Predicción del precio de Bitcoin Core - Pronóstico de BTCC
Predicción de precio de Bitcoin Core hasta $0.002899 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.000971 | $0.002899 |
| 2027 | $0.000934 | $0.002456 |
| 2028 | $0.001687 | $0.004132 |
| 2029 | $0.0037065 | $0.012192 |
| 2030 | $0.003152 | $0.009114 |
| 2031 | $0.003726 | $0.00832 |
| 2032 | $0.005688 | $0.015433 |
| 2033 | $0.013219 | $0.0411089 |
| 2034 | $0.010628 | $0.023808 |
| 2035 | $0.012565 | $0.028051 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en Bitcoin Core hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,956.36, equivalente a un ROI del 39.56% en los próximos 90 días.
Predicción del precio a largo plazo de Bitcoin Core para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'Bitcoin Core'
'name_with_ticker' => 'Bitcoin Core <small>BTCC</small>'
'name_lang' => 'Bitcoin Core'
'name_lang_with_ticker' => 'Bitcoin Core <small>BTCC</small>'
'name_with_lang' => 'Bitcoin Core'
'name_with_lang_with_ticker' => 'Bitcoin Core <small>BTCC</small>'
'image' => '/uploads/coins/bitcoin-core.png?ts=1572419191'
'price_for_sd' => 0.0028
'ticker' => 'BTCC'
'marketcap' => '$0'
'low24h' => '$0'
'high24h' => '$0'
'volume24h' => '$0'
'current_supply' => '0'
'max_supply' => '21M'
'algo' => 'SHA-256'
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.002811'
'change_24h_pct' => '0%'
'ath_price' => '$4.25'
'ath_days' => 2772
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '5 jun. 2018'
'ath_pct' => '0.07%'
'fdv' => '$0'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.1386016'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.002835'
'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' => '$0.002484'
'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' => '$0.000971'
'current_year_max_price_prediction' => '$0.002899'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.003152'
'grand_prediction_max_price' => '$0.009114'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.002864266971414
107 => 0.0028749611045563
108 => 0.002899055532582
109 => 0.0026931712831536
110 => 0.002785607266703
111 => 0.0028399047469579
112 => 0.0025945867558071
113 => 0.0028350555990303
114 => 0.0026895872964222
115 => 0.0026402131696564
116 => 0.0027066889268
117 => 0.0026807832595913
118 => 0.0026585110881571
119 => 0.0026460828338124
120 => 0.002694895293197
121 => 0.0026926181336232
122 => 0.0026127514759799
123 => 0.0025085686768655
124 => 0.0025435358439321
125 => 0.0025308319443179
126 => 0.0024847913732802
127 => 0.0025158171591999
128 => 0.0023791952998008
129 => 0.002144144491691
130 => 0.0022994262553293
131 => 0.0022934480763433
201 => 0.0022904336074097
202 => 0.0024071235611112
203 => 0.002395906514558
204 => 0.0023755474652265
205 => 0.0024844174633735
206 => 0.0024446784495417
207 => 0.0025671447264821
208 => 0.0026478089370971
209 => 0.0026273498840713
210 => 0.0027032149640387
211 => 0.0025443414168376
212 => 0.0025971128363174
213 => 0.0026079889527342
214 => 0.0024830740244958
215 => 0.0023977417620977
216 => 0.0023920510730547
217 => 0.0022440966895665
218 => 0.0023231327269799
219 => 0.0023926811691702
