Predicción del precio de Cartesi - Pronóstico de CTSI
Predicción de precio de Cartesi hasta $0.0385023 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.012898 | $0.0385023 |
| 2027 | $0.012417 | $0.032619 |
| 2028 | $0.0224091 | $0.054887 |
| 2029 | $0.049226 | $0.161932 |
| 2030 | $0.041865 | $0.121044 |
| 2031 | $0.049497 | $0.110499 |
| 2032 | $0.075554 | $0.20497 |
| 2033 | $0.175571 | $0.545967 |
| 2034 | $0.14115 | $0.316195 |
| 2035 | $0.166884 | $0.372556 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en Cartesi hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,954.66, equivalente a un ROI del 39.55% en los próximos 90 días.
Predicción del precio a largo plazo de Cartesi para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'Cartesi'
'name_with_ticker' => 'Cartesi <small>CTSI</small>'
'name_lang' => 'Cartesi'
'name_lang_with_ticker' => 'Cartesi <small>CTSI</small>'
'name_with_lang' => 'Cartesi'
'name_with_lang_with_ticker' => 'Cartesi <small>CTSI</small>'
'image' => '/uploads/coins/cartesi.png?1717126305'
'price_for_sd' => 0.03733
'ticker' => 'CTSI'
'marketcap' => '$33.17M'
'low24h' => '$0.03516'
'high24h' => '$0.03764'
'volume24h' => '$2.74M'
'current_supply' => '885.59M'
'max_supply' => '1B'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.03733'
'change_24h_pct' => '6.1647%'
'ath_price' => '$1.74'
'ath_days' => 1703
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '9 may. 2021'
'ath_pct' => '-97.84%'
'fdv' => '$37.46M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.84'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.037652'
'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' => '$0.032995'
'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' => '$0.012898'
'current_year_max_price_prediction' => '$0.0385023'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.041865'
'grand_prediction_max_price' => '$0.121044'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.038040338817895
107 => 0.038182367634398
108 => 0.03850236581015
109 => 0.03576801643431
110 => 0.036995659027782
111 => 0.037716784036892
112 => 0.034458715010982
113 => 0.03765238248774
114 => 0.035720417495055
115 => 0.035064679559397
116 => 0.035947544302857
117 => 0.035603491053716
118 => 0.03530769427359
119 => 0.035142634587846
120 => 0.035790913017217
121 => 0.035760670053626
122 => 0.034699960717755
123 => 0.033316308629154
124 => 0.03378070768692
125 => 0.03361198715547
126 => 0.03300052218411
127 => 0.033412575746244
128 => 0.031598100394142
129 => 0.028476389859072
130 => 0.030538687459119
131 => 0.030459291244865
201 => 0.030419256073307
202 => 0.031969015722023
203 => 0.031820042090837
204 => 0.031549653491481
205 => 0.032995556285442
206 => 0.032467782315509
207 => 0.034094257331655
208 => 0.035165558971097
209 => 0.034893842222357
210 => 0.035901406592302
211 => 0.033791406503257
212 => 0.034492263894328
213 => 0.034636709631281
214 => 0.032977714069406
215 => 0.031844416019287
216 => 0.031768837959888
217 => 0.029803855319074
218 => 0.030853533185011
219 => 0.031777206268415
220 => 0.031334838541391
221 => 0.031194798134375
222 => 0.03191023420276
223 => 0.031965829712569
224 => 0.030698246197175
225 => 0.030961816949175
226 => 0.032060950800006
227 => 0.030934121596221
228 => 0.028744876519773
301 => 0.028201913472132
302 => 0.028129472192783
303 => 0.02665691334464
304 => 0.028238196859255
305 => 0.027547924229362
306 => 0.029728487196458
307 => 0.028482961324246
308 => 0.028429269193296
309 => 0.028348105662442
310 => 0.027080613431205
311 => 0.027358113676513
312 => 0.028280566756395
313 => 0.028609708407475
314 => 0.028575376236689
315 => 0.028276046233061
316 => 0.028413077975904
317 => 0.027971650987182
318 => 0.027815773929956
319 => 0.027323783059988
320 => 0.026600692397082
321 => 0.026701242588732
322 => 0.02526861077855
323 => 0.024488036932838
324 => 0.024271984380143
325 => 0.023983069877222
326 => 0.024304618042021
327 => 0.025264552312633
328 => 0.024106667920858
329 => 0.022121556347307
330 => 0.022240864935343
331 => 0.022508915909622
401 => 0.022009404692388
402 => 0.021536659246074
403 => 0.021947673056594
404 => 0.021106555113617
405 => 0.022610560994543
406 => 0.022569881850391
407 => 0.023130482235701
408 => 0.023481037161313
409 => 0.022673121551282
410 => 0.022469932960195
411 => 0.022585678416085
412 => 0.02067266385642
413 => 0.022974148133239
414 => 0.022994051464836
415 => 0.022823627056038
416 => 0.024049096383089
417 => 0.026635218896634
418 => 0.025662215580501
419 => 0.025285439287314
420 => 0.024569187278542
421 => 0.025523550553394
422 => 0.025450270344272
423 => 0.025118869447927
424 => 0.024918437151783
425 => 0.025287739803017
426 => 0.024872676466404
427 => 0.024798119685971
428 => 0.024346386715121
429 => 0.024185138597069
430 => 0.024065756909935
501 => 0.023934329402603
502 => 0.024224225734083
503 => 0.023567282507911
504 => 0.022775073378087
505 => 0.022709209760764
506 => 0.022891064998982
507 => 0.022810607593601
508 => 0.022708824561661
509 => 0.022514493034729
510 => 0.022456839021924
511 => 0.022644186593789
512 => 0.022432682108196
513 => 0.022744768497934
514 => 0.022659898268453
515 => 0.022185820065639
516 => 0.021594943098703
517 => 0.021589683054291
518 => 0.021462379580997
519 => 0.021300239467552
520 => 0.021255135797254
521 => 0.021913058619882
522 => 0.023274939172749
523 => 0.023007569433182
524 => 0.023200771471172
525 => 0.024151134279
526 => 0.024453226037202
527 => 0.024238808462666
528 => 0.023945300461941
529 => 0.023958213324394
530 => 0.024961219013786
531 => 0.025023775248322
601 => 0.025181834671587
602 => 0.025384985698071
603 => 0.024273405960926
604 => 0.023905858018738
605 => 0.023731693412945
606 => 0.02319533383729
607 => 0.023773751655639
608 => 0.023436732363208
609 => 0.023482207779975
610 => 0.023452591855147
611 => 0.023468764152723
612 => 0.022610140594247
613 => 0.02292297789103
614 => 0.022402825209337
615 => 0.021706399158428
616 => 0.021704064494107
617 => 0.021874513783441
618 => 0.021773123876464
619 => 0.021500286243761
620 => 0.021539041541729
621 => 0.021199504351288
622 => 0.021580267504168
623 => 0.021591186428956
624 => 0.021444571874788
625 => 0.02203119004699
626 => 0.022271527990776
627 => 0.022175023150435
628 => 0.022264756953916
629 => 0.023018679852963
630 => 0.02314160218147
701 => 0.023196196159999
702 => 0.023123047461086
703 => 0.022278537280514
704 => 0.022315994898157
705 => 0.022041155753413
706 => 0.02180894563794
707 => 0.021818232824778
708 => 0.021937619009333
709 => 0.022458985479192
710 => 0.02355617047878
711 => 0.023597807847482
712 => 0.023648273552998
713 => 0.023443004166636
714 => 0.023381092955546
715 => 0.023462769823613
716 => 0.023874814822211
717 => 0.024934706427732
718 => 0.024560069946561
719 => 0.024255484655805
720 => 0.024522688071403
721 => 0.024481554199981
722 => 0.024134342929516
723 => 0.024124597865577
724 => 0.023458188427398
725 => 0.023211832031512
726 => 0.023005958187652
727 => 0.022781149324631
728 => 0.02264787509497
729 => 0.022852644883783
730 => 0.022899478157249
731 => 0.022451745435247
801 => 0.022390721119668
802 => 0.022756349325437
803 => 0.022595449984071
804 => 0.022760938946777
805 => 0.022799333805663
806 => 0.022793151349074
807 => 0.022625153957517
808 => 0.022732230485141
809 => 0.02247896257626
810 => 0.022203571764963
811 => 0.022027889584808
812 => 0.021874583581764
813 => 0.02195964666245
814 => 0.021656412311709
815 => 0.021559401540006
816 => 0.02269595536688
817 => 0.023535539898805
818 => 0.023523332007198
819 => 0.023449019606661
820 => 0.023338606453182
821 => 0.023866737412313
822 => 0.023682747146464
823 => 0.02381661543777
824 => 0.023850690536342
825 => 0.023953825596957
826 => 0.023990687516369
827 => 0.023879265193657
828 => 0.023505318269548
829 => 0.022573478088473
830 => 0.022139703968729
831 => 0.021996551284134
901 => 0.022001754612333
902 => 0.021858223591914
903 => 0.021900499910037
904 => 0.021843521613756
905 => 0.021735618505131
906 => 0.021952983949556
907 => 0.021978033292126
908 => 0.021927297600074
909 => 0.021939247692211
910 => 0.021519177831515
911 => 0.02155111483068
912 => 0.021373285560972
913 => 0.021339944716666
914 => 0.020890407808209
915 => 0.020093988013463
916 => 0.020535281890092
917 => 0.020002260942433
918 => 0.019800397832969
919 => 0.020755986397017
920 => 0.020660071809088
921 => 0.020495907727622
922 => 0.020253074836341
923 => 0.020163005754838
924 => 0.019615774528035
925 => 0.019583441187791
926 => 0.01985466376028
927 => 0.019729503875275
928 => 0.019553731994973
929 => 0.018917104062228
930 => 0.018201323485557
1001 => 0.018222928401931
1002 => 0.018450604885798
1003 => 0.019112604969001
1004 => 0.018853950083776
1005 => 0.018666292996822
1006 => 0.018631150465387
1007 => 0.01907103282217
1008 => 0.019693558515221
1009 => 0.019985633642173
1010 => 0.019696196061817
1011 => 0.01936370575393
1012 => 0.01938394289836
1013 => 0.019518571553848
1014 => 0.019532719121993
1015 => 0.019316302112114
1016 => 0.019377222232725
1017 => 0.019284678998864
1018 => 0.018716741343484
1019 => 0.018706469152248
1020 => 0.018567088092385
1021 => 0.018562867689286
1022 => 0.018325745736226
1023 => 0.018292570735846
1024 => 0.01782175070577
1025 => 0.01813164587534
1026 => 0.017923784465819
1027 => 0.017610488292122
1028 => 0.017556475913688
1029 => 0.01755485223637
1030 => 0.017876537355015
1031 => 0.018127886797435
1101 => 0.017927400304031
1102 => 0.017881753415751
1103 => 0.018369142760589
1104 => 0.018307118023806
1105 => 0.018253405001768
1106 => 0.01963781816733
1107 => 0.018541947119682
1108 => 0.018064084792774
1109 => 0.017472639419632
1110 => 0.017665217015453
1111 => 0.017705795944446
1112 => 0.01628347643808
1113 => 0.015706441591486
1114 => 0.015508424977235
1115 => 0.015394463616189
1116 => 0.015446397239454
1117 => 0.014926998198082
1118 => 0.015276042943951
1119 => 0.014826287277832
1120 => 0.014750884276775
1121 => 0.015555103121833
1122 => 0.015667005475944
1123 => 0.015189595267969
1124 => 0.015496169907181
1125 => 0.015385001681296
1126 => 0.01483399704785
1127 => 0.014812952723768
1128 => 0.014536477967454
1129 => 0.014103848509885
1130 => 0.013906125238778
1201 => 0.013803149242473
1202 => 0.013845639145511
1203 => 0.013824154950322
1204 => 0.01368395604425
1205 => 0.013832190987508
1206 => 0.013453511962391
1207 => 0.013302718923365
1208 => 0.013234609206009
1209 => 0.012898509775266
1210 => 0.013433393433673
1211 => 0.013538772252666
1212 => 0.013644358700486
1213 => 0.014563416641825
1214 => 0.014517503104307
1215 => 0.014932539122675
1216 => 0.014916411586203
1217 => 0.014798036590627
1218 => 0.014298631956032
1219 => 0.01449768574235
1220 => 0.01388502912789
1221 => 0.014344073120044
1222 => 0.01413458461216
1223 => 0.014273244844802
1224 => 0.014023921244023
1225 => 0.014161907219013
1226 => 0.013563761479946
1227 => 0.013005221404942
1228 => 0.013229994235925
1229 => 0.013474348009094
1230 => 0.014004169249509
1231 => 0.013688612089648
]
'min_raw' => 0.012898509775266
'max_raw' => 0.03850236581015
'avg_raw' => 0.025700437792708
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.012898'
'max' => '$0.0385023'
'avg' => '$0.02570043'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.024434390224734
'max_diff' => 0.0011694658101501
'year' => 2026
]
1 => [
'items' => [
101 => 0.013802098376871
102 => 0.013421938312049
103 => 0.012637559510966
104 => 0.012641999009797
105 => 0.012521339419871
106 => 0.012417071917587
107 => 0.013724857625423
108 => 0.013562213799621
109 => 0.013303062149503
110 => 0.013649946931463
111 => 0.013741668773615
112 => 0.013744279965515
113 => 0.013997358148041
114 => 0.014132426019422
115 => 0.014156232317171
116 => 0.014554456305491
117 => 0.014687935733675
118 => 0.015237718607648
119 => 0.014120966454202
120 => 0.014097967678501
121 => 0.013654828311717
122 => 0.013373782319547
123 => 0.013674071771246
124 => 0.013940087231855
125 => 0.013663094153593
126 => 0.013699263601971
127 => 0.013327423025572
128 => 0.013460338534909
129 => 0.013574823277203
130 => 0.013511611531611
131 => 0.013416980488975
201 => 0.013918276997685
202 => 0.013889991884067
203 => 0.014356810717734
204 => 0.014720729381113
205 => 0.01537293668413
206 => 0.014692324363096
207 => 0.014667520144929
208 => 0.014909985356237
209 => 0.014687898613514
210 => 0.014828249768741
211 => 0.015350323943203
212 => 0.015361354547835
213 => 0.015176577708107
214 => 0.015165334020617
215 => 0.015200822433924
216 => 0.015408679179123
217 => 0.015336047645558
218 => 0.015420098695005
219 => 0.015525205819374
220 => 0.015959973450262
221 => 0.01606479445417
222 => 0.015810133758133
223 => 0.01583312676767
224 => 0.01573787667676
225 => 0.01564586628242
226 => 0.015852692211856
227 => 0.016230670663074
228 => 0.016228319278746
301 => 0.016316002932577
302 => 0.016370629122503
303 => 0.016136133526525
304 => 0.015983485516185
305 => 0.016042020476594
306 => 0.016135619153015
307 => 0.016011667687322
308 => 0.015246581821165
309 => 0.015478659999083
310 => 0.015440030842234
311 => 0.015385018225416
312 => 0.015618374627919
313 => 0.015595866833621
314 => 0.014921671010186
315 => 0.014964830839379
316 => 0.014924295702349
317 => 0.015055273022803
318 => 0.014680825408379
319 => 0.014796002972633
320 => 0.01486824126121
321 => 0.014910790168142
322 => 0.015064505996042
323 => 0.015046469217819
324 => 0.015063384804583
325 => 0.015291304797884
326 => 0.016444045911303
327 => 0.016506787066726
328 => 0.016197826670921
329 => 0.016321250255071
330 => 0.016084303963274
331 => 0.01624336759636
401 => 0.016352194894338
402 => 0.015860425261059
403 => 0.015831305854934
404 => 0.015593381601505
405 => 0.015721228618579
406 => 0.015517814821888
407 => 0.015567725452483
408 => 0.015428170978208
409 => 0.015679341246885
410 => 0.01596018863518
411 => 0.016031141776463
412 => 0.015844494608996
413 => 0.015709349759102
414 => 0.01547207992217
415 => 0.015866664948892
416 => 0.015982053635466
417 => 0.015866058861243
418 => 0.01583918033752
419 => 0.015788245583633
420 => 0.015849986386342
421 => 0.015981425203898
422 => 0.015919441084832
423 => 0.015960382687495
424 => 0.015804355516942
425 => 0.016136211154324
426 => 0.016663277771895
427 => 0.016664972377255
428 => 0.016602987924071
429 => 0.016577625221302
430 => 0.0166412250318
501 => 0.016675725319993
502 => 0.01688139544493
503 => 0.017102087683247
504 => 0.018131962063904
505 => 0.017842777458924
506 => 0.018756543276944
507 => 0.019479213401356
508 => 0.019695910573133
509 => 0.019496559371488
510 => 0.018814589679402
511 => 0.0187811289928
512 => 0.019800279632954
513 => 0.019512322897054
514 => 0.01947807135959
515 => 0.019113692869852
516 => 0.019329085686441
517 => 0.019281976117831
518 => 0.019207611359101
519 => 0.019618565848759
520 => 0.020387835967237
521 => 0.020267938005103
522 => 0.020178439738276
523 => 0.019786284385594
524 => 0.020022449498978
525 => 0.019938355625547
526 => 0.020299676273097
527 => 0.02008563792572
528 => 0.019510141341566
529 => 0.019601791069455
530 => 0.019587938397458
531 => 0.019873025405537
601 => 0.019787449362006
602 => 0.019571228301512
603 => 0.020385206685602
604 => 0.020332351456925
605 => 0.020407288086802
606 => 0.020440277508766
607 => 0.020935731807254
608 => 0.021138703580575
609 => 0.02118478172664
610 => 0.021377589212895
611 => 0.021179984500738
612 => 0.021970544239136
613 => 0.022496220334731
614 => 0.023106820170809
615 => 0.023999070645082
616 => 0.024334565077188
617 => 0.024273961010922
618 => 0.024950455137402
619 => 0.026166100045068
620 => 0.024519677603379
621 => 0.026253364432304
622 => 0.025704499198643
623 => 0.024403149603298
624 => 0.024319358031262
625 => 0.025200647086209
626 => 0.027155261389153
627 => 0.026665652675318
628 => 0.027156062213612
629 => 0.026583973437555
630 => 0.026555564407881
701 => 0.027128277138685
702 => 0.028466451651152
703 => 0.027830735101001
704 => 0.026919279542265
705 => 0.027592284143016
706 => 0.02700926527421
707 => 0.025695560586082
708 => 0.026665278280762
709 => 0.0260168556743
710 => 0.026206099862907
711 => 0.027568987736106
712 => 0.027405001461449
713 => 0.027617214885576
714 => 0.027242663746584
715 => 0.026892773921473
716 => 0.026239678579742
