync
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de ZKsync aumentar durante el próximo mes, alcanzando $0.0453081 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para ZKsync alcance $0.030657 para el 4 feb. 2026.
El oscilador de momento del Índice de Fuerza Relativa (RSI) es una herramienta comúnmente utilizada para identificar si una criptomoneda está sobrevendida (por debajo de 30) o sobrecomprada (por encima de 70). Actualmente, el RSI se encuentra en 57.94, lo que sugiere que el mercado de ZK está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de ZK para Sáb, 19 de Oct de 2024
Los promedios móviles (MA) son indicadores ampliamente utilizados en los mercados financieros, diseñados para suavizar los movimientos de precios durante un período establecido. Como indicadores rezagados, se basan en datos históricos de precios. La tabla a continuación resalta dos tipos: el promedio móvil simple (SMA) y el promedio móvil exponencial (EMA).
Promedio Móvil Simple Diario (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 3 | $0.033128 | BUY |
| SMA 5 | $0.032632 | BUY |
| SMA 10 | $0.03126 | BUY |
| SMA 21 | $0.029478 | BUY |
| SMA 50 | $0.033991 | BUY |
| SMA 100 | $0.0404014 | SELL |
| SMA 200 | $0.048032 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.033266 | BUY |
| EMA 5 | $0.032628 | BUY |
| EMA 10 | $0.031564 | BUY |
| EMA 21 | $0.031175 | BUY |
| EMA 50 | $0.034288 | SELL |
| EMA 100 | $0.039656 | SELL |
| EMA 200 | $0.049463 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.044993 | SELL |
| SMA 50 | $0.058317 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.043113 | SELL |
| EMA 50 | $0.066756 | SELL |
| EMA 100 | $0.0790077 | SELL |
| EMA 200 | $0.0395038 | SELL |
Osciladores de ZKsync
Un oscilador es una herramienta de análisis técnico que establece límites altos y bajos entre dos extremos, creando un indicador de tendencia que fluctúa dentro de estos límites. Los traders utilizan este indicador para identificar condiciones de sobrecompra o sobreventa a corto plazo.
| Período | Valor | Acción |
|---|---|---|
| RSI (14) | 57.94 | NEUTRAL |
| Stoch RSI (14) | 102.18 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Materias Primas (20) | 170.33 | SELL |
| Índice Direccional Medio (14) | 15.88 | NEUTRAL |
| Oscilador Asombroso (5, 34) | 0.001761 | BUY |
| Momentum (10) | 0.01 | SELL |
| MACD (12, 26) | 0 | BUY |
| Rango Percentil de Williams (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 74.68 | SELL |
| VWMA (10) | 0.031465 | BUY |
| Promedio Móvil de Hull (9) | 0.033944 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.013920 | SELL |
Predicción de precios de ZKsync basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de ZKsync
M0: El total de toda la moneda física, además de cuentas en el banco central que pueden cambiarse por moneda física.
M1: Medir M0 más la cantidad en cuentas a la vista, incluyendo cuentas "de cheques" o "corrientes".
M2: Medir M1 más la mayoría de cuentas de ahorro, cuentas del mercado monetario, y cuentas de certificados de depósito (CD) inferiores a 100 000 $.
Predicciones de precios de ZKsync por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.048019 | $0.067475 | $0.094814 | $0.133229 | $0.18721 | $0.263061 |
| Amazon.com acción | $0.071305 | $0.148782 | $0.310443 | $0.647757 | $1.35 | $2.82 |
| Apple acción | $0.048472 | $0.068754 | $0.097523 | $0.138329 | $0.1962092 | $0.2783079 |
| Netflix acción | $0.05392 | $0.085078 | $0.134239 | $0.2118093 | $0.3342019 | $0.527318 |
| Google acción | $0.044254 | $0.0573094 | $0.074215 | $0.0961087 | $0.12446 | $0.161175 |
| Tesla acción | $0.077468 | $0.175615 | $0.3981079 | $0.90248 | $2.04 | $4.63 |
| Kodak acción | $0.025626 | $0.019217 | $0.01441 | $0.0108065 | $0.0081037 | $0.006076 |
| Nokia acción | $0.022638 | $0.014997 | $0.009934 | $0.006581 | $0.004359 | $0.002888 |
Este cálculo muestra cuánto puede costar la criptomoneda si asumimos que su capitalización se comportará como la capitalización de algunas empresas de Internet o nichos tecnológicos. Si extrapola los datos, puede obtener una imagen potencial del precio futuro en 2024, 2025, 2026, 2027, 2028, 2029 y 2030.