220 => 0.0023593728625381
221 => 0.0023488284477158
222 => 0.0024026975762386
223 => 0.0024068836688827
224 => 0.0023114403129749
225 => 0.0023312860089661
226 => 0.002414045860322
227 => 0.0023292006730518
228 => 0.0021643603335686
301 => 0.0021234776502807
302 => 0.0021180231467128
303 => 0.0020071460671896
304 => 0.0021262096266662
305 => 0.0020742351922496
306 => 0.0022384218078221
307 => 0.0021446392935576
308 => 0.0021405965168084
309 => 0.0021344852668055
310 => 0.0020390487841855
311 => 0.0020599433085744
312 => 0.0021293998899691
313 => 0.0021541827806951
314 => 0.0021515977221521
315 => 0.0021290595148283
316 => 0.0021393773907269
317 => 0.0021061399174714
318 => 0.0020944030738867
319 => 0.0020573583670603
320 => 0.0020029128818869
321 => 0.0020104838605339
322 => 0.0019026131079692
323 => 0.0018438393968379
324 => 0.0018275716082218
325 => 0.0018058176414067
326 => 0.0018300287766587
327 => 0.0019023075236805
328 => 0.0018151240199806
329 => 0.0016656540180988
330 => 0.0016746374198964
331 => 0.0016948204565396
401 => 0.0016572095012791
402 => 0.0016216138885732
403 => 0.0016525613858576
404 => 0.0015892289756321
405 => 0.0017024738757412
406 => 0.0016994109185584
407 => 0.0017416216143015
408 => 0.0017680168286002
409 => 0.0017071844051936
410 => 0.0016918852152152
411 => 0.0017006003291364
412 => 0.0015565589091766
413 => 0.0017298503572595
414 => 0.0017313489888986
415 => 0.001718516794959
416 => 0.0018107891412899
417 => 0.0020055125725148
418 => 0.0019322497849561
419 => 0.0019038802192339
420 => 0.001849949654058
421 => 0.0019218089300748
422 => 0.0019162912588561
423 => 0.0018913382570902
424 => 0.0018762466037641
425 => 0.0019040534377528
426 => 0.0018728010293082
427 => 0.0018671872379929
428 => 0.0018331737704868
429 => 0.0018210325101013
430 => 0.0018120436042694
501 => 0.0018021477021801
502 => 0.0018239755962839
503 => 0.001774510716546
504 => 0.001714860920684
505 => 0.0017099016855778
506 => 0.0017235945697264
507 => 0.001717536487806
508 => 0.0017098726818123
509 => 0.0016952403890569
510 => 0.0016908993003659
511 => 0.0017050057326149
512 => 0.0016890803930619
513 => 0.0017125790990706
514 => 0.0017061887512789
515 => 0.0016704927879836
516 => 0.0016260024013793
517 => 0.0016256063436168
518 => 0.0016160209628018
519 => 0.0016038125391622
520 => 0.0016004164349965
521 => 0.0016499550739559
522 => 0.0017524985740352
523 => 0.0017323668313116
524 => 0.0017469140786134
525 => 0.0018184721373981
526 => 0.0018412182924599
527 => 0.0018250736103692
528 => 0.001802973773763
529 => 0.0018039460544151
530 => 0.0018794678861742
531 => 0.0018841780901841
601 => 0.0018960792561476
602 => 0.0019113756176798
603 => 0.0018276786468815
604 => 0.0018000039346172
605 => 0.0017868901206118
606 => 0.0017465046491599
607 => 0.0017900569177321
608 => 0.0017646808759292
609 => 0.0017681049709374
610 => 0.0017658750245713
611 => 0.0017670927260755
612 => 0.0017024422214837
613 => 0.0017259974674265
614 => 0.0016868323024315
615 => 0.0016343945429994
616 => 0.0016342187532427
617 => 0.0016470528205752
618 => 0.0016394186151287
619 => 0.0016188751645656
620 => 0.0016217932647558
621 => 0.0015962276365209