717 => 0.026046329246267
718 => 0.02609976404606
719 => 0.026046302766634
720 => 0.025680901925192
721 => 0.025601993648273
722 => 0.025470476396356
723 => 0.025511239092076
724 => 0.025263948181744
725 => 0.02573063722245
726 => 0.025817258820855
727 => 0.026156876186044
728 => 0.026192136387536
729 => 0.027137965915437
730 => 0.026617018905489
731 => 0.026966515136163
801 => 0.026935252903705
802 => 0.024431353795066
803 => 0.024776369000148
804 => 0.025313104387519
805 => 0.025071305823036
806 => 0.024729459225007
807 => 0.024453399768444
808 => 0.024035141463222
809 => 0.024623831995883
810 => 0.025397897446073
811 => 0.026211767964755
812 => 0.027189580066043
813 => 0.026971343788023
814 => 0.026193488447673
815 => 0.026228382470018
816 => 0.026444083585859
817 => 0.026164731042331
818 => 0.026082344523636
819 => 0.026432764943321
820 => 0.026435178096164
821 => 0.026113749233953
822 => 0.025756539874466
823 => 0.025755043154207
824 => 0.025691481198919
825 => 0.026595280968197
826 => 0.027092279456837
827 => 0.027149259532606
828 => 0.027088444243744
829 => 0.027111849634755
830 => 0.02682265716483
831 => 0.027483665393715
901 => 0.028090271911479
902 => 0.02792768840646
903 => 0.02768395261983
904 => 0.027489805325873
905 => 0.027881953474094
906 => 0.027864491734352
907 => 0.028084973732738
908 => 0.028074971395726
909 => 0.028000831592416
910 => 0.027927691054226
911 => 0.028217685020716
912 => 0.028134171415528
913 => 0.028050528090643
914 => 0.027882768597435
915 => 0.027905569898752
916 => 0.027661876196542
917 => 0.027549132339234
918 => 0.025853735235668
919 => 0.025400669730897
920 => 0.025543213361696
921 => 0.025590142426099
922 => 0.025392967737804
923 => 0.025675665590798
924 => 0.02563160742986
925 => 0.025803011960908
926 => 0.025695925851429
927 => 0.025700320702715
928 => 0.026015238117528
929 => 0.026106659982802
930 => 0.026060162084259
1001 => 0.026092727618544
1002 => 0.026843186611093
1003 => 0.026736495340681
1004 => 0.02667981772971
1005 => 0.02669551781529
1006 => 0.026887276177909
1007 => 0.026940958049824
1008 => 0.026713504186363
1009 => 0.026820772743266
1010 => 0.027277508644154
1011 => 0.027437340360452
1012 => 0.027947446475298
1013 => 0.027730744331298
1014 => 0.028128510495258
1015 => 0.029351108074795
1016 => 0.030327803618647
1017 => 0.029429594032871
1018 => 0.031223171017727
1019 => 0.032619727973775
1020 => 0.032566125791714
1021 => 0.032322603783483
1022 => 0.03073266081841
1023 => 0.029269571597235
1024 => 0.030493507856798
1025 => 0.030496627922028
1026 => 0.030391490711876
1027 => 0.029738492529253
1028 => 0.030368767790577
1029 => 0.030418796751997
1030 => 0.030390793837376
1031 => 0.029890141661794
1101 => 0.029125738325668
1102 => 0.029275100907824
1103 => 0.029519759864309
1104 => 0.029056569418477
1105 => 0.028908552005335
1106 => 0.029183744537831
1107 => 0.030070472216176
1108 => 0.029902841485049
1109 => 0.02989846396921
1110 => 0.030615659323466
1111 => 0.030102302230263
1112 => 0.02927698484831
1113 => 0.029068581324768
1114 => 0.028328889213629
1115 => 0.028839797189486
1116 => 0.028858183857985
1117 => 0.028578364780961
1118 => 0.02929969062424
1119 => 0.029293043479607
1120 => 0.029977835012617
1121 => 0.031286899227777
1122 => 0.030899744524216
1123 => 0.030449525726287
1124 => 0.030498476992835
1125 => 0.031035351564847
1126 => 0.030710744942954
1127 => 0.030827475747424
1128 => 0.031035174878793
1129 => 0.031160484921628
1130 => 0.030480446806083
1201 => 0.030321897391367
1202 => 0.029997560932139
1203 => 0.029912947603954
1204 => 0.030177112882492
1205 => 0.030107514664694
1206 => 0.028856638529694
1207 => 0.028725915013778
1208 => 0.02872992411738
1209 => 0.028401213621044
1210 => 0.027899851214572
1211 => 0.029217401683986
1212 => 0.029111583942185
1213 => 0.02899476934488
1214 => 0.029009078466515
1215 => 0.029580982469359
1216 => 0.029249249265865
1217 => 0.030131216357357
1218 => 0.029949910437704
1219 => 0.029763954705342
1220 => 0.029738249958779
1221 => 0.029666672866817
1222 => 0.029421208385816
1223 => 0.02912479527488
1224 => 0.028929077664175
1225 => 0.026685544959942
1226 => 0.027101931579819
1227 => 0.027580946431152
1228 => 0.0277463004383
1229 => 0.027463450966924
1230 => 0.029432377006934
1231 => 0.029792118767487
]
'min_raw' => 0.012417071917587
'max_raw' => 0.032619727973775
'avg_raw' => 0.022518399945681
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.012417'
'max' => '$0.032619'
'avg' => '$0.022518'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0004814378576793
'max_diff' => -0.0058826378363755
'year' => 2027
]
2 => [
'items' => [
101 => 0.028702437509397
102 => 0.028498602637401
103 => 0.029445740387207
104 => 0.028874500541193
105 => 0.029131729808876
106 => 0.028575740829033
107 => 0.029705467511839
108 => 0.029696860887325
109 => 0.02925737169168
110 => 0.029628824950347
111 => 0.029564275805638
112 => 0.029068093586168
113 => 0.02972119737322
114 => 0.02972152130455
115 => 0.02929852250906
116 => 0.028804552522271
117 => 0.028716242355683
118 => 0.028649712507961
119 => 0.02911536754469
120 => 0.029532872394556
121 => 0.030309745411926
122 => 0.03050506974654
123 => 0.031267433628018
124 => 0.030813483055422
125 => 0.031014713464609
126 => 0.031233177539562
127 => 0.031337917250845
128 => 0.031167249511952
129 => 0.03235151442138
130 => 0.032451502664674
131 => 0.032485027857756
201 => 0.032085700393489
202 => 0.032440396645515
203 => 0.032274446015497
204 => 0.032706203452391
205 => 0.032773908531451
206 => 0.032716564738165
207 => 0.032738055398911
208 => 0.031727494217361
209 => 0.031675091288963
210 => 0.03096057364191
211 => 0.031251744864532
212 => 0.03070741422004
213 => 0.030880027074635
214 => 0.030956113176225
215 => 0.030916370114603
216 => 0.031268207248589
217 => 0.030969073809123
218 => 0.030179611480282
219 => 0.029389934062957
220 => 0.02938002030624
221 => 0.029172112181223
222 => 0.029021832687108
223 => 0.029050781849126
224 => 0.029152802471976
225 => 0.029015903063044
226 => 0.029045117492916
227 => 0.029530271683515
228 => 0.029627565896478
229 => 0.029296922145526
301 => 0.027969339773787
302 => 0.027643547729775
303 => 0.027877720590274
304 => 0.027765801045619
305 => 0.022409168475736
306 => 0.023667629841976
307 => 0.022919894831466
308 => 0.023264485525942
309 => 0.022501241705254
310 => 0.022865501661523
311 => 0.022798236148244
312 => 0.024821804784579
313 => 0.02479020954365
314 => 0.024805332513499
315 => 0.024083473759888
316 => 0.025233414354992
317 => 0.025799916442667
318 => 0.025695071983203
319 => 0.025721459074865
320 => 0.025268041415498
321 => 0.024809722587564
322 => 0.024301376472624
323 => 0.025245820720704
324 => 0.025140814642518
325 => 0.025381660805882
326 => 0.025994200411031
327 => 0.026084399194701
328 => 0.026205627274659
329 => 0.026162175637596
330 => 0.027197369916959
331 => 0.027072001059296
401 => 0.027374103935181
402 => 0.026752655398886
403 => 0.026049427391631
404 => 0.026183088045554
405 => 0.02617021544975
406 => 0.026006332530688
407 => 0.02585838635906
408 => 0.025612097666874
409 => 0.026391391532819
410 => 0.026359753625019
411 => 0.026871934577251
412 => 0.026781401618884
413 => 0.026176800365734
414 => 0.02619839381777
415 => 0.026343620160172
416 => 0.02684625018939
417 => 0.026995465003724
418 => 0.026926342756542
419 => 0.027089949988544
420 => 0.027219258473914
421 => 0.027106189143438
422 => 0.028707012420865
423 => 0.028042238987068
424 => 0.028366244933237
425 => 0.028443518442245
426 => 0.028245583973809
427 => 0.028288508872511
428 => 0.028353528397709
429 => 0.028748314222586
430 => 0.029784346459261
501 => 0.030243198084374
502 => 0.031623675837868
503 => 0.030205096844431
504 => 0.030120924237624
505 => 0.030369589967463
506 => 0.031180076547174
507 => 0.031836899794897
508 => 0.032054805959209
509 => 0.032083605856062
510 => 0.032492412306439
511 => 0.032726732540006
512 => 0.032442772450686
513 => 0.032202146006848
514 => 0.031340251952674
515 => 0.031440018536304
516 => 0.032127311363756
517 => 0.033098152963877
518 => 0.033931236055634
519 => 0.033639519392777
520 => 0.035865111610501
521 => 0.036085769988159
522 => 0.036055282135106
523 => 0.036557974757781
524 => 0.035560232273343
525 => 0.035133678030896
526 => 0.032254172175232
527 => 0.033063195867156
528 => 0.034239159315663
529 => 0.034083516143617
530 => 0.033229500053718
531 => 0.033930588207848
601 => 0.033698786539039
602 => 0.033515954945389
603 => 0.034353541919547
604 => 0.033432580635284
605 => 0.034229972022354
606 => 0.033207309320479
607 => 0.033640851929921
608 => 0.033394752176705
609 => 0.033554008877887
610 => 0.032622997456926
611 => 0.033125348620652
612 => 0.032602097996938
613 => 0.032601849908013
614 => 0.032590299121493
615 => 0.033205901159844
616 => 0.033225975920214
617 => 0.032771045083749
618 => 0.03270548244286
619 => 0.032947901889001
620 => 0.032664092207323
621 => 0.032796884971103
622 => 0.03266811436486
623 => 0.03263912538907
624 => 0.032408136297914
625 => 0.032308619846266
626 => 0.03234764281118
627 => 0.032214437314211
628 => 0.032134176184034
629 => 0.032574333162557
630 => 0.032339175044814
701 => 0.032538291808371
702 => 0.032311373125759
703 => 0.031524774108061
704 => 0.031072392694849
705 => 0.029586580068186
706 => 0.030007954685963
707 => 0.030287326493492
708 => 0.03019499411277
709 => 0.030393359794449
710 => 0.030405537836245
711 => 0.030341047131032
712 => 0.030266375156167
713 => 0.030230028968422
714 => 0.030500923674001
715 => 0.030658187168487
716 => 0.030315365191891
717 => 0.030235046799363
718 => 0.030581658745422
719 => 0.030793091832287
720 => 0.032354194951707
721 => 0.032238543390323
722 => 0.032528806113923
723 => 0.03249612698569
724 => 0.0328003685625
725 => 0.033297674958501
726 => 0.032286512006376
727 => 0.032462014931481
728 => 0.0324189856672
729 => 0.032888767891744
730 => 0.03289023450057
731 => 0.032608576589593
801 => 0.032761267912512
802 => 0.032676039804926
803 => 0.032830058514603
804 => 0.032236998793212
805 => 0.032959281517025
806 => 0.033368769278557
807 => 0.033374455016523
808 => 0.033568548965593
809 => 0.033765759659012
810 => 0.034144288411597
811 => 0.033755202697549
812 => 0.033055275374707
813 => 0.033105807866664
814 => 0.032695440733375
815 => 0.032702339079025
816 => 0.032665515169315
817 => 0.032776026494329
818 => 0.032261249814461
819 => 0.032382066872305
820 => 0.03221292228382
821 => 0.032461647244179
822 => 0.032194060302542
823 => 0.032418964917185
824 => 0.03251602629316
825 => 0.032874184860086
826 => 0.032141159990997
827 => 0.030646472661502
828 => 0.030960674059494
829 => 0.030495945511877
830 => 0.030538957908305
831 => 0.030625849794463
901 => 0.030344204762171
902 => 0.030397933758677
903 => 0.030396014180837
904 => 0.030379472296048
905 => 0.030306205545502
906 => 0.030199954261825
907 => 0.030623226673574
908 => 0.030695148904334
909 => 0.030855023114035
910 => 0.031330700318394
911 => 0.031283168948437
912 => 0.031360694584894
913 => 0.031191456555797
914 => 0.030546808375089
915 => 0.030581815872797
916 => 0.030145271815416
917 => 0.030843859701003
918 => 0.030678424868787
919 => 0.030571767956239
920 => 0.030542665629481
921 => 0.031019521945623
922 => 0.031162204829219
923 => 0.031073294431254
924 => 0.030890936611097
925 => 0.031241117535049
926 => 0.031334811177351
927 => 0.031355785728574
928 => 0.031976239185284
929 => 0.031390462184426
930 => 0.031531464530655
1001 => 0.032631524585041
1002 => 0.031633921913624
1003 => 0.032162374297868
1004 => 0.032136509303593
1005 => 0.032406847661518
1006 => 0.032114333667657
1007 => 0.032117959729186
1008 => 0.032358001876717
1009 => 0.032020905972339
1010 => 0.031937436285825
1011 => 0.031822123511726
1012 => 0.032073904735337
1013 => 0.032224836191806
1014 => 0.033441232884009
1015 => 0.0342270806216
1016 => 0.034192964898785
1017 => 0.034504718743355
1018 => 0.034364270781039
1019 => 0.033910727262417
1020 => 0.034684870744964
1021 => 0.034439899355547
1022 => 0.03446009449925
1023 => 0.034459342834993
1024 => 0.034622227393185
1025 => 0.034506808755556
1026 => 0.034279306773308
1027 => 0.034430333206197
1028 => 0.034878827718939
1029 => 0.036270968447983
1030 => 0.037050028843368
1031 => 0.036224068033964
1101 => 0.036793804740235
1102 => 0.036452165734418
1103 => 0.036390079764181
1104 => 0.036747916518931
1105 => 0.03710637961955
1106 => 0.037083547069719
1107 => 0.036823321265953
1108 => 0.036676326312391
1109 => 0.037789421347684
1110 => 0.038609530808609
1111 => 0.038553604841458
1112 => 0.038800443872365
1113 => 0.039525170901555
1114 => 0.039591430858529
1115 => 0.039583083626918
1116 => 0.039418851410046
1117 => 0.040132439287979
1118 => 0.040727726850136
1119 => 0.039380836396965
1120 => 0.039893714649442
1121 => 0.040123962220884
1122 => 0.040462033967137
1123 => 0.04103241767047
1124 => 0.041652005659094
1125 => 0.041739622194122
1126 => 0.041677454069683
1127 => 0.041268819135766
1128 => 0.041946779706141
1129 => 0.042343913108135
1130 => 0.042580396960786
1201 => 0.043180080663948
1202 => 0.040125384151499
1203 => 0.037963118131721
1204 => 0.037625449069232
1205 => 0.038312112385982
1206 => 0.038493180026572
1207 => 0.03842019188769
1208 => 0.035986364897803
1209 => 0.037612635473823
1210 => 0.039362365872906
1211 => 0.039429580143536
1212 => 0.040305531766455
1213 => 0.040590777521347
1214 => 0.0412960333914
1215 => 0.041251919444708
1216 => 0.041423638025994
1217 => 0.041384162897907
1218 => 0.042690500888036
1219 => 0.044131585684218
1220 => 0.044081685500095
1221 => 0.043874512510502
1222 => 0.044182199728291
1223 => 0.045669553673982
1224 => 0.045532621957024
1225 => 0.045665639456233
1226 => 0.047419313581798
1227 => 0.049699339402267
1228 => 0.048640038497809
1229 => 0.050938416654859
1230 => 0.05238512387293
1231 => 0.054887054414267
]
'min_raw' => 0.022409168475736
'max_raw' => 0.054887054414267
'avg_raw' => 0.038648111445001
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.0224091'
'max' => '$0.054887'
'avg' => '$0.038648'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0099920965581489
'max_diff' => 0.022267326440492
'year' => 2028
]
3 => [
'items' => [
101 => 0.054573800388224
102 => 0.055547783587952
103 => 0.054013010303519
104 => 0.050488860613604
105 => 0.049931150435272
106 => 0.051047700335764
107 => 0.053792629314777
108 => 0.050961252753842
109 => 0.051534036544526
110 => 0.051369074774276
111 => 0.051360284662582
112 => 0.051695767473983
113 => 0.051209132158438
114 => 0.049226492338887
115 => 0.050135124484418
116 => 0.049784257976929
117 => 0.050173570525819
118 => 0.052274529787468
119 => 0.05134564561728
120 => 0.050367141600408
121 => 0.051594402784989
122 => 0.053157128005658
123 => 0.053059335469836
124 => 0.052869577076232
125 => 0.053939235205551
126 => 0.055705997054761
127 => 0.056183545683179
128 => 0.056536062317625
129 => 0.056584668405698
130 => 0.057085341321362
131 => 0.054393096868013
201 => 0.05866575795722
202 => 0.059403528497445
203 => 0.059264858213338
204 => 0.060084859118669
205 => 0.059843594050905
206 => 0.059494038821046
207 => 0.060793914675189
208 => 0.059303711902986
209 => 0.057188556679157
210 => 0.056028140690337
211 => 0.057556270072503
212 => 0.058489445361825
213 => 0.059106214866971
214 => 0.059292848946566
215 => 0.054602088141089
216 => 0.052074028228458
217 => 0.053694485648189
218 => 0.055671555538257
219 => 0.054382114144949
220 => 0.054432657806331
221 => 0.05259425323871
222 => 0.055834213549754
223 => 0.05536217858479
224 => 0.057811096818037
225 => 0.057226642827876
226 => 0.05922364058063
227 => 0.058697764145647
228 => 0.060880647825906
301 => 0.061751459225178
302 => 0.063213687095527
303 => 0.064289307869294
304 => 0.064920932960996
305 => 0.064883012559657
306 => 0.067385825847354
307 => 0.065910004293235
308 => 0.064056024596828
309 => 0.064022491953351
310 => 0.064982694309215
311 => 0.066995015028456
312 => 0.06751678051288
313 => 0.067808376238116
314 => 0.067361787234396
315 => 0.065759888710484
316 => 0.065068197049668
317 => 0.06565753838492
318 => 0.064936824574585
319 => 0.066180978807802
320 => 0.067889468307013
321 => 0.067536671981525
322 => 0.068716017203448
323 => 0.069936515437403
324 => 0.071681882727964