Resumen de pronósticos y predicciones de ZKsync
Podría preguntarse cosas como: "¿Debo invertir en ZKsync ahora?", "¿Debería comprar ZK hoy?", "¿Será ZKsync una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de ZKsync regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como ZKsync, con métodos de análisis técnico.
Si está tratando de encontrar criptomonedas que ofrezcan un buen rendimiento, debería explorar el máximo de fuentes de información disponibles acerca de ZKsync a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de ZKsync es de $0.03417 USD hoy, pero dicho precio puede subir y bajar, y su inversión puede perderse porque estos son activos de criptomonedas conllevan un alto riesgo
Pronóstico a corto plazo de ZKsync
basado en el historial de precios de las últimas 4 horas
Pronóstico a largo plazo de ZKsync
basado en el historial de precios del último mes
Predicción de precios de ZKsync basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si ZKsync ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.035061 | $0.035973 | $0.0369082 | $0.037867 |
| Si ZKsync ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.03595 | $0.037818 | $0.039785 | $0.041853 |
| Si ZKsync ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.038614 | $0.043633 | $0.0493044 | $0.055712 |
| Si ZKsync ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.043056 | $0.054248 | $0.068348 | $0.086114 |
| Si ZKsync ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.051939 | $0.07894 | $0.119978 | $0.182351 |
| Si ZKsync ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.078587 | $0.180724 | $0.4156051 | $0.95575 |
| Si ZKsync ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.1230014 | $0.442721 | $1.59 | $5.73 |
Cuadro de preguntas
¿Es ZK una buena inversión?
La decisión de adquirir ZKsync depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de ZKsync ha experimentado un aumento de 5.7152% durante las últimas 24 horas, y ZKsync ha sufrido un declive de -72.04% durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en ZKsync dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede ZKsync subir?
Parece que el valor medio de ZKsync podría potencialmente aumentar hasta $0.035244 para el final de este año. Mirando las perspectivas de ZKsync en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.11080047. Sin embargo, dada la imprevisibilidad del mercado, es vital realizar una investigación exhaustiva antes de invertir cualquier fondo en un proyecto, red o activo en particular.
¿Cuál será el precio de ZKsync la próxima semana?
Basado en nuestro nuevo pronóstico experimental de ZKsync, el precio de ZKsync aumentará en un 0.86% durante la próxima semana y alcanzará $0.034465 para el 13 de enero de 2026.
¿Cuál será el precio de ZKsync el próximo mes?
Basado en nuestro nuevo pronóstico experimental de ZKsync, el precio de ZKsync disminuirá en un -11.62% durante el próximo mes y alcanzará $0.030203 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de ZKsync este año en 2026?
Según nuestra predicción más reciente sobre el valor de ZKsync en 2026, se anticipa que ZK fluctúe dentro del rango de $0.0118069 y $0.035244. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de ZKsync no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará ZKsync en 5 años?
El futuro de ZKsync parece estar en una tendencia alcista, con un precio máximo de $0.11080047 proyectada después de un período de cinco años. Basado en el pronóstico de ZKsync para 2030, el valor de ZKsync podría potencialmente alcanzar su punto más alto de aproximadamente $0.11080047, mientras que su punto más bajo se anticipa que esté alrededor de $0.038322.
¿Cuánto será ZKsync en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de ZKsync, se espera que el valor de ZK en 2026 crezca en un 3.13% hasta $0.035244 si ocurre lo mejor. El precio estará entre $0.035244 y $0.0118069 durante 2026.
¿Cuánto será ZKsync en 2027?
Según nuestra última simulación experimental para la predicción de precios de ZKsync, el valor de ZK podría disminuir en un -12.62% hasta $0.029859 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.029859 y $0.011366 a lo largo del año.
¿Cuánto será ZKsync en 2028?
Nuestro nuevo modelo experimental de predicción de precios de ZKsync sugiere que el valor de ZK en 2028 podría aumentar en un 47.02% , alcanzando $0.050242 en el mejor escenario. Se espera que el precio oscile entre $0.050242 y $0.020512 durante el año.
¿Cuánto será ZKsync en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de ZKsync podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.148228 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.148228 y $0.04506.
¿Cuánto será ZKsync en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de ZKsync, se espera que el valor de ZK en 2030 aumente en un 224.23% , alcanzando $0.11080047 en el mejor escenario. Se pronostica que el precio oscile entre $0.11080047 y $0.038322 durante el transcurso de 2030.
¿Cuánto será ZKsync en 2031?