622 => 0.0016248973949041
623 => 0.0016257195409892
624 => 0.0016146801223594
625 => 0.001658849840813
626 => 0.0016769462105026
627 => 0.0016696798286732
628 => 0.0016764363817827
629 => 0.0017332033961112
630 => 0.0017424588963652
701 => 0.001746569578194
702 => 0.0017410618091044
703 => 0.001677473978596
704 => 0.0016802943692754
705 => 0.0016596002138287
706 => 0.0016421158331726
707 => 0.0016428151167054
708 => 0.001651804361173
709 => 0.0016910609189752
710 => 0.0017736740305696
711 => 0.0017768091377652
712 => 0.0017806089791438
713 => 0.0017651531146097
714 => 0.0017604914779735
715 => 0.0017666413799672
716 => 0.0017976665210909
717 => 0.001877471607305
718 => 0.0018492631598344
719 => 0.0018263292529503
720 => 0.0018464484722246
721 => 0.001843351276117
722 => 0.0018172078240606
723 => 0.0018164740644348
724 => 0.0017662964213714
725 => 0.0017477468892205
726 => 0.0017322455117468
727 => 0.0017153184122192
728 => 0.0017052834602177
729 => 0.0017207017072961
730 => 0.0017242280428262
731 => 0.0016905157761245
801 => 0.0016859209187442
802 => 0.0017134510834626
803 => 0.001701336084398
804 => 0.0017137966613735
805 => 0.0017166876221167
806 => 0.0017162221108525
807 => 0.0017035726604303
808 => 0.0017116350429174
809 => 0.0016925651048236
810 => 0.0016718294113586
811 => 0.0016586013308073
812 => 0.001647058076076
813 => 0.0016534629446989
814 => 0.0016306307575413
815 => 0.0016233262813485
816 => 0.0017089036891401
817 => 0.001772120640388
818 => 0.0017712014408801
819 => 0.0017656060502753
820 => 0.0017572924348201
821 => 0.0017970583283381
822 => 0.0017832046861805
823 => 0.0017932843683607
824 => 0.0017958500705185
825 => 0.00180361567821
826 => 0.0018063912154832
827 => 0.001798001614109
828 => 0.0017698450871938
829 => 0.0016996816991634
830 => 0.0016670204526328
831 => 0.0016562416972617
901 => 0.0016566334845476
902 => 0.0016458262421851
903 => 0.0016490094594075
904 => 0.0016447192491413
905 => 0.0016365946288106
906 => 0.001652961272288
907 => 0.001654847375483
908 => 0.0016510272053285
909 => 0.001651926993692
910 => 0.0016202976164292
911 => 0.0016227023292871
912 => 0.0016093125825182
913 => 0.0016068021664148
914 => 0.0015729540525616
915 => 0.0015129872125081
916 => 0.0015462146630197
917 => 0.0015060805752882
918 => 0.0014908811881337
919 => 0.0015628327229338
920 => 0.0015556107844648
921 => 0.001543249965107
922 => 0.0015249657370564
923 => 0.0015181839390149
924 => 0.0014769798809711
925 => 0.0014745453254068
926 => 0.0014949671691765
927 => 0.0014855431909495
928 => 0.0014723083563792
929 => 0.0014243731271592
930 => 0.001370478058707
1001 => 0.0013721048120512
1002 => 0.0013892478305725
1003 => 0.0014390934689741
1004 => 0.0014196179157123
1005 => 0.0014054881783646
1006 => 0.0014028421032977
1007 => 0.001435963272693
1008 => 0.0014828366664868
1009 => 0.0015048286141218
1010 => 0.0014830352619209
1011 => 0.00145800023235
1012 => 0.0014595239985988
1013 => 0.0014696609327929
1014 => 0.0014707261812482
1015 => 0.0014544309506401
1016 => 0.0014590179626064
1017 => 0.0014520498719844
1018 => 0.0014092867126993
1019 => 0.0014085132627513
1020 => 0.0013980184938136
1021 => 0.0013977007163811