325 => 0.07213818636848
326 => 0.07289243893458
327 => 0.073668812584158
328 => 0.073918162876546
329 => 0.074394249953566
330 => 0.074391740739667
331 => 0.075826461190623
401 => 0.077409002277622
402 => 0.078006374902054
403 => 0.079380000312616
404 => 0.077027714934604
405 => 0.078811950414933
406 => 0.0804213754805
407 => 0.078502552568524
408 => 0.081147202924285
409 => 0.081249888704692
410 => 0.082800322074674
411 => 0.081228660827104
412 => 0.080295413395218
413 => 0.082989663762749
414 => 0.084293326647506
415 => 0.083900652777057
416 => 0.080912385234238
417 => 0.079173085351493
418 => 0.074621002072458
419 => 0.080013141351838
420 => 0.082639495103965
421 => 0.0809055836125
422 => 0.081780067713187
423 => 0.086550969414112
424 => 0.088367419888815
425 => 0.087989610888024
426 => 0.088053454389892
427 => 0.089033578095134
428 => 0.093379986368158
429 => 0.090775517782007
430 => 0.092766536428543
501 => 0.093822565539515
502 => 0.094803464230926
503 => 0.092394687061034
504 => 0.089260903354969
505 => 0.088268302507967
506 => 0.080733180286334
507 => 0.080340944451321
508 => 0.080120770591166
509 => 0.078732605547099
510 => 0.077641888072869
511 => 0.076774509041618
512 => 0.07449824744231
513 => 0.075266418911717
514 => 0.071638533015138
515 => 0.073959525847387
516 => 0.06816933235808
517 => 0.072991577552504
518 => 0.070367048733763
519 => 0.072129349249071
520 => 0.072123200748592
521 => 0.068878246762023
522 => 0.067006625023032
523 => 0.068199295239725
524 => 0.069477932386299
525 => 0.069685386961479
526 => 0.071343173397857
527 => 0.07180582595825
528 => 0.070403967101077
529 => 0.068049343467949
530 => 0.068596268834677
531 => 0.066995541597932
601 => 0.064190328686619
602 => 0.066205081573842
603 => 0.066893006791972
604 => 0.067196833758533
605 => 0.064438229041136
606 => 0.063571415546708
607 => 0.063109931315544
608 => 0.067693242240008
609 => 0.067944326358689
610 => 0.066659744507798
611 => 0.072466176282876
612 => 0.071152001944094
613 => 0.072620256661044
614 => 0.068546641090247
615 => 0.068702258690902
616 => 0.066773743797102
617 => 0.067853583274218
618 => 0.067090387536643
619 => 0.067766342915649
620 => 0.068171507782757
621 => 0.07009970622624
622 => 0.07301359448142
623 => 0.069811697678535
624 => 0.068416585389511
625 => 0.069282105207212
626 => 0.071587098538618
627 => 0.075079281426136
628 => 0.073011838869995
629 => 0.073929334768959
630 => 0.074129766806331
701 => 0.072605311206316
702 => 0.075135490278569
703 => 0.076491433798527
704 => 0.077882351277028
705 => 0.079090045950988
706 => 0.077326788249184
707 => 0.079213726743177
708 => 0.077693187406502
709 => 0.076329106431038
710 => 0.076331175178809
711 => 0.075475467256857
712 => 0.073817425331938
713 => 0.073511656962056
714 => 0.075102302636471
715 => 0.076377849832645
716 => 0.076482910009181
717 => 0.077189118476965
718 => 0.077607045373674
719 => 0.081703297105484
720 => 0.08335084343799
721 => 0.085365431906922
722 => 0.086150227651555
723 => 0.088512181478057
724 => 0.086604711934646
725 => 0.086192018900383
726 => 0.080462691506499
727 => 0.081400868546285
728 => 0.082902980507601
729 => 0.080487460779479
730 => 0.082019552070973
731 => 0.082322019346045
801 => 0.080405382343428
802 => 0.081429140979522
803 => 0.078710341565338
804 => 0.073072856879028
805 => 0.075141766410586
806 => 0.07666518021323
807 => 0.074491080881289
808 => 0.07838806978453
809 => 0.076111529317436
810 => 0.075389975282582
811 => 0.072574935740027
812 => 0.073903526043304
813 => 0.075700463452067
814 => 0.074590165049847
815 => 0.076894200946597
816 => 0.080157330240323
817 => 0.082482830497742
818 => 0.082661353531655
819 => 0.081166212662552
820 => 0.083562185447151
821 => 0.083579637493144
822 => 0.08087697040428
823 => 0.079221601860863
824 => 0.078845498644874
825 => 0.079785078217794
826 => 0.080925901275277
827 => 0.082724661271621
828 => 0.083811614265005
829 => 0.086645811196431
830 => 0.087412663623281
831 => 0.08825520194526
901 => 0.08938109297262
902 => 0.0907330138235
903 => 0.087775087966672
904 => 0.087892611875227
905 => 0.08513823227262
906 => 0.082194782649243
907 => 0.084428494007211
908 => 0.087348774469584
909 => 0.086678858904892
910 => 0.086603479718732
911 => 0.086730246601412
912 => 0.086225152143031
913 => 0.08394062862745
914 => 0.082793355219799
915 => 0.08427363061633
916 => 0.085060331110109
917 => 0.086280434968466
918 => 0.086130031414656
919 => 0.089272887924196
920 => 0.090494106928756
921 => 0.090181666848482
922 => 0.090239163342543
923 => 0.092450122017276
924 => 0.094909162781911
925 => 0.097212378956999
926 => 0.099555309375736
927 => 0.096730815309818
928 => 0.095296711413721
929 => 0.096776340568322
930 => 0.095991228511602
1001 => 0.10050271526888
1002 => 0.10081508082351
1003 => 0.10532624134895
1004 => 0.10960786986658
1005 => 0.106918655708
1006 => 0.10945446353468
1007 => 0.11219714644668
1008 => 0.11748822676819
1009 => 0.11570637705835
1010 => 0.11434150810576
1011 => 0.11305171354057
1012 => 0.11573557128162
1013 => 0.11918831138981
1014 => 0.11993199853919
1015 => 0.12113705583152
1016 => 0.11987008543603
1017 => 0.12139601172519
1018 => 0.12678320205194
1019 => 0.12532753567161
1020 => 0.12326025540149
1021 => 0.1275129247732
1022 => 0.12905194928698
1023 => 0.13985362931813
1024 => 0.15349119655261
1025 => 0.14784515416844
1026 => 0.14434047346394
1027 => 0.14516415656164
1028 => 0.15014413445488
1029 => 0.15174354529759
1030 => 0.14739579527712
1031 => 0.14893149408583
1101 => 0.15739334550837
1102 => 0.16193285730787
1103 => 0.15576759054637
1104 => 0.13875786406945
1105 => 0.12307411943177
1106 => 0.12723415475791
1107 => 0.12676253585285
1108 => 0.13585373956891
1109 => 0.12529281850986
1110 => 0.1254706373355
1111 => 0.13474983751665
1112 => 0.13227430599409
1113 => 0.12826426196965
1114 => 0.12310339719093
1115 => 0.11356306132525
1116 => 0.10511291979707
1117 => 0.1216855932852
1118 => 0.12097094946894
1119 => 0.11993603931872
1120 => 0.12223911986906
1121 => 0.13342222528074
1122 => 0.13316441850482
1123 => 0.1315243833306
1124 => 0.13276833555564
1125 => 0.12804619113018
1126 => 0.12926319526985
1127 => 0.12307163504649
1128 => 0.12587047884984
1129 => 0.12825565821617
1130 => 0.12873451828715
1201 => 0.12981341447826
1202 => 0.12059436465144
1203 => 0.1247334473666
1204 => 0.12716477068215
1205 => 0.11617996349018
1206 => 0.12694763636281
1207 => 0.12043388150449
1208 => 0.11822301527226
1209 => 0.12119965539448
1210 => 0.12003965584397
1211 => 0.1190423563479
1212 => 0.11848584609332
1213 => 0.12067156207929
1214 => 0.12056959581605
1215 => 0.1169933402338
1216 => 0.11232826061358
1217 => 0.11389401446015
1218 => 0.11332516140867
1219 => 0.11126356456661
1220 => 0.11265283192001
1221 => 0.10653520158777
1222 => 0.096010136567913
1223 => 0.10296331691149
1224 => 0.10269562703187
1225 => 0.10256064565579
1226 => 0.1077857685122
1227 => 0.10728349351365
1228 => 0.10637185947299
1229 => 0.11124682169254
1230 => 0.10946739490491
1231 => 0.11495116897871
]
'min_raw' => 0.049226492338887
'max_raw' => 0.16193285730787
'avg_raw' => 0.10557967482338
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.049226'
'max' => '$0.161932'
'avg' => '$0.105579'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.026817323863151
'max_diff' => 0.1070458028936
'year' => 2029
]
4 => [
'items' => [
101 => 0.11856313725198
102 => 0.11764702526294
103 => 0.12104409888211
104 => 0.11393008626639
105 => 0.11629307589269
106 => 0.11678008477971
107 => 0.11118666541547
108 => 0.10736567191516
109 => 0.1071108552112
110 => 0.10048577904699
111 => 0.10402484125816
112 => 0.10713906954765
113 => 0.10564759587086
114 => 0.1051754398613
115 => 0.10758758251601
116 => 0.10777502665889
117 => 0.10350128033688
118 => 0.10438992752917
119 => 0.10809573404632
120 => 0.10429655071306
121 => 0.096915358089604
122 => 0.095084720266015
123 => 0.094840479434999
124 => 0.089875644467709
125 => 0.095207052238923
126 => 0.092879749873943
127 => 0.10023167015955
128 => 0.096032292721551
129 => 0.095851265953388
130 => 0.095577617442457
131 => 0.091304178891361
201 => 0.092239790342863
202 => 0.095349905305303
203 => 0.096459629361855
204 => 0.096343876051055
205 => 0.09533466404527
206 => 0.095796676133517
207 => 0.094308374221591
208 => 0.093782823840165
209 => 0.092124042272362
210 => 0.089686091617796
211 => 0.090025103609134
212 => 0.085194885437949
213 => 0.082563126219206
214 => 0.081834689953487
215 => 0.080860594535521
216 => 0.081944716622915
217 => 0.085181202036755
218 => 0.081277313968981
219 => 0.07458437170269
220 => 0.074986628937112
221 => 0.075890381511616
222 => 0.07420624456795
223 => 0.072612350289671
224 => 0.073998112047905
225 => 0.071162224178178
226 => 0.076233085012057
227 => 0.076095932437424
228 => 0.077986035776364
301 => 0.079167956183028
302 => 0.076444012296943
303 => 0.07575894777592
304 => 0.076149191661541
305 => 0.069699329511221
306 => 0.077458944435015
307 => 0.077526049907101
308 => 0.076951452114187
309 => 0.081083207509874
310 => 0.0898025001216
311 => 0.086521951508336
312 => 0.085251623930174
313 => 0.082836730275483
314 => 0.086054432688161
315 => 0.085807363346845
316 => 0.084690022087145
317 => 0.084014250606962
318 => 0.085259380279484
319 => 0.083859965261297
320 => 0.083608591870678
321 => 0.08208554262047
322 => 0.081541883332472
323 => 0.081139379639337
324 => 0.080696262622393
325 => 0.081673668343892
326 => 0.079458738390543
327 => 0.076787749999066
328 => 0.076565686214809
329 => 0.077178823847189
330 => 0.076907556087589
331 => 0.076564387489141
401 => 0.075909185178295
402 => 0.07571480064885
403 => 0.076346456067581
404 => 0.075633353927632
405 => 0.07668557497981
406 => 0.076399429075664
407 => 0.074801041315796
408 => 0.072808858368057
409 => 0.072791123761077
410 => 0.072361911212822
411 => 0.07181524450008
412 => 0.071663174326635
413 => 0.07388140705783
414 => 0.078473082425284
415 => 0.077571626681174
416 => 0.078223020841194
417 => 0.081427235399999
418 => 0.082445758854149
419 => 0.081722835031443
420 => 0.080733252314924
421 => 0.080776788932234
422 => 0.08415849264164
423 => 0.084369405353913
424 => 0.084902313734809
425 => 0.085587251604149
426 => 0.081839482912347
427 => 0.080600269363881
428 => 0.080013061235668
429 => 0.078204687478915
430 => 0.080154863537324
501 => 0.079018579462954
502 => 0.079171903005578
503 => 0.079072050847304
504 => 0.079126576877695
505 => 0.07623166760311
506 => 0.077286420390817
507 => 0.075532689308587
508 => 0.073184640255033
509 => 0.073176768771274
510 => 0.073751450450652
511 => 0.073409607300461
512 => 0.072489716172889
513 => 0.072620382365797
514 => 0.071475609022495
515 => 0.072759378576465
516 => 0.072796192493724
517 => 0.072301871288046
518 => 0.074279695411997
519 => 0.07509001156933
520 => 0.074764638762366
521 => 0.075067182545816
522 => 0.07760908623717
523 => 0.078023527449894
524 => 0.078207594860137
525 => 0.077960968914671
526 => 0.075113643879056
527 => 0.075239934852146
528 => 0.074313295486986
529 => 0.073530382870276
530 => 0.073561695269108
531 => 0.073964214125613
601 => 0.075722037579389
602 => 0.079421273408509
603 => 0.079561656704118
604 => 0.079731805353666
605 => 0.079039725286096
606 => 0.078830987315402
607 => 0.079106366578588
608 => 0.080495605059426
609 => 0.084069103606709
610 => 0.082805990554156
611 => 0.081779059980905
612 => 0.082679954952141
613 => 0.082541269232767
614 => 0.081370622192879
615 => 0.08133776602943
616 => 0.079090920081386
617 => 0.078260312292602
618 => 0.077566194254377
619 => 0.076808235477047
620 => 0.076358892106837
621 => 0.077049287746389
622 => 0.077207189397675
623 => 0.075697627265745
624 => 0.075491879525186
625 => 0.076724620548283
626 => 0.076182137185236
627 => 0.07674009477707
628 => 0.076869545724447
629 => 0.076848701140411
630 => 0.076282286205572
701 => 0.076643302194302
702 => 0.07578939175691
703 => 0.074860892409448
704 => 0.07426856767332
705 => 0.073751685780573
706 => 0.074038481896021
707 => 0.073016106111352
708 => 0.072689027521477
709 => 0.076520998100437
710 => 0.079351715967741
711 => 0.079310556208863
712 => 0.079060006762125
713 => 0.07868774110637
714 => 0.080468371508008
715 => 0.079848035480906
716 => 0.080299381771432
717 => 0.080414268345315
718 => 0.080761995402837
719 => 0.080886277937751
720 => 0.080510609797471
721 => 0.079249821634696
722 => 0.076108057405199
723 => 0.074645557675338
724 => 0.074162908404625
725 => 0.074180451788934
726 => 0.073696526932576
727 => 0.073839064490764
728 => 0.073646958186756
729 => 0.073283155322472
730 => 0.074016018094321
731 => 0.074100473701687
801 => 0.07392941477368
802 => 0.073969705343649
803 => 0.072553410479971
804 => 0.072661088302426
805 => 0.072061524503962
806 => 0.071949113519599
807 => 0.070433468447075
808 => 0.067748283504831
809 => 0.069236136620043
810 => 0.067439019280675
811 => 0.066758423713484
812 => 0.069980257274236
813 => 0.06965687454449
814 => 0.069103383882257
815 => 0.068284655835253
816 => 0.067980981638545
817 => 0.066135953350913
818 => 0.066026939236837
819 => 0.066941385076141
820 => 0.066519399785463
821 => 0.065926772619022
822 => 0.063780337095829
823 => 0.061367032907381
824 => 0.061439875391341
825 => 0.062207502552565
826 => 0.064439482052453
827 => 0.06356740904821
828 => 0.062934710077746
829 => 0.06281622457944
830 => 0.064299318656939
831 => 0.066398207494416
901 => 0.067382959176969
902 => 0.066407100166912
903 => 0.065286085880139
904 => 0.065354316825495
905 => 0.065808226736945
906 => 0.065855926250698
907 => 0.065126261192139
908 => 0.065331657632086
909 => 0.065019641657963
910 => 0.063104800200706
911 => 0.063070166790772
912 => 0.062600233816171
913 => 0.062586004432463
914 => 0.061786531212394
915 => 0.061674679382408
916 => 0.060087276779404
917 => 0.061132109979799
918 => 0.060431290725179
919 => 0.059374990801917
920 => 0.059192884297003
921 => 0.059187409955565
922 => 0.060271993792415
923 => 0.06111943598619
924 => 0.06044348177616
925 => 0.060289580105358
926 => 0.061932847309919
927 => 0.061723726579426
928 => 0.061542629375502
929 => 0.066210275019834
930 => 0.062515469271414
1001 => 0.060904323072964
1002 => 0.058910223704016
1003 => 0.059559512513667
1004 => 0.059696327205898
1005 => 0.054900877687008
1006 => 0.052955364414429
1007 => 0.052287737574401
1008 => 0.051903508889107
1009 => 0.052078606725836
1010 => 0.050327416594569
1011 => 0.051504245324792
1012 => 0.049987862695531
1013 => 0.049733636213
1014 => 0.052445116197879
1015 => 0.052822402797539
1016 => 0.051212780949632
1017 => 0.052246418750094
1018 => 0.051871607315007
1019 => 0.050013856723428
1020 => 0.049942904315518
1021 => 0.049010750371755
1022 => 0.047552109950336
1023 => 0.0468854721372
1024 => 0.046538281376104
1025 => 0.046681539050745
1026 => 0.046609103586689
1027 => 0.046136413186489
1028 => 0.046636197647117
1029 => 0.04535945487541
1030 => 0.044851045616301
1031 => 0.044621408948966
1101 => 0.043488226252504
1102 => 0.045291623851208
1103 => 0.045646915896757
1104 => 0.046002907977391
1105 => 0.049101575993193
1106 => 0.048946775295869
1107 => 0.050346098208686
1108 => 0.050291723093483
1109 => 0.04989261353122
1110 => 0.048208835938366
1111 => 0.048879959676428
1112 => 0.046814345126458
1113 => 0.048362043995432
1114 => 0.047655738865082
1115 => 0.048123241520381
1116 => 0.047282629593138
1117 => 0.047747858941691
1118 => 0.045731168821222
1119 => 0.043848011962325
1120 => 0.044605849255121
1121 => 0.045429705061597
1122 => 0.047216034364593
1123 => 0.046152111368625
1124 => 0.046534738309358
1125 => 0.04525300210888
1126 => 0.04260841421745
1127 => 0.042623382297714
1128 => 0.042216570066096
1129 => 0.04186502490242
1130 => 0.046274315723073
1201 => 0.045725950708952
1202 => 0.044852202827189
1203 => 0.046021749088289
1204 => 0.046330995682919
1205 => 0.046339799498719
1206 => 0.047193070260459
1207 => 0.047648461018958
1208 => 0.047728725613919
1209 => 0.049071365593653
1210 => 0.04952140080501
1211 => 0.051375032149224
1212 => 0.047609824294737
1213 => 0.047532282316738
1214 => 0.046038207002623
1215 => 0.045090640818015
1216 => 0.046103087669961
1217 => 0.046999977368008
1218 => 0.046066075865612
1219 => 0.046188023686088
1220 => 0.044934337221677
1221 => 0.045382471141273