Nuestra simulación experimental indica que el precio de ZKsync podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.101148 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.101148 y $0.0453085 durante el año.
¿Cuánto será ZKsync en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de ZKsync, ZK podría experimentar un 449.04% aumento en valor, alcanzando $0.187624 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.187624 y $0.06916 a lo largo del año.
¿Cuánto será ZKsync en 2033?
Según nuestra predicción experimental de precios de ZKsync, se anticipa que el valor de ZK aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $0.499764. A lo largo del año, el precio de ZK podría oscilar entre $0.499764 y $0.160713.
¿Cuánto será ZKsync en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de ZKsync sugieren que ZK podría aumentar en un 746.96% en 2034, alcanzando potencialmente $0.289436 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $0.289436 y $0.1292056.
¿Cuánto será ZKsync en 2035?
Basado en nuestra predicción experimental para el precio de ZKsync, ZK podría crecer en un 897.93% , con el valor potencialmente alcanzando $0.341028 en 2035. El rango de precios esperado para el año está entre $0.341028 y $0.152761.
¿Cuánto será ZKsync en 2036?
Nuestra reciente simulación de predicción de precios de ZKsync sugiere que el valor de ZK podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $0.705579 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $0.705579 y $0.252867.
¿Cuánto será ZKsync en 2037?
Según la simulación experimental, el valor de ZKsync podría aumentar en un 4830.69% en 2037, con un máximo de $1.68 bajo condiciones favorables. Se espera que el precio caiga entre $1.68 y $0.656689 durante el transcurso del año.
Predicciones relacionadas
¿Cómo leer y predecir los movimientos de precio de ZKsync?
Los traders de ZKsync utilizan indicadores y patrones de gráficos para predecir la dirección del mercado. También identifican niveles clave de soporte y resistencia para estimar cuándo una tendencia bajista podría desacelerar o una tendencia alcista podría estancarse.
Indicadores de predicción de precio de ZKsync
Las medias móviles son herramientas populares para la predicción de precios de ZKsync. Una media móvil simple (SMA) calcula el precio de cierre promedio de ZK durante un período específico, como una SMA de 12 días. Una media móvil exponencial (EMA) da más peso a los precios recientes, reaccionando más rápido a los cambios de precio.
Las medias móviles comúnmente utilizadas en el mercado de criptomonedas incluyen las de 50 días, 100 días y 200 días, que ayudan a identificar niveles clave de resistencia y soporte. Un movimiento de precio de ZK por encima de estas medias se considera alcista, mientras que una caída por debajo indica debilidad.
Los traders también utilizan RSI y niveles de retroceso de Fibonacci para evaluar la dirección futura de ZK.
¿Cómo leer gráficos de ZKsync y predecir movimientos de precio?
La mayoría de los traders prefieren gráficos de velas sobre gráficos lineales simples porque proporcionan información más detallada. Las velas pueden representar la acción del precio de ZKsync en diferentes marcos de tiempo, como 5 minutos para tendencias a corto plazo y semanal para tendencias a largo plazo. Las opciones populares incluyen gráficos de 1 hora, 4 horas y 1 día.
Por ejemplo, un gráfico de velas de 1 hora muestra los precios de apertura, cierre, máximo y mínimo de ZK dentro de cada hora. El color de la vela es crucial: el verde indica que el precio cerró más alto de lo que abrió, mientras que el rojo significa lo contrario. Algunos gráficos usan velas huecas y llenas para transmitir la misma información.
¿Qué afecta el precio de ZKsync?
La acción del precio de ZKsync está impulsada por la oferta y la demanda, influenciada por factores como reducciones a la mitad de recompensas de bloque, hard forks y actualizaciones de protocolo. Los eventos del mundo real, como regulaciones, adopción por empresas y gobiernos y hacks de exchanges de criptomonedas, también impactan el precio de ZK. La capitalización de mercado de ZKsync puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de ZK, grandes poseedores de ZKsync, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de ZKsync.
Patrones de predicción de precios alcistas y bajistas
Los traders a menudo identifican patrones de velas para obtener una ventaja en las predicciones de precios de criptomonedas. Ciertas formaciones indican tendencias alcistas, mientras que otras sugieren movimientos bajistas.
Patrones de velas alcistas comúnmente seguidos:
- Martillo
- Envolvente Alcista
- Línea Penetrante
- Estrella de la Mañana
- Tres Soldados Blancos
Patrones de velas bajistas comunes:
- Harami Bajista
- Cubierta de Nube Oscura
- Estrella de la Tarde
- Estrella Fugaz
- Hombre Colgado