1022 => 0.0013798464963753
1023 => 0.0013773485675761
1024 => 0.001341897930081
1025 => 0.0013652316470347
1026 => 0.0013495806147773
1027 => 0.00132599081746
1028 => 0.001321923927511
1029 => 0.0013218016718882
1030 => 0.0013460231191509
1031 => 0.001364948605321
1101 => 0.0013498528711842
1102 => 0.0013464158651397
1103 => 0.0013831140977534
1104 => 0.0013784439131415
1105 => 0.001374399563387
1106 => 0.0014786396681845
1107 => 0.0013961254912805
1108 => 0.0013601446004058
1109 => 0.0013156114153624
1110 => 0.0013301116449684
1111 => 0.001333167056399
1112 => 0.0012260727740798
1113 => 0.0011826246370806
1114 => 0.001167714873771
1115 => 0.0011591340941932
1116 => 0.0011630444631975
1117 => 0.0011239360439401
1118 => 0.0011502175484746
1119 => 0.0011163529631501
1120 => 0.0011106754552155
1121 => 0.0011712295287929
1122 => 0.0011796552743794
1123 => 0.0011437084260333
1124 => 0.0011667921219377
1125 => 0.0011584216529154
1126 => 0.0011169334742682
1127 => 0.0011153489310103
1128 => 0.0010945316213451
1129 => 0.0010619565627446
1130 => 0.0010470688868586
1201 => 0.0010393152559965
1202 => 0.0010425145552055
1203 => 0.0010408968916253
1204 => 0.0010303405425345
1205 => 0.0010415019691983
1206 => 0.0010129891362921
1207 => 0.0010016350964854
1208 => 0.00099650674011638
1209 => 0.0009711999597747
1210 => 0.0010114743012746
1211 => 0.0010194088539129
1212 => 0.001027359040071
1213 => 0.0010965599827544
1214 => 0.0010931028992177
1215 => 0.0011243532507209
1216 => 0.0011231389195272
1217 => 0.0011142258130564
1218 => 0.0010766228829908
1219 => 0.0010916107407071
1220 => 0.0010454804442864
1221 => 0.0010800443989201
1222 => 0.0010642708534505
1223 => 0.00107471134733
1224 => 0.0010559383979533
1225 => 0.0010663281232545
1226 => 0.0010212904306959
1227 => 0.00097923486708217
1228 => 0.00099615925355877
1229 => 0.0010145579971972
1230 => 0.001054451161318
1231 => 0.0010306911218791
]
'min_raw' => 0.0009711999597747
'max_raw' => 0.002899055532582
'avg_raw' => 0.0019351277461784
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.000971'
'max' => '$0.002899'
'avg' => '$0.001935'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0018398000402253
'max_diff' => 8.8055532582038E-5
'year' => 2026
]
1 => [
'items' => [
101 => 0.0010392361305279
102 => 0.0010106117819716
103 => 0.00095155157475912
104 => 0.00095188584911802
105 => 0.00094280072293493
106 => 0.00093494984746259
107 => 0.0010334202482278
108 => 0.001021173897306
109 => 0.0010016609398748
110 => 0.0010277798088105
111 => 0.0010346860523193
112 => 0.001034882663363
113 => 0.0010539383159129
114 => 0.0010641083210947
115 => 0.0010659008285873
116 => 0.0010958853095992
117 => 0.0011059357121295
118 => 0.0011473318977657
119 => 0.0010632454672089
120 => 0.0010615137625062
121 => 0.0010281473548596
122 => 0.0010069858516281
123 => 0.0010295963010903
124 => 0.0010496260726797
125 => 0.0010287697356956
126 => 0.0010314931330044
127 => 0.0010034952046287
128 => 0.001013503146598
129 => 0.0010221233344374
130 => 0.0010173637733837
131 => 0.001010238480121
201 => 0.0010479838598259
202 => 0.0010458541175776
203 => 0.0010810034829213