1222 => 0.045768464442987
1223 => 0.045555341629418
1224 => 0.045236286462244
1225 => 0.046926442640764
1226 => 0.046831077405396
1227 => 0.048404989695356
1228 => 0.049631966876927
1229 => 0.051830929334709
1230 => 0.049536197375508
1231 => 0.049452568222181
]
'min_raw' => 0.04186502490242
'max_raw' => 0.12104409888211
'avg_raw' => 0.081454561892266
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.041865'
'max' => '$0.121044'
'avg' => '$0.081454'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0073614674364666
'max_diff' => -0.040888758425754
'year' => 2030
]
5 => [
'items' => [
101 => 0.050270056610488
102 => 0.049521275651797
103 => 0.04999447937065
104 => 0.051754688899901
105 => 0.051791879353552
106 => 0.051168891337701
107 => 0.051130982460319
108 => 0.051250634123506
109 => 0.05195143765204
110 => 0.051706555365653
111 => 0.051989939347121
112 => 0.052344315355276
113 => 0.05381016477732
114 => 0.054163576110366
115 => 0.053304969793834
116 => 0.053382492330809
117 => 0.053061349999156
118 => 0.05275113053068
119 => 0.053448458591898
120 => 0.054722839329791
121 => 0.054714911473361
122 => 0.055010543034131
123 => 0.055194719047346
124 => 0.054404100773544
125 => 0.053889437349139
126 => 0.054086792054941
127 => 0.054402366527344
128 => 0.053984455506747
129 => 0.051404915092407
130 => 0.052187382872438
131 => 0.052057141973121
201 => 0.051871663094659
202 => 0.052658440498125
203 => 0.052582553898204
204 => 0.050309455608644
205 => 0.050454971986092
206 => 0.050318304941522
207 => 0.050759904121975
208 => 0.049497427846848
209 => 0.04988575704617
210 => 0.050129313479624
211 => 0.050272770090017
212 => 0.050791033735877
213 => 0.050730221478812
214 => 0.050787253560593
215 => 0.051555701730873
216 => 0.05544224887658
217 => 0.055653785062538
218 => 0.054612103517156
219 => 0.055028234748276
220 => 0.054229353782422
221 => 0.054765647926837
222 => 0.055132566760051
223 => 0.053474531107189
224 => 0.053376352996389
225 => 0.052574174764611
226 => 0.053005219908671
227 => 0.052319396091228
228 => 0.05248767326693
301 => 0.052017155613528
302 => 0.052863993710521
303 => 0.053810890288297
304 => 0.054050113757922
305 => 0.053420819801518
306 => 0.052965169504588
307 => 0.052165197683719
308 => 0.053495568650359
309 => 0.053884609663325
310 => 0.053493525183538
311 => 0.053402902364206
312 => 0.053231172285325
313 => 0.053439335712262
314 => 0.053882490862418
315 => 0.053673507077395
316 => 0.053811544549223
317 => 0.053285488050237
318 => 0.05440436250109
319 => 0.056181404400846
320 => 0.05618711788113
321 => 0.055978132969606
322 => 0.055892620846453
323 => 0.056107052047941
324 => 0.05622337217832
325 => 0.056916803363975
326 => 0.0576608826537
327 => 0.061133176031617
328 => 0.060158169945704
329 => 0.06323899519825
330 => 0.065675527977923
331 => 0.066406137621881
401 => 0.065734011127279
402 => 0.063434702696807
403 => 0.063321887655778
404 => 0.066758025193883
405 => 0.065787158954299
406 => 0.065671677504371
407 => 0.064443149986129
408 => 0.065169361905503
409 => 0.06501052870585
410 => 0.064759802729811
411 => 0.066145364483617
412 => 0.06873901239679
413 => 0.068334768046446
414 => 0.06803301839127
415 => 0.066710839240292
416 => 0.067507086408586
417 => 0.067223558043066
418 => 0.068441775832884
419 => 0.067720130601024
420 => 0.065779803687661
421 => 0.066088807144015
422 => 0.066042101893216
423 => 0.067003292645095
424 => 0.066714767039602
425 => 0.065985762638073
426 => 0.068730147590189
427 => 0.06855194249647
428 => 0.068804596576007
429 => 0.068915822715407
430 => 0.070586281474273
501 => 0.071270614979062
502 => 0.071425970665593
503 => 0.07207603456689
504 => 0.071409796483534
505 => 0.074075223836661
506 => 0.075847577494492
507 => 0.077906257472548
508 => 0.0809145422415
509 => 0.082045685142816
510 => 0.081841354302161
511 => 0.084122201480901
512 => 0.088220833160713
513 => 0.082669804949016
514 => 0.088515051134883
515 => 0.08666451367905
516 => 0.082276922661017
517 => 0.081994413525755
518 => 0.084965741104146
519 => 0.091555859693337
520 => 0.089905109731251
521 => 0.09155855972891
522 => 0.089629722478473
523 => 0.089533939451472
524 => 0.091464880408901
525 => 0.095976629206047
526 => 0.093833266472898
527 => 0.090760230420825
528 => 0.093029312419939
529 => 0.091063623598681
530 => 0.086634376522728
531 => 0.089903847433865
601 => 0.087717645344758
602 => 0.088355695339255
603 => 0.09295076695754
604 => 0.092397875783376
605 => 0.093113368159088
606 => 0.091850542843652
607 => 0.090670864869761
608 => 0.088468908327457
609 => 0.087817017550426
610 => 0.087997176708625
611 => 0.087816928272495
612 => 0.086584953824101
613 => 0.086318909059267
614 => 0.08587548946219
615 => 0.08601292373677
616 => 0.085179165167286
617 => 0.086752639851214
618 => 0.087044690617962
619 => 0.088189734276025
620 => 0.088308616507142
621 => 0.091497546796172
622 => 0.089741137580771
623 => 0.090919488523537
624 => 0.090814085724147
625 => 0.082372015062717
626 => 0.083535257914842
627 => 0.085344898747032
628 => 0.084529658005041
629 => 0.083377098332819
630 => 0.08244634460116
701 => 0.081036157523242
702 => 0.083020968755168
703 => 0.085630784464008
704 => 0.08837480574037
705 => 0.091671567508522
706 => 0.090935768660408
707 => 0.088313175072294
708 => 0.088430822704851
709 => 0.089158074076681
710 => 0.088216217472406
711 => 0.08793844557258
712 => 0.089119912483122
713 => 0.089128048596413
714 => 0.088044328746022
715 => 0.086839972450951
716 => 0.0868349261541
717 => 0.086620622584094
718 => 0.089667846607499
719 => 0.091343511711273
720 => 0.091535624014952
721 => 0.091330581022565
722 => 0.09140949393247
723 => 0.090434461329344
724 => 0.092663096723152
725 => 0.094708312949707
726 => 0.094160151311318
727 => 0.093338379089606
728 => 0.092683797933099
729 => 0.094005952793734
730 => 0.093947079319054
731 => 0.094690449770175
801 => 0.094656726192597
802 => 0.094406758669462
803 => 0.094160160238446
804 => 0.095137895143201
805 => 0.094856323192574
806 => 0.094574313882935
807 => 0.094008701038989
808 => 0.094085577218316
809 => 0.093263946887163
810 => 0.092883823100726
811 => 0.087167673397206
812 => 0.085640131415846
813 => 0.086120727219166
814 => 0.086278951836284
815 => 0.085614163608397
816 => 0.086567299157102
817 => 0.086418753991457
818 => 0.086996656334968
819 => 0.086635608040345
820 => 0.086650425588295
821 => 0.087712191639167
822 => 0.088020426840811
823 => 0.087863655929492
824 => 0.087973452901987
825 => 0.090503677790742
826 => 0.090143960723599
827 => 0.089952868201106
828 => 0.090005802135786
829 => 0.090652328843496
830 => 0.090833321022605
831 => 0.090066444441624
901 => 0.090428107870476
902 => 0.091968024848602
903 => 0.092506908639194
904 => 0.094226767019868
905 => 0.093496140611713
906 => 0.094837237004653
907 => 0.098959310103098
908 => 0.1022523073199
909 => 0.099223930990464
910 => 0.10527110101845
911 => 0.10997969030026
912 => 0.10979896680106
913 => 0.10897791534814
914 => 0.10361731163513
915 => 0.09868440417631
916 => 0.10281099072792
917 => 0.10282151024568
918 => 0.10246703280121
919 => 0.10026540383762
920 => 0.10239042088559
921 => 0.10255909702193
922 => 0.10246468324018
923 => 0.10077669947579
924 => 0.098199460259102
925 => 0.098703046633003
926 => 0.099527931386337
927 => 0.097966252459289
928 => 0.097467201416635
929 => 0.098395032253275
930 => 0.10138469653016
1001 => 0.10081951781656
1002 => 0.10080475871629
1003 => 0.10322283292614
1004 => 0.10149201364496
1005 => 0.098709398469885
1006 => 0.098006751439993
1007 => 0.095512827843634
1008 => 0.097235389754691
1009 => 0.097297381691252
1010 => 0.096353952136722
1011 => 0.098785952578698
1012 => 0.09876354126648
1013 => 0.10107236373064
1014 => 0.105485965128
1015 => 0.10418064601466
1016 => 0.10266270190417
1017 => 0.10282774451701
1018 => 0.10463785461993
1019 => 0.10354342073091
1020 => 0.10393698678807
1021 => 0.10463725891057
1022 => 0.10505975046885
1023 => 0.10276695448355
1024 => 0.10223239406226
1025 => 0.10113887104553
1026 => 0.10085359130204
1027 => 0.10174424298206
1028 => 0.10150958773156
1029 => 0.097292171509028
1030 => 0.096851428048291
1031 => 0.096864945020995
1101 => 0.095756674632762
1102 => 0.094066296275336
1103 => 0.098508509671404
1104 => 0.098151737766963
1105 => 0.097757889196413
1106 => 0.097806133399036
1107 => 0.099734347673688
1108 => 0.098615886017235
1109 => 0.10158949964318
1110 => 0.10097821407669
1111 => 0.10035125134202
1112 => 0.10026458599433
1113 => 0.10002325883143
1114 => 0.099195658195953
1115 => 0.098196280697528
1116 => 0.097536405108471
1117 => 0.089972177957698
1118 => 0.091376054517796
1119 => 0.092991086532814
1120 => 0.093548589112564
1121 => 0.092594942371898
1122 => 0.09923331398182
1123 => 0.10044620844389
1124 => 0.096772272003125
1125 => 0.096085028500894
1126 => 0.099278369551413
1127 => 0.097352394527883
1128 => 0.098219660963049
1129 => 0.096345105299597
1130 => 0.10015405768568
1201 => 0.10012503985023
1202 => 0.098643271342958
1203 => 0.099895651938595
1204 => 0.09967801999053
1205 => 0.098005106995251
1206 => 0.10020709201155
1207 => 0.10020818416864
1208 => 0.098782014196815
1209 => 0.097116559898472
1210 => 0.096818816006203
1211 => 0.096594505979642
1212 => 0.09816449444697
1213 => 0.09957214119755
1214 => 0.10219142281516
1215 => 0.10284997244642
1216 => 0.10542033549937
1217 => 0.10388980945004
1218 => 0.10456827182408
1219 => 0.10530483870545
1220 => 0.10565797595474
1221 => 0.10508255775742
1222 => 0.10907538958229
1223 => 0.10941250692551
1224 => 0.10952553945464
1225 => 0.10817917902871
1226 => 0.10937506220652
1227 => 0.10881554807111
1228 => 0.11027124841394
1229 => 0.11049952081501
1230 => 0.11030618221233
1231 => 0.11037863947547
]
'min_raw' => 0.049497427846848
'max_raw' => 0.11049952081501
'avg_raw' => 0.07999847433093
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.049497'
'max' => '$0.110499'
'avg' => '$0.079998'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0076324029444276
'max_diff' => -0.0105445780671
'year' => 2031
]
6 => [
'items' => [
101 => 0.10697146189674
102 => 0.10679478176499
103 => 0.10438573563192
104 => 0.10536743973792
105 => 0.10353219096606
106 => 0.10411416725677
107 => 0.10437069686045
108 => 0.10423670035342
109 => 0.10542294381513
110 => 0.10441439453914
111 => 0.10175266717896
112 => 0.09909021463293
113 => 0.099056789710002
114 => 0.098355812950824
115 => 0.097849135144236
116 => 0.097946739265146
117 => 0.098290708917937
118 => 0.097829143002713
119 => 0.097927641492712
120 => 0.099563372718701
121 => 0.099891406950572
122 => 0.098776618459427
123 => 0.094300581804268
124 => 0.093202151181804
125 => 0.093991681330405
126 => 0.093614336771628
127 => 0.075554076074123
128 => 0.079797066433368
129 => 0.077276025640243
130 => 0.078437837225225
131 => 0.075864507395792
201 => 0.077092635270169
202 => 0.076865844895821
203 => 0.083688447834275
204 => 0.083581922273575
205 => 0.083632910422274
206 => 0.081199113235905
207 => 0.085076218238587
208 => 0.086986219579094
209 => 0.086632729164006
210 => 0.086721695085832
211 => 0.085192965790665
212 => 0.083647711863488
213 => 0.081933787445375
214 => 0.085118047166769
215 => 0.084764011842876
216 => 0.085576041497998
217 => 0.087641261542907
218 => 0.087945373039528
219 => 0.088354101974981
220 => 0.088207601746928
221 => 0.091697831534757
222 => 0.091275141678173
223 => 0.092293702616368
224 => 0.090198445488096
225 => 0.087827463163824
226 => 0.088278109390416
227 => 0.088234708534927
228 => 0.087682165831371
229 => 0.087183354984453
301 => 0.08635297546342
302 => 0.088980419141014
303 => 0.08887374972598
304 => 0.090600603565762
305 => 0.090295365375817
306 => 0.088256910038911
307 => 0.088329713870057
308 => 0.088819354622844
309 => 0.090514006858861
310 => 0.091017095023234
311 => 0.090784044540899
312 => 0.091335657746286
313 => 0.091771630332742
314 => 0.091390409190793
315 => 0.096787696636551
316 => 0.094546366591505
317 => 0.095638775260386
318 => 0.095899308291069
319 => 0.095231958411395
320 => 0.095376682704288
321 => 0.095595900573013
322 => 0.09692694854465
323 => 0.10042000356406
324 => 0.10196705385413
325 => 0.10662143098191
326 => 0.10183859286352
327 => 0.10155479904292
328 => 0.10239319291236
329 => 0.10512580500223
330 => 0.10734033043986
331 => 0.10807501628656
401 => 0.10817211714954
402 => 0.10955043663894
403 => 0.11034046366613
404 => 0.10938307239953
405 => 0.10857178354413
406 => 0.10566584756496
407 => 0.10600221756715
408 => 0.10831947332015
409 => 0.11159273355696
410 => 0.11440153136482
411 => 0.11341798826899
412 => 0.12092172781693
413 => 0.12166569294308
414 => 0.12156290101792
415 => 0.12325776429215
416 => 0.11989380584571
417 => 0.11845564843623
418 => 0.10874719340318
419 => 0.11147487326474
420 => 0.11543971613452
421 => 0.11491495431331
422 => 0.11203557944072
423 => 0.11439934710078
424 => 0.11361781159051
425 => 0.11300138210763
426 => 0.11582536506946
427 => 0.1127202798001
428 => 0.1154087405337
429 => 0.11196076183429
430 => 0.11342248101101
501 => 0.1125927385109
502 => 0.11312968359789
503 => 0.10999071359097
504 => 0.11168442561251
505 => 0.10992024960247
506 => 0.10991941315334
507 => 0.10988046887014
508 => 0.1119560141224
509 => 0.11202369757856
510 => 0.11048986650116
511 => 0.11026881747997
512 => 0.11108615156782
513 => 0.11012926741108
514 => 0.11057698748546
515 => 0.11014282839603
516 => 0.11004509004021
517 => 0.10926629419224
518 => 0.10893076752749
519 => 0.10906233617819
520 => 0.10861322454505
521 => 0.10834261854101
522 => 0.10982663852488
523 => 0.10903378651269
524 => 0.10970512258291
525 => 0.10894005040153
526 => 0.10628797689477
527 => 0.10476274137586
528 => 0.099753220368943
529 => 0.10117391431221
530 => 0.10211583586642
531 => 0.10180453079837
601 => 0.1024733345436
602 => 0.10251439366176
603 => 0.10229695874654
604 => 0.10204519696985
605 => 0.10192265326026
606 => 0.10283599367338
607 => 0.10336621852483
608 => 0.10221037029567
609 => 0.10193957122761
610 => 0.10310819760342
611 => 0.10382105901757
612 => 0.10908442717744
613 => 0.1086944998637
614 => 0.10967314090181
615 => 0.10956296093939
616 => 0.11058873265707
617 => 0.11226543589201
618 => 0.10885622940178
619 => 0.10944794976699
620 => 0.10930287359826
621 => 0.11088677716746
622 => 0.11089172194151
623 => 0.10994209262993
624 => 0.11045690208572
625 => 0.11016954957055
626 => 0.11068883440347
627 => 0.10868929214669
628 => 0.1111245187782
629 => 0.11250513535573
630 => 0.11252430521825
701 => 0.11317870651874
702 => 0.11384361614041
703 => 0.11511985225779
704 => 0.11380802260778
705 => 0.11144816877145
706 => 0.11161854259615
707 => 0.11023496115535
708 => 0.11025821940933
709 => 0.11013406502678
710 => 0.11050666167472
711 => 0.10877105615799
712 => 0.10917839930369
713 => 0.10860811651431
714 => 0.10944671008358
715 => 0.10854452202753
716 => 0.10930280363814
717 => 0.10963005284385
718 => 0.11083760945807
719 => 0.10836616493378
720 => 0.10332672224665
721 => 0.10438607419682
722 => 0.10281920945222
723 => 0.1029642287498
724 => 0.10325719081058
725 => 0.10230760492038
726 => 0.10248875598334
727 => 0.10248228399263
728 => 0.10242651187315
729 => 0.10217948790836
730 => 0.10182125428722
731 => 0.10324834677536
801 => 0.10349083759782
802 => 0.10402986465789
803 => 0.10563364356311
804 => 0.10547338823076
805 => 0.10573477132674
806 => 0.10516417349582
807 => 0.10299069714667
808 => 0.10310872736934
809 => 0.10163688860134
810 => 0.10399222643145
811 => 0.10343445134434
812 => 0.10307485011714
813 => 0.10297672959061
814 => 0.10458448395353
815 => 0.10506554925738
816 => 0.10476578164311
817 => 0.10415094952063
818 => 0.10533160895459
819 => 0.10564750361109
820 => 0.10571822077494
821 => 0.10781012292291
822 => 0.10583513486687
823 => 0.10631053412166
824 => 0.11001946339876
825 => 0.10665597634168
826 => 0.10843769045053
827 => 0.10835048481649
828 => 0.10926194946466
829 => 0.10827571811168
830 => 0.10828794363129
831 => 0.1090972624909
901 => 0.107960720114
902 => 0.10767929623825
903 => 0.1072905111695
904 => 0.10813940914371
905 => 0.10864828508689
906 => 0.11274945146076
907 => 0.11539899197418
908 => 0.11528396843283
909 => 0.11633506828576
910 => 0.11586153817504
911 => 0.11433238453661
912 => 0.11694246333699
913 => 0.11611652519421
914 => 0.11618461453119
915 => 0.11618208024267
916 => 0.11673125690285
917 => 0.11634211490781
918 => 0.11557507609098
919 => 0.11608427225379
920 => 0.11759640281639
921 => 0.12229010248052
922 => 0.12491675899582
923 => 0.12213197446018
924 => 0.12405288154311
925 => 0.12290102178253
926 => 0.12269169459917
927 => 0.12389816620117
928 => 0.12510674957201
929 => 0.12502976803613
930 => 0.12415239857035
1001 => 0.12365679482156
1002 => 0.12740967244686
1003 => 0.13017472875258
1004 => 0.12998617044971
1005 => 0.13081840547616
1006 => 0.1332618732539
1007 => 0.13348527332496
1008 => 0.1334571300508
1009 => 0.13290340966529
1010 => 0.13530932101686
1011 => 0.13731637459432
1012 => 0.13277523939456
1013 => 0.1345044442308
1014 => 0.13528073999329
1015 => 0.1364205724892
1016 => 0.13834366096791
1017 => 0.14043264512981
1018 => 0.14072805039484
1019 => 0.14051844622286
1020 => 0.13914070501317
1021 => 0.14142649640989
1022 => 0.14276545940168
1023 => 0.14356278122167
1024 => 0.14558465669546
1025 => 0.13528553413164
1026 => 0.12799530328136
1027 => 0.12685682846188
1028 => 0.12917196177561
1029 => 0.12978244396759
1030 => 0.12953635936148
1031 => 0.12133054174071
1101 => 0.12681362653034
1102 => 0.13271296473313
1103 => 0.13293958233931
1104 => 0.13589291439297
1105 => 0.13685464037081
1106 => 0.13923245977609
1107 => 0.13908372652487
1108 => 0.13966268771069
1109 => 0.13952959456028
1110 => 0.14393400429961
1111 => 0.14879272230326
1112 => 0.14862448034857
1113 => 0.1479259821498
1114 => 0.14896337108661
1115 => 0.15397808875825
1116 => 0.15351641391425
1117 => 0.15396489169982
1118 => 0.15987752645178
1119 => 0.16756479269181
1120 => 0.16399328573441
1121 => 0.17174242815854
1122 => 0.17662010255014
1123 => 0.18505553604947
1124 => 0.18399937822996
1125 => 0.18728323058918
1126 => 0.18210863530627
1127 => 0.17022671857845
1128 => 0.16834635977412
1129 => 0.17211088571865
1130 => 0.18136560541622
1201 => 0.17181942166062
1202 => 0.1737506022014
1203 => 0.17319442207574
1204 => 0.17316478560046
1205 => 0.17429588932176
1206 => 0.17265516437961
1207 => 0.1659705558045
1208 => 0.16903407252183
1209 => 0.16785110159511
1210 => 0.16916369603463
1211 => 0.17624722686957
1212 => 0.17311542903716
1213 => 0.16981633442731
1214 => 0.17395413119576
1215 => 0.17922296838324
1216 => 0.17889325402105
1217 => 0.17825347034851
1218 => 0.18185989741266
1219 => 0.18781665833864
1220 => 0.18942674688073
1221 => 0.19061528132569
1222 => 0.1907791601452
1223 => 0.19246721383623
1224 => 0.18339012369526
1225 => 0.19779569886519
1226 => 0.20028314375105
1227 => 0.19981560720654
1228 => 0.20258029750949
1229 => 0.20176685548894
1230 => 0.2005883056263
1231 => 0.20497092782298
]
'min_raw' => 0.075554076074123
'max_raw' => 0.20497092782298
'avg_raw' => 0.14026250194855
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.075554'
'max' => '$0.20497'
'avg' => '$0.140262'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.026056648227275
'max_diff' => 0.094471407007966
'year' => 2032
]
7 => [
'items' => [
101 => 0.19994660513386
102 => 0.1928152116213
103 => 0.18890278809734
104 => 0.19405498299989
105 => 0.19720124864006
106 => 0.19928073008813
107 => 0.19990997991786
108 => 0.18409475236374
109 => 0.1755712218648
110 => 0.18103470719214
111 => 0.18770053636112
112 => 0.18335309467766
113 => 0.18352350616085
114 => 0.17732519680781
115 => 0.1882489492033
116 => 0.18665745036249
117 => 0.1949141491639
118 => 0.19294362173079
119 => 0.19967663908014
120 => 0.19790360996407
121 => 0.20526335469614
122 => 0.20819935612689
123 => 0.21312935948126
124 => 0.21675589001746
125 => 0.21888545811279
126 => 0.21875760683216
127 => 0.22719601657247
128 => 0.22222018116419
129 => 0.21596935917702
130 => 0.21585630152837
131 => 0.21909369081035
201 => 0.22587837061102
202 => 0.22763753937026
203 => 0.22862067471645
204 => 0.22711496871056
205 => 0.22171405599621
206 => 0.2193819692694
207 => 0.2213689747277
208 => 0.21893903779753
209 => 0.22313379065889
210 => 0.22889408228841
211 => 0.22770460484557
212 => 0.23168084960054
213 => 0.23579584460878
214 => 0.24168047228656
215 => 0.24321893186867
216 => 0.24576194705551
217 => 0.24837954501973
218 => 0.2492202469396
219 => 0.25082540775911
220 => 0.25081694776926
221 => 0.25565420793865
222 => 0.26098985570295
223 => 0.26300393921345
224 => 0.26763521318862
225 => 0.25970431880534
226 => 0.26571999329861
227 => 0.27114628227364
228 => 0.26467683685797
301 => 0.27359346017601
302 => 0.27393967245395
303 => 0.27916706680864
304 => 0.27386810118258
305 => 0.27072159230872
306 => 0.2798054455294
307 => 0.2842008359642
308 => 0.28287690859436
309 => 0.27280175593957
310 => 0.26693758495086
311 => 0.25158991835928
312 => 0.26976989240686
313 => 0.27862482744832
314 => 0.27277882379701
315 => 0.275727207997
316 => 0.29181263617539
317 => 0.29793692577138
318 => 0.29666311634743
319 => 0.29687836917139
320 => 0.30018292467366
321 => 0.3148371436227
322 => 0.3060559959463
323 => 0.31276885432158
324 => 0.31632933019882
325 => 0.31963649862107
326 => 0.31151513821733
327 => 0.30094936765854
328 => 0.29760274460169
329 => 0.27219755394602
330 => 0.27087510344325
331 => 0.27013277190169
401 => 0.26545247653702
402 => 0.2617750464212
403 => 0.25885061745886
404 => 0.25117604255329
405 => 0.25376598629441
406 => 0.24153431570319
407 => 0.24935970508366
408 => 0.22983766347607
409 => 0.24609619982747
410 => 0.23724741767634
411 => 0.24318913690359
412 => 0.24316840680495
413 => 0.23222781788378
414 => 0.22591751451832
415 => 0.22993868542347
416 => 0.23424969983474
417 => 0.23494914741898
418 => 0.24053849013218
419 => 0.24209835554091
420 => 0.23737189052929
421 => 0.22943311255563
422 => 0.23127710961467
423 => 0.22588014597677
424 => 0.21642217479257
425 => 0.2232150548174
426 => 0.22553444271972
427 => 0.22655881655001
428 => 0.21725798814567
429 => 0.21433546593022
430 => 0.21277953962505
501 => 0.22823249240343
502 => 0.2290790400397
503 => 0.22474798264278
504 => 0.24432477276458
505 => 0.23989394222865
506 => 0.24484426551712
507 => 0.23110978620942
508 => 0.2316344618149
509 => 0.22513233920584
510 => 0.22877309339493
511 => 0.22619992568107
512 => 0.22847895643508
513 => 0.22984499807225
514 => 0.23634605374696
515 => 0.24617043144049
516 => 0.23537501282026
517 => 0.23067129433419
518 => 0.23358945482823
519 => 0.24136090077456
520 => 0.25313503919625
521 => 0.24616451227399
522 => 0.24925791375487
523 => 0.24993368436259
524 => 0.24479387587305
525 => 0.25332455126661
526 => 0.2578962095131
527 => 0.26258578490262
528 => 0.26665761181443
529 => 0.26071266536608
530 => 0.26707461024041
531 => 0.26194800570615
601 => 0.25734891146027
602 => 0.25735588638782
603 => 0.25447080738534
604 => 0.24888060327468
605 => 0.24784968386756
606 => 0.25321265681419
607 => 0.25751325324195
608 => 0.25786747096221
609 => 0.26024850211724
610 => 0.26165757182822
611 => 0.27546837053318
612 => 0.28102318802124
613 => 0.28781551369831
614 => 0.29046150734404
615 => 0.29842499957644
616 => 0.29199383283556
617 => 0.29060240945723
618 => 0.27128558213989
619 => 0.27444871153095
620 => 0.27951318688264
621 => 0.27136909347307
622 => 0.27653464622954
623 => 0.27755443576504
624 => 0.27109236029539
625 => 0.27454403401353
626 => 0.26537741196809
627 => 0.24637023875159
628 => 0.25334571168389
629 => 0.25848200768086
630 => 0.25115187999245
701 => 0.2642908501588
702 => 0.25661533503102
703 => 0.25418256522521
704 => 0.2446914628677
705 => 0.24917089783442
706 => 0.25522939776622
707 => 0.25148594918458
708 => 0.25925416707312
709 => 0.27025603531133
710 => 0.27809662179046
711 => 0.27869852466338
712 => 0.2736575528358
713 => 0.28173574236055
714 => 0.28179458315208
715 => 0.27268235236778
716 => 0.26710116174951
717 => 0.26583310349812
718 => 0.26900096162757
719 => 0.2728473262156
720 => 0.27891197112868
721 => 0.28257670903451
722 => 0.29213240186612
723 => 0.29471789836317
724 => 0.29755857513988
725 => 0.30135459534582
726 => 0.30591269088266
727 => 0.29593983734058
728 => 0.29633607740353
729 => 0.28704949426869
730 => 0.27712544835839
731 => 0.28465656215452
801 => 0.29450249162089
802 => 0.29224382452252
803 => 0.29198967833357
804 => 0.29241708172911
805 => 0.29071412049811
806 => 0.28301168996499
807 => 0.27914357757102
808 => 0.28413442941995
809 => 0.2867868450604
810 => 0.29090051040379
811 => 0.29039341432127
812 => 0.30098977447042
813 => 0.30510719960709
814 => 0.30405378606257
815 => 0.30424763950657
816 => 0.31170204104264
817 => 0.31999286866535
818 => 0.32775832280508
819 => 0.33565767629003
820 => 0.32613469734691
821 => 0.32129951593528
822 => 0.32628818893443
823 => 0.32364112882042
824 => 0.33885192140452
825 => 0.33990508368065
826 => 0.35511477635131
827 => 0.36955058583228
828 => 0.36048371254167
829 => 0.36903336567377
830 => 0.37828051259958
831 => 0.39611975931499
901 => 0.39011212861351
902 => 0.38551037764775
903 => 0.3811617452206
904 => 0.39021055897553
905 => 0.40185171331292
906 => 0.40435910645961
907 => 0.40842204125514
908 => 0.40415036210967
909 => 0.40929512913037
910 => 0.4274584174386
911 => 0.42255053660594
912 => 0.41558055684234
913 => 0.42991872854094
914 => 0.43510765714043
915 => 0.47152627551467
916 => 0.51750628559025
917 => 0.49847025949794
918 => 0.48665398381372
919 => 0.48943108888531
920 => 0.50622143204335
921 => 0.51161395736685
922 => 0.49695521462261
923 => 0.50213293037523
924 => 0.53066265323393
925 => 0.54596793420453
926 => 0.52518130687298
927 => 0.46783182647484
928 => 0.41495298642482
929 => 0.42897883597129
930 => 0.4273887399055
1001 => 0.45804036796177
1002 => 0.42243348527122
1003 => 0.42303301385679
1004 => 0.45431848512062
1005 => 0.44597205775619
1006 => 0.43245191435547
1007 => 0.41505169843394
1008 => 0.38288578997781
1009 => 0.35439554784551
1010 => 0.41027147357787
1011 => 0.40786200205651
1012 => 0.40437273022991
1013 => 0.41213772710136
1014 => 0.4498423477763
1015 => 0.4489731342318
1016 => 0.44344364113831
1017 => 0.447637712915
1018 => 0.43171667329497
1019 => 0.43581988772039
1020 => 0.41494461014639
1021 => 0.42438110743844
1022 => 0.43242290619994
1023 => 0.43403741636217
1024 => 0.43767499019662
1025 => 0.40659232005199
1026 => 0.42054752640768
1027 => 0.42874490271564
1028 => 0.39170885833316
1029 => 0.42801281919816
1030 => 0.40605123991747
1031 => 0.39859715005775
1101 => 0.4086331000522
1102 => 0.40472208057908
1103 => 0.40135961569886
1104 => 0.39948330252122
1105 => 0.40685259656976
1106 => 0.40650881019419
1107 => 0.39445121481244
1108 => 0.3787225731674
1109 => 0.38400162157854
1110 => 0.38208369379943
1111 => 0.37513287611034
1112 => 0.37981688798786
1113 => 0.35919087020341
1114 => 0.32370487865239
1115 => 0.34714801163632
1116 => 0.34624547651766
1117 => 0.34579037738412
1118 => 0.36340724390093
1119 => 0.3617137886756
1120 => 0.35864015085927
1121 => 0.37507642634146
1122 => 0.36907696469136
1123 => 0.38756589184604
1124 => 0.39974389505894
1125 => 0.39665515952701
1126 => 0.40810863041015
1127 => 0.38412324019175
1128 => 0.39209022469547
1129 => 0.39373220915993
1130 => 0.37487360525335
1201 => 0.36199085889378
1202 => 0.36113172658566
1203 => 0.33879481974997
1204 => 0.35072701508438
1205 => 0.36122685319087
1206 => 0.35619824555822
1207 => 0.3546063386071
1208 => 0.36273904597787
1209 => 0.36337102699251
1210 => 0.34896179288443
1211 => 0.3519579289366
1212 => 0.36445231434032
1213 => 0.35164310248172
1214 => 0.32675689621332
1215 => 0.32058477298004
1216 => 0.31976129796592
1217 => 0.30302201024
1218 => 0.32099722376765
1219 => 0.31315056135705
1220 => 0.33793807389467
1221 => 0.32377957967128
1222 => 0.32316923528353
1223 => 0.3222466102234
1224 => 0.30783841378642
1225 => 0.31099289311747
1226 => 0.32147886285463
1227 => 0.32522037498975
1228 => 0.32483010462075
1229 => 0.32142747588232
1230 => 0.3229851818945
1231 => 0.31796726808852
]
'min_raw' => 0.1755712218648
'max_raw' => 0.54596793420453
'avg_raw' => 0.36076957803466
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.175571'
'max' => '$0.545967'
'avg' => '$0.360769'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.10001714579067
'max_diff' => 0.34099700638155
'year' => 2033
]
8 => [
'items' => [
101 => 0.31619533828478
102 => 0.3106026404165
103 => 0.30238291957236
104 => 0.30352592217021
105 => 0.287240504371
106 => 0.27836734442145
107 => 0.27591137069378
108 => 0.27262713998293
109 => 0.27628233329157
110 => 0.28719436982853
111 => 0.27403213864727
112 => 0.25146641651016
113 => 0.25282265486072
114 => 0.25586971976365
115 => 0.25019153447539
116 => 0.24481760863403
117 => 0.24948980115271
118 => 0.23992840720456
119 => 0.25702516854218
120 => 0.25656274906112
121 => 0.26293536443116
122 => 0.26692029160127
123 => 0.25773632460965
124 => 0.25542658174734
125 => 0.25674231625367
126 => 0.23499615569887
127 => 0.26115823917345
128 => 0.26138448995775
129 => 0.2594471933818
130 => 0.27337769516831
131 => 0.30277539897031
201 => 0.2917148002801
202 => 0.28743180215889
203 => 0.27928981959961
204 => 0.29013852793676
205 => 0.28930551640268
206 => 0.28553832233533
207 => 0.28325991160904
208 => 0.28745795323212
209 => 0.28273972779427
210 => 0.28189220485746
211 => 0.27675713797449
212 => 0.27492415272792
213 => 0.27356708342461
214 => 0.27207308346454
215 => 0.27536847509486
216 => 0.26790068411567
217 => 0.25889526027135
218 => 0.25814655671873
219 => 0.2602137930542
220 => 0.2592991948634
221 => 0.25814217797447
222 => 0.25593311763869
223 => 0.25527773662617
224 => 0.25740740697119
225 => 0.25500313331915
226 => 0.2585507700603
227 => 0.2575860091664
228 => 0.25219693323814
301 => 0.24548014934006
302 => 0.24542035587444
303 => 0.24397323580133
304 => 0.24213011081227
305 => 0.24161739560531
306 => 0.24909632213059
307 => 0.2645774762125
308 => 0.2615381552336
309 => 0.263734376123
310 => 0.27453760921912
311 => 0.27797163215583
312 => 0.27553424401465
313 => 0.27219779679544
314 => 0.27234458354033
315 => 0.28374623369961
316 => 0.28445734063449
317 => 0.28625407844716
318 => 0.28856339429448
319 => 0.27592753048921
320 => 0.27174943549143
321 => 0.26976962228959
322 => 0.26367256391208
323 => 0.27024771864995
324 => 0.26641665756039
325 => 0.26693359858906
326 => 0.26659694006598
327 => 0.26678077838433
328 => 0.25702038964895
329 => 0.2605765623132
330 => 0.25466373552786
331 => 0.24674712420826
401 => 0.24672058495119
402 => 0.24865816435621
403 => 0.24750561630862
404 => 0.24440413914726
405 => 0.24484468933947
406 => 0.240985006087
407 => 0.24531332476814
408 => 0.24543744546045
409 => 0.2437708070031
410 => 0.25043917912427
411 => 0.25317121662319
412 => 0.2520741994877
413 => 0.25309424697654
414 => 0.26166445274199
415 => 0.26306177022605
416 => 0.26368236635086
417 => 0.26285084975684
418 => 0.25325089460538
419 => 0.25367669343851
420 => 0.25055246412298
421 => 0.24791281957453
422 => 0.24801839151335
423 => 0.24937551194103
424 => 0.25530213644275
425 => 0.26777436831302
426 => 0.26824768039542
427 => 0.26882134844677
428 => 0.26648795217947
429 => 0.26578417753766
430 => 0.26671263794985
501 => 0.27139655248153
502 => 0.2834448523274
503 => 0.27918617848298
504 => 0.27572381035726
505 => 0.27876124065126
506 => 0.27829365206566
507 => 0.27434673383871
508 => 0.2742359569897
509 => 0.2666605590061
510 => 0.26386010685502
511 => 0.26151983942738
512 => 0.25896432849062
513 => 0.2574493359458
514 => 0.25977705304643
515 => 0.26030942948809
516 => 0.25521983536602
517 => 0.25452614249388
518 => 0.25868241492048
519 => 0.25685339438699
520 => 0.25873458736321
521 => 0.25917104027027
522 => 0.25910076129987
523 => 0.25719105380123
524 => 0.25840824441257
525 => 0.25552922575478
526 => 0.25239872537905
527 => 0.25040166117641
528 => 0.24865895778747
529 => 0.24962591091417
530 => 0.24617889957616
531 => 0.2450761312745
601 => 0.2579958876211
602 => 0.26753985054513
603 => 0.26740107754439
604 => 0.26655633259191
605 => 0.26530121294277
606 => 0.27130473266154
607 => 0.26921322643569
608 => 0.27073497196619
609 => 0.27112232007116
610 => 0.27229470612312
611 => 0.27271373336671
612 => 0.27144714200345
613 => 0.26719630668723
614 => 0.25660362923651
615 => 0.25167270928881
616 => 0.25004542357511
617 => 0.25010457232014
618 => 0.24847298588038