204 => 0.0011084049267619
205 => 0.0011575132127183
206 => 0.0011062661562499
207 => 0.0011043985098236
208 => 0.0011226550532207
209 => 0.0011059329171478
210 => 0.0011165007299174
211 => 0.0011558105747033
212 => 0.00115664112978
213 => 0.0011427282621358
214 => 0.0011418816628752
215 => 0.0011445537812964
216 => 0.0011602044623513
217 => 0.0011547356334939
218 => 0.0011610643007015
219 => 0.0011689783959527
220 => 0.0012017144494182
221 => 0.0012096070010814
222 => 0.0011904321923588
223 => 0.0011921634628952
224 => 0.0011849915580727
225 => 0.0011780635878778
226 => 0.0011936366531271
227 => 0.0012220967359594
228 => 0.0012219196872612
301 => 0.0012285218732934
302 => 0.0012326349804959
303 => 0.001214978513404
304 => 0.0012034848025735
305 => 0.0012078922226697
306 => 0.0012149397833848
307 => 0.0012056067937145
308 => 0.0011479992580082
309 => 0.0011654737043579
310 => 0.0011625651020285
311 => 0.0011584228986134
312 => 0.0011759935895438
313 => 0.0011742988535396
314 => 0.0011235349305742
315 => 0.0011267846722193
316 => 0.0011237325581271
317 => 0.0011335945631627
318 => 0.0011054003365116
319 => 0.0011140726907385
320 => 0.0011195119100113
321 => 0.001122715651949
322 => 0.0011342897646546
323 => 0.0011329316761165
324 => 0.0011342053439642
325 => 0.0011513666976541
326 => 0.0012381629355521
327 => 0.0012428870632758
328 => 0.0012196237305958
329 => 0.0012289169731525
330 => 0.0012110759796524
331 => 0.0012230527581133
401 => 0.001231246965759
402 => 0.0011942189170634
403 => 0.0011920263563297
404 => 0.001174111726703
405 => 0.0011837380339279
406 => 0.0011684218869771
407 => 0.0011721799337027
408 => 0.0011616721074372
409 => 0.0011805841026278
410 => 0.0012017306518779
411 => 0.001207073105321
412 => 0.001193019410383
413 => 0.0011828436090643
414 => 0.0011649782540659
415 => 0.0011946887375836
416 => 0.0012033769883747
417 => 0.0011946431019009
418 => 0.0011926192695657
419 => 0.0011887841109475
420 => 0.0011934329165965
421 => 0.001203329670295
422 => 0.0011986625440151
423 => 0.0012017452631472
424 => 0.001189997116702
425 => 0.0012149843584293
426 => 0.0012546701117994
427 => 0.0012547977079858
428 => 0.0012501305565484
429 => 0.0012482208587354
430 => 0.0012530096393366
501 => 0.0012556073563667
502 => 0.0012710933947189
503 => 0.0012877105308617
504 => 0.001365255454616
505 => 0.0013434811503268
506 => 0.0014122836198498
507 => 0.0014666974403599
508 => 0.0014830137659029
509 => 0.0014680035141458
510 => 0.0014166542537226
511 => 0.0014141348140316
512 => 0.0014908722882025
513 => 0.0014691904369502
514 => 0.0014666114497349
515 => 0.0014391753830309
516 => 0.0014553934964759
517 => 0.0014518463571601
518 => 0.0014462470242182
519 => 0.0014771900549076
520 => 0.0015351126460549
521 => 0.00152608486703
522 => 0.0015193460487745
523 => 0.0014898185088194
524 => 0.0015076006830872
525 => 0.0015012687914256
526 => 0.0015284746163217
527 => 0.001512358488336
528 => 0.0014690261756023
529 => 0.0014759269892303
530 => 0.001474883945133
531 => 0.0014963497187458
601 => 0.0014899062263205
602 => 0.0014736257498226
603 => 0.0015349146729353
604 => 0.0015309349111753
605 => 0.0015365773034508