619 => 0.24895356120946
620 => 0.24830586139307
621 => 0.24707927463623
622 => 0.24955017263836
623 => 0.2498349206151
624 => 0.24925818349637
625 => 0.24939402596602
626 => 0.24461888895058
627 => 0.24498193224681
628 => 0.24296046104008
629 => 0.24258145955802
630 => 0.23747135637704
701 => 0.22841806787065
702 => 0.23343446852717
703 => 0.22737536194676
704 => 0.22508068647431
705 => 0.23594332326563
706 => 0.23485301581442
707 => 0.23298688340322
708 => 0.23022648463098
709 => 0.22920262587492
710 => 0.22298198418741
711 => 0.22261443549068
712 => 0.22569755348247
713 => 0.22427480061287
714 => 0.22227671674531
715 => 0.21503985951952
716 => 0.20690323595665
717 => 0.20714882947702
718 => 0.20973693804511
719 => 0.21726221276081
720 => 0.21432195774081
721 => 0.21218876898826
722 => 0.21178928685833
723 => 0.21678964208694
724 => 0.22386619234223
725 => 0.22718635139313
726 => 0.22389617460842
727 => 0.22011659667385
728 => 0.22034664206985
729 => 0.22187703102728
730 => 0.22203785326817
731 => 0.21957773657965
801 => 0.22027024501725
802 => 0.21921826137624
803 => 0.21276223971313
804 => 0.21264547075351
805 => 0.21106105891998
806 => 0.21101308355934
807 => 0.20831760378044
808 => 0.2079404875264
809 => 0.20258844882146
810 => 0.20611117690451
811 => 0.20374831585792
812 => 0.20018692691814
813 => 0.19957294212255
814 => 0.19955448499819
815 => 0.20321123512735
816 => 0.20606844565019
817 => 0.20378941883746
818 => 0.20327052860928
819 => 0.20881091871871
820 => 0.20810585357551
821 => 0.20749527170868
822 => 0.22323256488315
823 => 0.21077526933925
824 => 0.20534317744454
825 => 0.19861993219857
826 => 0.2008090547522
827 => 0.20127033503915
828 => 0.18510214217862
829 => 0.17854270834873
830 => 0.17629175784535
831 => 0.17499630400689
901 => 0.17558665858837
902 => 0.16968239879661
903 => 0.17365015902411
904 => 0.16853756911911
905 => 0.16768042678373
906 => 0.17682237086223
907 => 0.17809441897429
908 => 0.17266746653387
909 => 0.17615244854441
910 => 0.17488874562252
911 => 0.168625209799
912 => 0.168385988802
913 => 0.16524316669969
914 => 0.16032525867985
915 => 0.1580776427497
916 => 0.15690706485858
917 => 0.15739006811056
918 => 0.15714584688622
919 => 0.15555213819975
920 => 0.1572371964026
921 => 0.15293256900845
922 => 0.15121843169536
923 => 0.15044419563873
924 => 0.14662359106131
925 => 0.15270387197454
926 => 0.15390176391181
927 => 0.15510201606624
928 => 0.16554939162361
929 => 0.16502747026474
930 => 0.16974538516291
1001 => 0.16956205566566
1002 => 0.16821642991155
1003 => 0.16253945619964
1004 => 0.16480219673888
1005 => 0.15783783306706
1006 => 0.16305600786068
1007 => 0.16067465080106
1008 => 0.1622508686434
1009 => 0.15941668684105
1010 => 0.16098524007096
1011 => 0.154185828529
1012 => 0.14783663370141
1013 => 0.15039173504458
1014 => 0.15316942241589
1015 => 0.15919215637847
1016 => 0.15560506571684
1017 => 0.15689511916168
1018 => 0.1525736560738
1019 => 0.14365724335861
1020 => 0.14370770928626
1021 => 0.14233611344464
1022 => 0.14115085438121
1023 => 0.15601708622989
1024 => 0.15416823529916
1025 => 0.15122233331267
1026 => 0.15516554018708
1027 => 0.15620818667178
1028 => 0.15623786935141
1029 => 0.15911473129808
1030 => 0.16065011303473
1031 => 0.16092073072054
1101 => 0.16544753515234
1102 => 0.16696486028789
1103 => 0.17321450778131
1104 => 0.16051984662149
1105 => 0.16025840842886
1106 => 0.15522102919431
1107 => 0.15202624364595
1108 => 0.15543977889407
1109 => 0.15846370512987
1110 => 0.15531499101162
1111 => 0.15572614660248
1112 => 0.15149925515812
1113 => 0.15301016995575
1114 => 0.15431157332167
1115 => 0.15359301487597
1116 => 0.15251729810412
1117 => 0.15821577766293
1118 => 0.1578942471137
1119 => 0.16320080228635
1120 => 0.16733764151883
1121 => 0.1747515969719
1122 => 0.16701474795838
1123 => 0.16673278642914
1124 => 0.16948900560553
1125 => 0.16696443832509
1126 => 0.16855987770123
1127 => 0.17449454702301
1128 => 0.17461993723405
1129 => 0.17251948964297
1130 => 0.17239167721616
1201 => 0.17279509115241
1202 => 0.1751578991774
1203 => 0.17433226145171
1204 => 0.17528771033047
1205 => 0.17648251378371
1206 => 0.18142472745247
1207 => 0.18261627843622
1208 => 0.17972142729405
1209 => 0.17998279993992
1210 => 0.17890004614731
1211 => 0.17785411955051
1212 => 0.1802052097948
1213 => 0.18450187342703
1214 => 0.18447514410557
1215 => 0.18547188655304
1216 => 0.18609284884035
1217 => 0.18342722413102
1218 => 0.18169200046299
1219 => 0.18235739563246
1220 => 0.18342137699888
1221 => 0.18201236081532
1222 => 0.17331526021061
1223 => 0.17595340496114
1224 => 0.17551428867597
1225 => 0.17488893368751
1226 => 0.17754160863434
1227 => 0.17728575166447
1228 => 0.16962184207857
1229 => 0.17011246070476
1230 => 0.1696516782222
1231 => 0.17114056069057
]
'min_raw' => 0.14115085438121
'max_raw' => 0.31619533828478
'avg_raw' => 0.228673096333
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.14115'
'max' => '$0.316195'
'avg' => '$0.228673'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.034420367483586
'max_diff' => -0.22977259591974
'year' => 2034
]
9 => [
'items' => [
101 => 0.1668840337857
102 => 0.16819331279349
103 => 0.16901448031345
104 => 0.16949815429122
105 => 0.17124551635724
106 => 0.17104048358677
107 => 0.17123277123235
108 => 0.17382364788979
109 => 0.18692741294159
110 => 0.18764062196154
111 => 0.1841285199034
112 => 0.18553153540247
113 => 0.18283805245001
114 => 0.18464620560077
115 => 0.1858832980644
116 => 0.18029311510042
117 => 0.17996210074528
118 => 0.17725750083055
119 => 0.17871079962836
120 => 0.17639849674516
121 => 0.17696585499178
122 => 0.17537947187284
123 => 0.1782346456412
124 => 0.18142717356338
125 => 0.18223373219327
126 => 0.18011202368335
127 => 0.17857576689476
128 => 0.17587860604846
129 => 0.18036404464602
130 => 0.18167572358321
131 => 0.18035715495496
201 => 0.1800516137925
202 => 0.17947261384174
203 => 0.18017445136916
204 => 0.18166857989802
205 => 0.18096397647603
206 => 0.18142937944977
207 => 0.17965574323535
208 => 0.18342810656372
209 => 0.18941952739785
210 => 0.18943879079553
211 => 0.18873418357546
212 => 0.18844587348199
213 => 0.18916884324891
214 => 0.1895610246897
215 => 0.19189897634595
216 => 0.19440769162122
217 => 0.20611477117265
218 => 0.20282747008124
219 => 0.21321468751655
220 => 0.2214296278965
221 => 0.22389292932064
222 => 0.22162680791772
223 => 0.2138745290118
224 => 0.21349416522447
225 => 0.22507934283765
226 => 0.22180599952718
227 => 0.22141664575609
228 => 0.21727457945529
301 => 0.21972305364395
302 => 0.21918753642194
303 => 0.2183421962886
304 => 0.22301371447839
305 => 0.23175837950037
306 => 0.23039544144974
307 => 0.22937807141983
308 => 0.2249202521007
309 => 0.22760485502081
310 => 0.22664891934114
311 => 0.23075622567276
312 => 0.22832314838989
313 => 0.22178120073218
314 => 0.22282302745921
315 => 0.22266555744529
316 => 0.22590627917344
317 => 0.22493349495031
318 => 0.22247560571309
319 => 0.23172849118599
320 => 0.23112766027063
321 => 0.23197950113954
322 => 0.23235450783408
323 => 0.23798657616731
324 => 0.24029385435734
325 => 0.24081764690107
326 => 0.24300938273031
327 => 0.24076311451701
328 => 0.24974978893227
329 => 0.25572540303143
330 => 0.2626663863099
331 => 0.27280902844015
401 => 0.27662275570582
402 => 0.27593384001062
403 => 0.28362387551741
404 => 0.29744269838322
405 => 0.27872701920707
406 => 0.29843467482478
407 => 0.29219545859204
408 => 0.27740238914292
409 => 0.27644988986923
410 => 0.28646792825124
411 => 0.30868697318208
412 => 0.30312135443322
413 => 0.30869607654052
414 => 0.30219286708356
415 => 0.30186992792067
416 => 0.30838023017263
417 => 0.32359190624245
418 => 0.31636540914283
419 => 0.30600445354074
420 => 0.313654821923
421 => 0.30702736482212
422 => 0.29209384906539
423 => 0.30311709850946
424 => 0.29574616553028
425 => 0.29789739563395
426 => 0.31339000041266
427 => 0.31152588921733
428 => 0.31393822171613
429 => 0.30968051799749
430 => 0.30570315134603
501 => 0.29827910112795
502 => 0.29608120585963
503 => 0.29668862503981
504 => 0.29608090485286
505 => 0.29192721698639
506 => 0.2910302284871
507 => 0.28953520835698
508 => 0.28999857760909
509 => 0.2871875023809
510 => 0.29249258213426
511 => 0.29347725168469
512 => 0.29733784632224
513 => 0.29773866606454
514 => 0.30849036717801
515 => 0.30256851087971
516 => 0.30654140335308
517 => 0.30618603045595
518 => 0.27772299981439
519 => 0.28164495430535
520 => 0.28774628471617
521 => 0.28499764363625
522 => 0.28111170823221
523 => 0.27797360704277
524 => 0.27321906285345
525 => 0.27991099249699
526 => 0.28871016837086
527 => 0.29796182768556
528 => 0.30907709015944
529 => 0.30659629297119
530 => 0.29775403558522
531 => 0.29815069279228
601 => 0.30060267156748
602 => 0.29742713626784
603 => 0.29649060891416
604 => 0.30047400709044
605 => 0.30050143856444
606 => 0.29684760142594
607 => 0.29278703009164
608 => 0.29277001614949
609 => 0.29204747670101
610 => 0.30232140524631
611 => 0.30797102713489
612 => 0.30861874717959
613 => 0.30792743041512
614 => 0.30819349080038
615 => 0.30490610030434
616 => 0.31242010013292
617 => 0.31931568943319
618 => 0.31746752419794
619 => 0.31469686177813
620 => 0.31248989570757
621 => 0.31694763313011
622 => 0.31674913709981
623 => 0.31925546247623
624 => 0.31914176107992
625 => 0.31829897812349
626 => 0.31746755429637
627 => 0.32076405579102
628 => 0.31981471630076
629 => 0.31886390222405
630 => 0.31695689903086
701 => 0.31721609243678
702 => 0.3144459084109
703 => 0.31316429452554
704 => 0.29389189671129
705 => 0.28874168227156
706 => 0.29036204457658
707 => 0.29089550992008
708 => 0.28865412999573
709 => 0.29186769304399
710 => 0.29136686264693
711 => 0.29331530074592
712 => 0.29209800121302
713 => 0.29214795961046
714 => 0.29572777798111
715 => 0.29676701448375
716 => 0.29623845041084
717 => 0.29660863856939
718 => 0.30513946843649
719 => 0.30392665722997
720 => 0.30328237544873
721 => 0.30346084590523
722 => 0.30564065583933
723 => 0.30625088360767
724 => 0.30366530567328
725 => 0.30488467917419
726 => 0.31007661677951
727 => 0.31189350110315
728 => 0.31769212371027
729 => 0.31522876576447
730 => 0.31975036588563
731 => 0.33364822313099
801 => 0.34475079315716
802 => 0.33454041092798
803 => 0.35492886687728
804 => 0.3708042043841
805 => 0.37019488248883
806 => 0.36742665019134
807 => 0.34935300050751
808 => 0.33272135860551
809 => 0.34663443327335
810 => 0.34666990056193
811 => 0.34547475510906
812 => 0.33805180934548
813 => 0.34521645268666
814 => 0.34578515605692
815 => 0.3454668334
816 => 0.33977567828708
817 => 0.33108633633094
818 => 0.33278421294982
819 => 0.3355653694873
820 => 0.33030005995182
821 => 0.32861747451888
822 => 0.33174572096369
823 => 0.34182558280492
824 => 0.3399200433125
825 => 0.33987028197546
826 => 0.34802298799853
827 => 0.34218740995009
828 => 0.33280562861134
829 => 0.33043660509281
830 => 0.3220281675675
831 => 0.32783590531606
901 => 0.32804491545831
902 => 0.32486407684707
903 => 0.33306373613404
904 => 0.33298817483019
905 => 0.34077253096494
906 => 0.35565329622394
907 => 0.35125232169887
908 => 0.34613446715088
909 => 0.34669091984296
910 => 0.35279383243281
911 => 0.34910387216504
912 => 0.35043080760465
913 => 0.3527918239571
914 => 0.35421628374327
915 => 0.34648596200092
916 => 0.34468365421875
917 => 0.34099676502049
918 => 0.34003492444771
919 => 0.34303781877022
920 => 0.34224666221006
921 => 0.32802734896519
922 => 0.32654135161558
923 => 0.32658692503278
924 => 0.32285031404188
925 => 0.31715108539137
926 => 0.33212831800165
927 => 0.33092543661681
928 => 0.32959754866357
929 => 0.32976020736102
930 => 0.33626131641163
1001 => 0.3324903448484
1002 => 0.34251609079934
1003 => 0.34045509883333
1004 => 0.33834125020024
1005 => 0.33804905192974
1006 => 0.33723540055109
1007 => 0.33444508722735
1008 => 0.3310756162171
1009 => 0.32885079959755
1010 => 0.30334747964124
1011 => 0.30808074747915
1012 => 0.31352594067572
1013 => 0.31540559954693
1014 => 0.31219031297928
1015 => 0.33457204633844
1016 => 0.33866140469891
1017 => 0.32627447148281
1018 => 0.32395738203323
1019 => 0.334723954337
1020 => 0.32823039507789
1021 => 0.33115444441466
1022 => 0.32483424911804
1023 => 0.33767639802026
1024 => 0.33757856236211
1025 => 0.33258267638606
1026 => 0.33680516500267
1027 => 0.33607140369519
1028 => 0.33043106073255
1029 => 0.33785520695268
1030 => 0.33785888923658
1031 => 0.33305045760455
1101 => 0.32743526215938
1102 => 0.32643139783878
1103 => 0.32567512092341
1104 => 0.3309684466541
1105 => 0.33571442595244
1106 => 0.34454551679859
1107 => 0.34676586285886
1108 => 0.35543202134889
1109 => 0.35027174591568
1110 => 0.35255922917847
1111 => 0.35504261584449
1112 => 0.3562332427357
1113 => 0.35429318010903
1114 => 0.3677552913772
1115 => 0.36889190603666
1116 => 0.3692730031003
1117 => 0.36473365492439
1118 => 0.36876565855227
1119 => 0.36687921758071
1120 => 0.37178721292031
1121 => 0.37255684925799
1122 => 0.37190499466058
1123 => 0.37214928938204
1124 => 0.36066175229383
1125 => 0.36006606289422
1126 => 0.35194379566235
1127 => 0.35525367959611
1128 => 0.34906601022882
1129 => 0.35102818392524
1130 => 0.35189309139435
1201 => 0.35144131281556
1202 => 0.35544081546761
1203 => 0.35204042116895
1204 => 0.34306622153821
1205 => 0.33408957689278
1206 => 0.33397688243148
1207 => 0.33161349034727
1208 => 0.32990519074725
1209 => 0.3302342698554
1210 => 0.33139398755498
1211 => 0.32983778584629
1212 => 0.33016988038227
1213 => 0.3356848624138
1214 => 0.33679085272917
1215 => 0.33303226549923
1216 => 0.31794099540946
1217 => 0.31423755987585
1218 => 0.31689951589509
1219 => 0.31562727236982
1220 => 0.25473584250104
1221 => 0.26904138073337
1222 => 0.2605415156859
1223 => 0.26445864455976
1224 => 0.25578248337567
1225 => 0.25992320224929
1226 => 0.25915856266817
1227 => 0.2821614448141
1228 => 0.28180228644882
1229 => 0.28197419655204
1230 => 0.2737684794159
1231 => 0.28684040962327
]
'min_raw' => 0.1668840337857
'max_raw' => 0.37255684925799
'avg_raw' => 0.26972044152185
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.166884'
'max' => '$0.372556'
'avg' => '$0.26972'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.025733179404494
'max_diff' => 0.056361510973205
'year' => 2035
]
10 => [
'items' => [
101 => 0.29328011249483
102 => 0.29208829488044
103 => 0.29238824969728
104 => 0.28723403214616
105 => 0.2820241006445
106 => 0.27624548480645
107 => 0.28698143877504
108 => 0.28578778396258
109 => 0.28852559863892
110 => 0.29548863220939
111 => 0.29651396535264
112 => 0.29789202349506
113 => 0.29739808774786
114 => 0.30916564115758
115 => 0.30774051279485
116 => 0.31117466211163
117 => 0.30411035641748
118 => 0.29611642397449
119 => 0.29763580919056
120 => 0.29748948017613
121 => 0.29562654387379
122 => 0.29394476827755
123 => 0.29114508574714
124 => 0.30000369554841
125 => 0.2996440521682
126 => 0.30546626045411
127 => 0.30443712858566
128 => 0.29756433409687
129 => 0.29780979729658
130 => 0.29946065528023
131 => 0.3051742936108
201 => 0.30687049048148
202 => 0.30608474450922
203 => 0.30794454694359
204 => 0.30941445895746
205 => 0.30812914526137
206 => 0.32632647671132
207 => 0.31876967597978
208 => 0.32245280807645
209 => 0.32333121337923
210 => 0.32108119666703
211 => 0.32156914472485
212 => 0.32230825307456
213 => 0.32679597424173
214 => 0.33857305311699
215 => 0.34378904118155
216 => 0.35948159862611
217 => 0.34335592598285
218 => 0.34239909530286
219 => 0.34522579876846
220 => 0.35443899121432
221 => 0.36190541834053
222 => 0.36438246296681
223 => 0.36470984530572
224 => 0.36935694569543
225 => 0.37202057697552
226 => 0.36879266547724
227 => 0.36605734845888
228 => 0.35625978241914
229 => 0.35739387736612
301 => 0.36520666692301
302 => 0.37624269234313
303 => 0.38571275025634
304 => 0.38239666603997
305 => 0.40769604782022
306 => 0.41020437818502
307 => 0.40985780803264
308 => 0.41557215789327
309 => 0.40423033712703
310 => 0.39938148901203
311 => 0.36664875504542
312 => 0.37584531813917
313 => 0.38921306269115
314 => 0.38744379157322
315 => 0.37773577815874
316 => 0.38570538585763
317 => 0.3830703843197
318 => 0.38099204928042
319 => 0.39051330500042
320 => 0.38004429322465
321 => 0.38910862629031
322 => 0.37748352537509
323 => 0.38241181363335
324 => 0.37961427886348
325 => 0.38142462671255
326 => 0.37084137017836
327 => 0.37655183851018
328 => 0.37060379592148
329 => 0.37060097577483
330 => 0.37046967240502
331 => 0.37746751813297
401 => 0.37769571763092
402 => 0.37252429906481
403 => 0.37177901685669
404 => 0.37453471579832
405 => 0.37130851405637
406 => 0.37281803354596
407 => 0.37135423586394
408 => 0.37102470417342
409 => 0.36839893959817
410 => 0.36726768802225
411 => 0.36771128091393
412 => 0.36619706968682
413 => 0.36528470265107
414 => 0.37028817963766
415 => 0.36761502372341
416 => 0.36987848015535
417 => 0.36729898588018
418 => 0.35835733489029
419 => 0.35321489684976
420 => 0.33632494702133
421 => 0.34111491584076
422 => 0.34429067012361
423 => 0.34324108335207
424 => 0.3454960018735
425 => 0.34563443555703
426 => 0.34490133855954
427 => 0.34405250615199
428 => 0.34363934147937
429 => 0.34671873244961
430 => 0.34850642255537
501 => 0.34460939955201
502 => 0.34369638158747
503 => 0.3476364870044
504 => 0.35003994903261
505 => 0.36778576226022
506 => 0.36647109509809
507 => 0.36977065168462
508 => 0.3693991722488
509 => 0.37285763321207
510 => 0.37851075523235
511 => 0.36701637752734
512 => 0.36901140405125
513 => 0.36852226961948
514 => 0.37386251108764
515 => 0.3738791827386
516 => 0.37067744121359
517 => 0.37241315723662
518 => 0.37144432816944
519 => 0.37319513323894
520 => 0.36645353691663
521 => 0.37466407352685
522 => 0.37931891870955
523 => 0.37938355123943
524 => 0.38158991091289
525 => 0.38383170012487
526 => 0.38813461929856
527 => 0.38371169404453
528 => 0.37575528207561
529 => 0.37632970932071
530 => 0.37166486789448
531 => 0.37174328472162
601 => 0.37132468955267
602 => 0.37258092516507
603 => 0.36672920998929
604 => 0.36810259584481
605 => 0.36617984760455
606 => 0.36900722437208
607 => 0.36596543435234
608 => 0.36852203374405
609 => 0.36962537728889
610 => 0.37369673872267
611 => 0.36536409095825
612 => 0.34837325809595
613 => 0.35194493715754
614 => 0.34666214327611
615 => 0.34715108596285
616 => 0.34813882800472
617 => 0.34493723287794
618 => 0.34554799633427
619 => 0.34552617556573
620 => 0.34533813597102
621 => 0.34450527742707
622 => 0.34329746776231
623 => 0.34810900972252
624 => 0.3489265844606
625 => 0.35074395182729
626 => 0.35615120437849
627 => 0.35561089233683
628 => 0.35649216369411
629 => 0.35456835326929
630 => 0.34724032601084
701 => 0.34763827314717
702 => 0.34267586598038
703 => 0.35061705191902
704 => 0.34873647427022
705 => 0.34752405362615
706 => 0.34719323342042
707 => 0.35261388950482
708 => 0.35423583476364
709 => 0.35322514732304
710 => 0.3511521978959
711 => 0.35513287360849
712 => 0.35619793449795
713 => 0.35643636235317
714 => 0.36348935649701
715 => 0.35683054637682
716 => 0.35843338815563
717 => 0.37093830216255
718 => 0.35959807071845
719 => 0.36560524423173
720 => 0.36531122434808
721 => 0.3683842910458
722 => 0.36505914318277
723 => 0.36510036237568
724 => 0.3678290374157
725 => 0.36399710544114
726 => 0.36304826519566
727 => 0.36173744919225
728 => 0.36459956798045
729 => 0.36631527875148
730 => 0.38014264751526
731 => 0.38907575834129
801 => 0.38868794844092
802 => 0.39223180498051
803 => 0.39063526515142
804 => 0.38547961689736
805 => 0.39427967980272
806 => 0.39149497168919
807 => 0.39172453964265
808 => 0.39171599511196
809 => 0.39356758256405
810 => 0.39225556315875
811 => 0.38966943823487
812 => 0.39138622864873
813 => 0.39648448241412
814 => 0.41230961853539
815 => 0.42116557436402
816 => 0.41177647887464
817 => 0.41825295121821
818 => 0.41436937561512
819 => 0.41366361440167
820 => 0.41773131764098
821 => 0.42180614085634
822 => 0.42154659223347
823 => 0.41858847982361
824 => 0.4169175171826
825 => 0.42957060611386
826 => 0.43889318649867
827 => 0.4382574490158
828 => 0.44106338751229
829 => 0.4493017097224
830 => 0.45005491865928
831 => 0.44996003164554
901 => 0.44809312470626
902 => 0.45620482280344
903 => 0.46297174406786
904 => 0.44766098968995
905 => 0.45349112452457
906 => 0.45610845988704
907 => 0.45995148472755
908 => 0.46643531179926
909 => 0.47347846774932
910 => 0.47447444722493
911 => 0.47376775212498
912 => 0.46912260144572
913 => 0.4768293067286
914 => 0.48134371393884
915 => 0.48403194012216
916 => 0.49084883444488
917 => 0.45612462365919
918 => 0.43154510135982
919 => 0.42770665402016
920 => 0.43551228762483
921 => 0.43757057095762
922 => 0.43674087952704
923 => 0.4090743925067
924 => 0.42756099569171
925 => 0.44745102632104
926 => 0.44821508340222
927 => 0.45817244861619
928 => 0.46141497489605
929 => 0.46943195903498
930 => 0.4689304944943
1001 => 0.47088250255406
1002 => 0.47043376970519
1003 => 0.48528354464739
1004 => 0.50166505162156
1005 => 0.50109781212505
1006 => 0.49874277668032
1007 => 0.50224040590896
1008 => 0.51914787665528
1009 => 0.51759130768565
1010 => 0.51910338185141
1011 => 0.53903824272462
1012 => 0.56495639756068
1013 => 0.55291481249913
1014 => 0.57904158720993
1015 => 0.59548700696957
1016 => 0.62392765995571
1017 => 0.62036675012867
1018 => 0.63143848762903
1019 => 0.61399197835398
1020 => 0.57393126653719
1021 => 0.56759150554594
1022 => 0.58028386759874
1023 => 0.61148680120298
1024 => 0.57930117617773
1025 => 0.58581228620169
1026 => 0.58393708607676
1027 => 0.58383716463119
1028 => 0.58765075979871
1029 => 0.58211894110448
1030 => 0.55958131658903
1031 => 0.56991017708941
1101 => 0.56592170801759
1102 => 0.57034721181284
1103 => 0.59422983057918
1104 => 0.58367075553206
1105 => 0.57254762771952
1106 => 0.58649849841611
1107 => 0.60426275085214
1108 => 0.60315109586013
1109 => 0.60099402053988
1110 => 0.61315334117934
1111 => 0.63323697652907
1112 => 0.63866550246152
1113 => 0.64267272932353
1114 => 0.64322525820514
1115 => 0.6489166490806
1116 => 0.61831260592811
1117 => 0.66688200837868
1118 => 0.67526860247922
1119 => 0.67369227037703
1120 => 0.68301361675796
1121 => 0.68027104019296
1122 => 0.67629747704735
1123 => 0.69107379376835
1124 => 0.67413393903499
1125 => 0.65008994790939
1126 => 0.63689893884167
1127 => 0.6542699236704
1128 => 0.66487777794148
1129 => 0.67188889482841
1130 => 0.67401045456217
1201 => 0.6206883106795
1202 => 0.59195063250842
1203 => 0.61037115473793
1204 => 0.63284546317447
1205 => 0.61818776000999
1206 => 0.61876231422334
1207 => 0.59786428148742
1208 => 0.63469447536084
1209 => 0.62932862590417
1210 => 0.6571666623774
1211 => 0.65052289155886
1212 => 0.67322372963643
1213 => 0.66724583818268
1214 => 0.6920597313878
1215 => 0.70195866519666
1216 => 0.71858051570777
1217 => 0.73080761660684
1218 => 0.73798760412195
1219 => 0.737556544603
1220 => 0.76600723219342
1221 => 0.74923085571266
1222 => 0.72815577296448
1223 => 0.7277745912086
1224 => 0.73868967520012
1225 => 0.76156469683928
1226 => 0.76749585713229
1227 => 0.77081056659231
1228 => 0.76573397366842
1229 => 0.74752441937229
1230 => 0.73966162615176
1231 => 0.7463609537827
]
'min_raw' => 0.27624548480645
'max_raw' => 0.77081056659231
'avg_raw' => 0.52352802569938
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.276245'
'max' => '$0.77081'
'avg' => '$0.523528'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.10936145102074
'max_diff' => 0.39825371733432
'year' => 2036
]
11 => [
'items' => [
101 => 0.73816825176984
102 => 0.75231115391022
103 => 0.77173237930985
104 => 0.76772197306468
105 => 0.78112815986859
106 => 0.79500215283867
107 => 0.81484258590588
108 => 0.82002960979876
109 => 0.82860356304884
110 => 0.83742897734009
111 => 0.84026346255885
112 => 0.84567537433059
113 => 0.84564685088416
114 => 0.86195601127195
115 => 0.87994552023234
116 => 0.8867361434068
117 => 0.90235080695932
118 => 0.8756112428287
119 => 0.89589350938375
120 => 0.91418862151446
121 => 0.89237643461329
122 => 0.92243945266882
123 => 0.92360673153565
124 => 0.94123125656752
125 => 0.92336542399728
126 => 0.91275674964682
127 => 0.94338359499474
128 => 0.95820296072201
129 => 0.95373924716096
130 => 0.91977016656063
131 => 0.89999870464884
201 => 0.84825297519549
202 => 0.90954802698214
203 => 0.93940305870624
204 => 0.91969284924091
205 => 0.92963353242081
206 => 0.98386667657298
207 => 1.0045151465301
208 => 1.0002204091227
209 => 1.0009461490472
210 => 1.0120876886398
211 => 1.0614954109513
212 => 1.0318891584802
213 => 1.0545220291693
214 => 1.0665264221739
215 => 1.0776767714086
216 => 1.0502950377921
217 => 1.0146718046746
218 => 1.0033884313847
219 => 0.91773305735535
220 => 0.91327432315469
221 => 0.91077150053439
222 => 0.89499155794465
223 => 0.88259284555916
224 => 0.87273292913554
225 => 0.84685756401969
226 => 0.85558974016698
227 => 0.81434980878072
228 => 0.84073365542822
301 => 0.77491372916278
302 => 0.82973051960631
303 => 0.79989623278152
304 => 0.81992915399379
305 => 0.8198592610189
306 => 0.78297230162365
307 => 0.76169667325567
308 => 0.77525433171159
309 => 0.7897892177846
310 => 0.79214745414872
311 => 0.81099231334172
312 => 0.8162515084736
313 => 0.80031590169568
314 => 0.77354975748969
315 => 0.77976692231799
316 => 0.76157068260886
317 => 0.72968247242686
318 => 0.75258514169431
319 => 0.7604051199415
320 => 0.76385886782979
321 => 0.73250047550148
322 => 0.7226469878081
323 => 0.71740107363892
324 => 0.76950178282193
325 => 0.77235597728168
326 => 0.75775351488319
327 => 0.82375802958667
328 => 0.80881917508409
329 => 0.82550953567169
330 => 0.77920277977506
331 => 0.78097176021063
401 => 0.75904939987048
402 => 0.77132445680832
403 => 0.76264884220821
404 => 0.77033275351222
405 => 0.77493845826588
406 => 0.79685722136241
407 => 0.82998079667227
408 => 0.79358328908213
409 => 0.77772437380319
410 => 0.78756315564832
411 => 0.8137651282414
412 => 0.85346245797422
413 => 0.82996083978918
414 => 0.84039045885634
415 => 0.84266886664106
416 => 0.82533964346861
417 => 0.85410141115074
418 => 0.86951507611177
419 => 0.88532630695325
420 => 0.89905475567227
421 => 0.87901095365874
422 => 0.90046069497937
423 => 0.883175989864
424 => 0.86766982251554
425 => 0.86769333897074
426 => 0.85796609368409
427 => 0.83911833022942
428 => 0.83564251347181
429 => 0.85372415119217
430 => 0.86822391230643
501 => 0.86941818208098
502 => 0.87744599485846
503 => 0.88219677176712
504 => 0.92876084384008
505 => 0.94748929882602
506 => 0.97039009907133
507 => 0.97931125138526
508 => 1.0061607214401
509 => 0.98447759376347
510 => 0.97978631269737
511 => 0.91465828073913
512 => 0.92532299232375
513 => 0.94239822456234
514 => 0.91493984502954
515 => 0.93235586679535
516 => 0.93579415841371
517 => 0.9140068198001
518 => 0.92564437872895
519 => 0.89473847250966
520 => 0.83065446097176
521 => 0.85417275497496
522 => 0.87149013553349
523 => 0.84677609825885
524 => 0.89107505350831
525 => 0.86519651836763
526 => 0.85699426511679
527 => 0.82499435087084
528 => 0.84009707860528
529 => 0.86052373411632
530 => 0.84790243586408
531 => 0.87409352483495
601 => 0.91118709172599
602 => 0.93762217645264
603 => 0.9396515340122
604 => 0.92265554554609
605 => 0.94989172552998
606 => 0.95009011136675
607 => 0.91936758908186
608 => 0.90055021524608
609 => 0.8962748683185
610 => 0.90695552317474
611 => 0.91992380992787
612 => 0.94037118367231
613 => 0.95272710338566
614 => 0.98494478892461
615 => 0.99366197087801
616 => 1.0032395109604
617 => 1.0160380581144
618 => 1.0314059954529
619 => 0.99778182345338
620 => 0.99911777449022
621 => 0.9678074110826
622 => 0.93434779742124
623 => 0.95973947339049
624 => 0.99293571200717
625 => 0.98532045818992
626 => 0.98446358656996
627 => 0.98590460695837
628 => 0.9801629542711
629 => 0.95419367196216
630 => 0.94115206096291
701 => 0.95797906642174
702 => 0.96692187093926
703 => 0.98079138085142
704 => 0.97908167100491
705 => 1.014808039062
706 => 1.0286902253797
707 => 1.0251385680674
708 => 1.0257921584883
709 => 1.0509251937168
710 => 1.0788782978939
711 => 1.1050600686927
712 => 1.1316932904824
713 => 1.0995859021025
714 => 1.0832837503916
715 => 1.1001034097063
716 => 1.0911786617201
717 => 1.142462910901
718 => 1.1460137210444
719 => 1.1972942617904
720 => 1.2459656013315
721 => 1.2153960050033
722 => 1.2442217574559
723 => 1.2753991589315
724 => 1.3355454247289
725 => 1.3152902783795
726 => 1.2997751537144
727 => 1.2851134358745
728 => 1.3156221432172
729 => 1.3548711078252
730 => 1.3633249588798
731 => 1.377023427208
801 => 1.36262116273
802 => 1.3799671039364
803 => 1.4412058985879
804 => 1.4246586357033
805 => 1.4011588623018
806 => 1.4495010092429
807 => 1.4669958442955
808 => 1.589783758811
809 => 1.7448085730026
810 => 1.6806272819794
811 => 1.6407878835241
812 => 1.6501510871642
813 => 1.7067609013859
814 => 1.7249421770082
815 => 1.6755192024052
816 => 1.6929762325617
817 => 1.7891661850615
818 => 1.8407690084345
819 => 1.7706854431102
820 => 1.577327665935
821 => 1.3990429648236
822 => 1.4463320958231
823 => 1.4409709759203
824 => 1.5443150799404
825 => 1.424263988956
826 => 1.42628534144
827 => 1.5317664920879
828 => 1.5036259294997
829 => 1.4580418220779
830 => 1.3993757792542
831 => 1.2909261731424
901 => 1.1948693326681
902 => 1.3832589174073
903 => 1.3751352159492
904 => 1.3633708923726
905 => 1.3895511214595
906 => 1.5166748825176
907 => 1.5137442683657
908 => 1.4951011963441
909 => 1.50924180216
910 => 1.4555629055096
911 => 1.4693971794222
912 => 1.3990147236161
913 => 1.4308305330714
914 => 1.4579440190563
915 => 1.4633874527898
916 => 1.4756517869399
917 => 1.3708543944245
918 => 1.4179053469741
919 => 1.445543373519
920 => 1.3206737641094
921 => 1.4430751028274
922 => 1.369030104974
923 => 1.343898120584
924 => 1.377735026678
925 => 1.3645487514657
926 => 1.3532119663622
927 => 1.3468858454838
928 => 1.3717319348761
929 => 1.3705728351085
930 => 1.3299198104445
1001 => 1.2768895969996
1002 => 1.2946882772891
1003 => 1.2882218498764
1004 => 1.264786682747
1005 => 1.2805791558194
1006 => 1.2110370967965
1007 => 1.0913935987295
1008 => 1.170433758332
1009 => 1.1673907981665
1010 => 1.1658563996637
1011 => 1.2252528950955
1012 => 1.2195432925701
1013 => 1.2091803080777
1014 => 1.2645963584101
1015 => 1.2443687545877
1016 => 1.3067054633454
1017 => 1.3477644514187
1018 => 1.3373505639242
1019 => 1.3759667406625
1020 => 1.2950983229347
1021 => 1.3219595674261
1022 => 1.3274956326877
1023 => 1.263912532951
1024 => 1.2204774541551
1025 => 1.2175808295955
1026 => 1.142270388686
1027 => 1.1825006183352
1028 => 1.2179015555865
1029 => 1.2009472538669
1030 => 1.1955800284378
1031 => 1.2230000191458
1101 => 1.2251307872602
1102 => 1.1765490484442
1103 => 1.1866507303276
1104 => 1.2287764230464
1105 => 1.1855892709545
1106 => 1.1016836890212
1107 => 1.0808739446163
1108 => 1.078097541113
1109 => 1.0216598638453
1110 => 1.0822645512431
1111 => 1.0558089810893
1112 => 1.1393818102187
1113 => 1.0916454584301
1114 => 1.0895876397139
1115 => 1.086476944908
1116 => 1.0378987046726
1117 => 1.048534251976
1118 => 1.0838884310518
1119 => 1.0965032004394
1120 => 1.0951873766425
1121 => 1.083715176287
1122 => 1.0889670908626
1123 => 1.0720488441262
1124 => 1.0660746590807
1125 => 1.0472184877481
1126 => 1.0195051250395
1127 => 1.0233588381
1128 => 0.96845141497842
1129 => 0.93853493670426
1130 => 0.93025444981082
1201 => 0.91918143667154
1202 => 0.93150517610906
1203 => 0.96829586914747
1204 => 0.92391848776221
1205 => 0.84783658008854
1206 => 0.85240923237699
1207 => 0.86268262443649
1208 => 0.84353822629891
1209 => 0.82541966012923
1210 => 0.84117228340803
1211 => 0.80893537615663
1212 => 0.86657830066418
1213 => 0.86501922109868
1214 => 0.88650493874055
1215 => 0.89994039891333
1216 => 0.86897601299696
1217 => 0.8611885536756
1218 => 0.86562464442534
1219 => 0.79230594584639
1220 => 0.88051323685929
1221 => 0.88127605717486
1222 => 0.87474432651133
1223 => 0.92171198588112
1224 => 1.0208283967317
1225 => 0.98353681602133
1226 => 0.96909638882627
1227 => 0.94164512617259
1228 => 0.97822230376393
1229 => 0.97541374721777
1230 => 0.96271238940261
1231 => 0.95503056856535
]
'min_raw' => 0.71740107363892
'max_raw' => 1.8407690084345
'avg_raw' => 1.2790850410367
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.717401'
'max' => '$1.84'
'avg' => '$1.27'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.44115558883247
'max_diff' => 1.0699584418421
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.022518399945681
]
1 => [
'year' => 2028