606 => 0.0015390612590273
607 => 0.0015763667464941
608 => 0.0015916496110668
609 => 0.001595119088889
610 => 0.0016096366282139
611 => 0.0015947578792854
612 => 0.0016542834833675
613 => 0.0016938645366668
614 => 0.0017398399668963
615 => 0.0018070224274923
616 => 0.0018322836541489
617 => 0.0018277204396578
618 => 0.0018786574145389
619 => 0.0019701900261348
620 => 0.0018462217974789
621 => 0.0019767606432719
622 => 0.0019354335518373
623 => 0.0018374477614884
624 => 0.0018311386317665
625 => 0.0018974957466292
626 => 0.002044669440759
627 => 0.0020078040996097
628 => 0.0020447297392504
629 => 0.0020016540191887
630 => 0.0019995149466169
701 => 0.0020426376476738
702 => 0.0021433961891894
703 => 0.0020955295829928
704 => 0.0020269010656366
705 => 0.0020775752948744
706 => 0.0020336765878301
707 => 0.0019347605143848
708 => 0.0020077759093781
709 => 0.0019589525941048
710 => 0.0019732018330918
711 => 0.0020758211798761
712 => 0.0020634737485739
713 => 0.0020794524680203
714 => 0.0020512504464333
715 => 0.0020249053112204
716 => 0.0019757301599301
717 => 0.0019611718219388
718 => 0.0019651952228054
719 => 0.0019611698281411
720 => 0.0019336567829372
721 => 0.0019277153434449
722 => 0.0019178126839907
723 => 0.0019208819322321
724 => 0.001902262035333
725 => 0.0019374016278486
726 => 0.0019439238458685
727 => 0.0019694955109025
728 => 0.001972150445997
729 => 0.0020433671691268
730 => 0.0020041421947753
731 => 0.0020304576940917
801 => 0.0020281037881417
802 => 0.0018395714106842
803 => 0.0018655495088626
804 => 0.0019059632772519
805 => 0.0018877569293721
806 => 0.0018620174130993
807 => 0.0018412313736435
808 => 0.0018097383983863
809 => 0.0018540641562918
810 => 0.0019123478144187
811 => 0.0019736286157498
812 => 0.002047253483272
813 => 0.002030821269929
814 => 0.0019722522500639
815 => 0.0019748796135103
816 => 0.0019911209405069
817 => 0.0019700869463662
818 => 0.0019638836108617
819 => 0.0019902686974673
820 => 0.0019904503970577
821 => 0.0019662482447557
822 => 0.0019393519814192
823 => 0.0019392392850937
824 => 0.0019344533548201
825 => 0.0020025054255523
826 => 0.0020399271836147
827 => 0.0020442175278684
828 => 0.0020396384092627
829 => 0.0020414007302753
830 => 0.002019625833791
831 => 0.0020693967900092
901 => 0.0021150715412724
902 => 0.0021028297322351
903 => 0.0020844775202125
904 => 0.0020698590993743
905 => 0.0020993860968657
906 => 0.0020980713061472
907 => 0.0021146726121659
908 => 0.0021139194810311
909 => 0.0021083370862237
910 => 0.0021028299316
911 => 0.0021246651771824
912 => 0.002118376977118
913 => 0.002112079009742
914 => 0.0020994474719989
915 => 0.0021011643077659
916 => 0.0020828152645114
917 => 0.0020743261575069
918 => 0.0019466703563737
919 => 0.0019125565550373
920 => 0.0019232894513881
921 => 0.0019268229995464
922 => 0.0019119766294868
923 => 0.0019332625104327
924 => 0.0019299451284346
925 => 0.0019428511211857
926 => 0.0019347880172279
927 => 0.0019351189298268
928 => 0.0019588307993317
929 => 0.0019657144559265
930 => 0.0019622133726244
1001 => 0.0019646654113591
1002 => 0.0020211716090575
1003 => 0.0020131382347113
1004 => 0.0020088706647009
1005 => 0.0020100528107589