'avg' => 0.038648111445001
]
2 => [
'year' => 2029
'avg' => 0.10557967482338
]
3 => [
'year' => 2030
'avg' => 0.081454561892266
]
4 => [
'year' => 2031
'avg' => 0.07999847433093
]
5 => [
'year' => 2032
'avg' => 0.14026250194855
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.022518399945681
'min' => '$0.022518'
'max_raw' => 0.14026250194855
'max' => '$0.140262'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.14026250194855
]
1 => [
'year' => 2033
'avg' => 0.36076957803466
]
2 => [
'year' => 2034
'avg' => 0.228673096333
]
3 => [
'year' => 2035
'avg' => 0.26972044152185
]
4 => [
'year' => 2036
'avg' => 0.52352802569938
]
5 => [
'year' => 2037
'avg' => 1.2790850410367
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.14026250194855
'min' => '$0.140262'
'max_raw' => 1.2790850410367
'max' => '$1.27'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.2790850410367
]
]
]
]
'prediction_2025_max_price' => '$0.0385023'
'last_price' => 0.0373329
'sma_50day_nextmonth' => '$0.03383'
'sma_200day_nextmonth' => '$0.05644'
'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' => '$0.03577'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.035039'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.033764'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.033157'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.0376091'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.046887'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.060688'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.036026'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.03527'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.03436'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.034432'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.038175'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.04592'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.05802'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.05540035'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.066613'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.126914'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '$0.150463'
'weekly_sma200_action' => 'SELL'
'weekly_ema3' => '$0.036082'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.036665'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.040864'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.050431'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.072941'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.10599'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.1668043'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '58.65'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 117.37
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.033655'
'vwma_10_action' => 'BUY'
'hma_9' => '0.036378'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 255.91
'cci_20_action' => 'SELL'
'adx_14' => 19.05
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000054'
'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' => 74.34
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.004726'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 16
'buy_signals' => 19
'sell_pct' => 45.71
'buy_pct' => 54.29
'overall_action' => 'bullish'
'overall_action_label' => 'Alcista'
'overall_action_dir' => 1
'last_updated' => 1767711409
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de Cartesi para 2026
La previsión del precio de Cartesi para 2026 sugiere que el precio medio podría oscilar entre $0.012898 en el extremo inferior y $0.0385023 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, Cartesi podría potencialmente ganar 3.13% para 2026 si CTSI alcanza el objetivo de precio previsto.
Predicción de precio de Cartesi 2027-2032
La predicción del precio de CTSI para 2027-2032 está actualmente dentro de un rango de precios de $0.022518 en el extremo inferior y $0.140262 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Cartesi alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Cartesi | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.012417 | $0.022518 | $0.032619 |
| 2028 | $0.0224091 | $0.038648 | $0.054887 |
| 2029 | $0.049226 | $0.105579 | $0.161932 |
| 2030 | $0.041865 | $0.081454 | $0.121044 |
| 2031 | $0.049497 | $0.079998 | $0.110499 |
| 2032 | $0.075554 | $0.140262 | $0.20497 |
Predicción de precio de Cartesi 2032-2037
La predicción de precio de Cartesi para 2032-2037 se estima actualmente entre $0.140262 en el extremo inferior y $1.27 en el extremo superior. Comparado con el precio actual, Cartesi podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Cartesi | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.075554 | $0.140262 | $0.20497 |
| 2033 | $0.175571 | $0.360769 | $0.545967 |
| 2034 | $0.14115 | $0.228673 | $0.316195 |
| 2035 | $0.166884 | $0.26972 | $0.372556 |
| 2036 | $0.276245 | $0.523528 | $0.77081 |
| 2037 | $0.717401 | $1.27 | $1.84 |
Cartesi Histograma de precios potenciales
Pronóstico de precio de Cartesi basado en análisis técnico
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Cartesi es Alcista, con 19 indicadores técnicos mostrando señales alcistas y 16 indicando señales bajistas. La predicción de precio de CTSI 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 Cartesi
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de Cartesi aumentar durante el próximo mes, alcanzando $0.05644 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Cartesi alcance $0.03383 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 58.65, lo que sugiere que el mercado de CTSI está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de CTSI 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 | $0.03577 | BUY |
| SMA 5 | $0.035039 | BUY |
| SMA 10 | $0.033764 | BUY |
| SMA 21 | $0.033157 | BUY |
| SMA 50 | $0.0376091 | SELL |
| SMA 100 | $0.046887 | SELL |
| SMA 200 | $0.060688 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.036026 | BUY |
| EMA 5 | $0.03527 | BUY |
| EMA 10 | $0.03436 | BUY |
| EMA 21 | $0.034432 | BUY |
| EMA 50 | $0.038175 | SELL |
| EMA 100 | $0.04592 | SELL |
| EMA 200 | $0.05802 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.05540035 | SELL |
| SMA 50 | $0.066613 | SELL |
| SMA 100 | $0.126914 | SELL |
| SMA 200 | $0.150463 | SELL |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.050431 | SELL |
| EMA 50 | $0.072941 | SELL |
| EMA 100 | $0.10599 | SELL |
| EMA 200 | $0.1668043 | SELL |
Osciladores de Cartesi
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) | 58.65 | NEUTRAL |
| Stoch RSI (14) | 117.37 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Materias Primas (20) | 255.91 | SELL |
| Índice Direccional Medio (14) | 19.05 | NEUTRAL |
| Oscilador Asombroso (5, 34) | 0.000054 | BUY |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Rango Percentil de Williams (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 74.34 | SELL |
| VWMA (10) | 0.033655 | BUY |
| Promedio Móvil de Hull (9) | 0.036378 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.004726 | SELL |
Predicción de precios de Cartesi basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de Cartesi
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 Cartesi por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.052458 | $0.073713 | $0.103579 | $0.145547 | $0.204517 | $0.287381 |
| Amazon.com acción | $0.077897 | $0.162537 | $0.339143 | $0.707643 | $1.47 | $3.08 |
| Apple acción | $0.052953 | $0.075111 | $0.106539 | $0.151117 | $0.214349 | $0.304037 |
| Netflix acción | $0.0589054 | $0.092943 | $0.14665 | $0.231391 | $0.365099 | $0.576069 |
| Google acción | $0.048345 | $0.0626077 | $0.081076 | $0.104994 | $0.135966 | $0.176076 |
| Tesla acción | $0.08463 | $0.191851 | $0.434913 | $0.985915 | $2.23 | $5.06 |
| Kodak acción | $0.027995 | $0.020993 | $0.015743 | $0.0118056 | $0.008852 | $0.006638 |
| Nokia acción | $0.024731 | $0.016383 | $0.010853 | $0.007189 | $0.004763 | $0.003155 |
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 Cartesi
Podría preguntarse cosas como: "¿Debo invertir en Cartesi ahora?", "¿Debería comprar CTSI hoy?", "¿Será Cartesi una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de Cartesi regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como Cartesi, 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 Cartesi a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de Cartesi es de $0.03733 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 Cartesi
basado en el historial de precios de las últimas 4 horas
Pronóstico a largo plazo de Cartesi
basado en el historial de precios del último mes
Predicción de precios de Cartesi basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Cartesi ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.0383033 | $0.039298 | $0.04032 | $0.041368 |
| Si Cartesi ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.039273 | $0.041315 | $0.043463 | $0.045722 |
| Si Cartesi ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.042184 | $0.047667 | $0.053862 | $0.060862 |
| Si Cartesi ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.047036 | $0.059263 | $0.074667 | $0.094076 |
| Si Cartesi ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.05674 | $0.086238 | $0.13107 | $0.1992099 |
| Si Cartesi ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.085853 | $0.197432 | $0.454028 | $1.04 |
| Si Cartesi ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.134373 | $0.483651 | $1.74 | $6.26 |
Cuadro de preguntas
¿Es CTSI una buena inversión?
La decisión de adquirir Cartesi depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de Cartesi ha experimentado un aumento de 6.1647% durante las últimas 24 horas, y Cartesi ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en Cartesi dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede Cartesi subir?
Parece que el valor medio de Cartesi podría potencialmente aumentar hasta $0.0385023 para el final de este año. Mirando las perspectivas de Cartesi en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.121044. 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 Cartesi la próxima semana?
Basado en nuestro nuevo pronóstico experimental de Cartesi, el precio de Cartesi aumentará en un 0.86% durante la próxima semana y alcanzará $0.037652 para el 13 de enero de 2026.
¿Cuál será el precio de Cartesi el próximo mes?
Basado en nuestro nuevo pronóstico experimental de Cartesi, el precio de Cartesi disminuirá en un -11.62% durante el próximo mes y alcanzará $0.032995 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de Cartesi este año en 2026?
Según nuestra predicción más reciente sobre el valor de Cartesi en 2026, se anticipa que CTSI fluctúe dentro del rango de $0.012898 y $0.0385023. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de Cartesi no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará Cartesi en 5 años?
El futuro de Cartesi parece estar en una tendencia alcista, con un precio máximo de $0.121044 proyectada después de un período de cinco años. Basado en el pronóstico de Cartesi para 2030, el valor de Cartesi podría potencialmente alcanzar su punto más alto de aproximadamente $0.121044, mientras que su punto más bajo se anticipa que esté alrededor de $0.041865.
¿Cuánto será Cartesi en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de Cartesi, se espera que el valor de CTSI en 2026 crezca en un 3.13% hasta $0.0385023 si ocurre lo mejor. El precio estará entre $0.0385023 y $0.012898 durante 2026.
¿Cuánto será Cartesi en 2027?
Según nuestra última simulación experimental para la predicción de precios de Cartesi, el valor de CTSI podría disminuir en un -12.62% hasta $0.032619 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.032619 y $0.012417 a lo largo del año.
¿Cuánto será Cartesi en 2028?
Nuestro nuevo modelo experimental de predicción de precios de Cartesi sugiere que el valor de CTSI en 2028 podría aumentar en un 47.02% , alcanzando $0.054887 en el mejor escenario. Se espera que el precio oscile entre $0.054887 y $0.0224091 durante el año.
¿Cuánto será Cartesi en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de Cartesi podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.161932 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.161932 y $0.049226.
¿Cuánto será Cartesi en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de Cartesi, se espera que el valor de CTSI en 2030 aumente en un 224.23% , alcanzando $0.121044 en el mejor escenario. Se pronostica que el precio oscile entre $0.121044 y $0.041865 durante el transcurso de 2030.
¿Cuánto será Cartesi en 2031?
Nuestra simulación experimental indica que el precio de Cartesi podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.110499 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.110499 y $0.049497 durante el año.
¿Cuánto será Cartesi en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de Cartesi, CTSI podría experimentar un 449.04% aumento en valor, alcanzando $0.20497 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.20497 y $0.075554 a lo largo del año.
¿Cuánto será Cartesi en 2033?
Según nuestra predicción experimental de precios de Cartesi, se anticipa que el valor de CTSI aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $0.545967. A lo largo del año, el precio de CTSI podría oscilar entre $0.545967 y $0.175571.
¿Cuánto será Cartesi en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de Cartesi sugieren que CTSI podría aumentar en un 746.96% en 2034, alcanzando potencialmente $0.316195 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $0.316195 y $0.14115.
¿Cuánto será Cartesi en 2035?
Basado en nuestra predicción experimental para el precio de Cartesi, CTSI podría crecer en un 897.93% , con el valor potencialmente alcanzando $0.372556 en 2035. El rango de precios esperado para el año está entre $0.372556 y $0.166884.
¿Cuánto será Cartesi en 2036?
Nuestra reciente simulación de predicción de precios de Cartesi sugiere que el valor de CTSI podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $0.77081 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $0.77081 y $0.276245.
¿Cuánto será Cartesi en 2037?
Según la simulación experimental, el valor de Cartesi podría aumentar en un 4830.69% en 2037, con un máximo de $1.84 bajo condiciones favorables. Se espera que el precio caiga entre $1.84 y $0.717401 durante el transcurso del año.
Predicciones relacionadas
Predicción de precios de Syscoin
Predicción de precios de Crown by Third Time Games
Predicción de precios de Stratis
Predicción de precios de Wen
Predicción de precios de Everipedia
Predicción de precios de Huobi BTC
Predicción de precios de Olympus
Predicción de precios de DUSK Network
Predicción de precios de Tensor
Predicción de precios de Numeraire
Predicción de precios de BORA
Predicción de precios de TokenFi
Predicción de precios de Celer Network
Predicción de precios de Power Ledger
Predicción de precios de Entangle
Predicción de precios de Boba Network
Predicción de precios de Nano
Predicción de precios de Tectum
Predicción de precios de GXChain
Predicción de precios de ECOMI
Predicción de precios de Songbird
Predicción de precios de NodeAI
Predicción de precios de Sleepless AI
Predicción de precios de Hooked Protocol
Predicción de precios de Orbs
¿Cómo leer y predecir los movimientos de precio de Cartesi?
Los traders de Cartesi 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 Cartesi
Las medias móviles son herramientas populares para la predicción de precios de Cartesi. Una media móvil simple (SMA) calcula el precio de cierre promedio de CTSI 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 CTSI 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 CTSI.
¿Cómo leer gráficos de Cartesi 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 Cartesi 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 CTSI 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 Cartesi?
La acción del precio de Cartesi 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 CTSI. La capitalización de mercado de Cartesi puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de CTSI, grandes poseedores de Cartesi, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de Cartesi.
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