1006 => 0.0020244913557774
1007 => 0.0020285333600673
1008 => 0.0020114071038646
1009 => 0.0020194839452955
1010 => 0.0020538741110044
1011 => 0.0020659087226878
1012 => 0.0021043174262396
1013 => 0.0020880007263105
1014 => 0.0021179507352006
1015 => 0.0022100068518184
1016 => 0.0022835476475714
1017 => 0.002215916492595
1018 => 0.0023509647986315
1019 => 0.0024561192764098
1020 => 0.0024520832724088
1021 => 0.0024337471569412
1022 => 0.002314031579667
1023 => 0.0022038675206006
1024 => 0.0022960244338227
1025 => 0.0022962593607467
1026 => 0.002288343000171
1027 => 0.0022391751645259
1028 => 0.002286632066068
1029 => 0.0022903990225743
1030 => 0.0022882905286454
1031 => 0.0022505936643363
1101 => 0.0021930375200816
1102 => 0.002204283852899
1103 => 0.0022227055754729
1104 => 0.0021878294114665
1105 => 0.0021766843638452
1106 => 0.0021974051278053
1107 => 0.0022641717466275
1108 => 0.0022515499040919
1109 => 0.0022512202967744
1110 => 0.0023052218916361
1111 => 0.0022665684039887
1112 => 0.0022044257051716
1113 => 0.0021887338541587
1114 => 0.0021330383543607
1115 => 0.0021715074344518
1116 => 0.0021728918681591
1117 => 0.0021518227461376
1118 => 0.002206135348305
1119 => 0.0022056348481145
1120 => 0.0022571965805085
1121 => 0.0023557632471434
1122 => 0.0023266122336484
1123 => 0.0022927127765749
1124 => 0.0022963985874888
1125 => 0.0023368228358575
1126 => 0.0023123814124979
1127 => 0.0023211707187497
1128 => 0.0023368095321898
1129 => 0.0023462448166281
1130 => 0.0022950409952589
1201 => 0.0022831029351358
1202 => 0.0022586818538138
1203 => 0.0022523108495379
1204 => 0.0022722013107122
1205 => 0.0022669608769331
1206 => 0.0021727755118668
1207 => 0.0021629326171749
1208 => 0.0021632344847027
1209 => 0.0021384840579959
1210 => 0.002100733716485
1211 => 0.0021999393600199
1212 => 0.0021919717584619
1213 => 0.0021831761429853
1214 => 0.0021842535556941
1215 => 0.0022273153631614
1216 => 0.002202337340157
1217 => 0.0022687455081317
1218 => 0.0022550939852084
1219 => 0.002241092352234
1220 => 0.0022391569000567
1221 => 0.0022337674659248
1222 => 0.0022152850909661
1223 => 0.0021929665125851
1224 => 0.0021782298539357
1225 => 0.0020093018994613
1226 => 0.002040653945203
1227 => 0.002076721616
1228 => 0.002089172031427
1229 => 0.0020678747342966
1230 => 0.0022161260380654
1231 => 0.0022432129798491
]
'min_raw' => 0.00093494984746259
'max_raw' => 0.0024561192764098
'avg_raw' => 0.0016955345619362
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.000934'
'max' => '$0.002456'
'avg' => '$0.001695'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -3.6250112312103E-5
'max_diff' => -0.0004429362561722
'year' => 2027
]
2 => [
'items' => [
101 => 0.0021611648663489
102 => 0.0021458170143154
103 => 0.0022171322406896
104 => 0.0021741204412541
105 => 0.0021934886519062
106 => 0.0021516251743211
107 => 0.0022366885287716
108 => 0.0022360404885308
109 => 0.0022029489224065
110 => 0.0022309176874935
111 => 0.0022260574262821
112 => 0.0021886971296288
113 => 0.0022378729168139
114 => 0.0022378973073908
115 => 0.0022060473944689
116 => 0.0021688536690186
117 => 0.0021622043093846
118 => 0.0021571949101162
119 => 0.002192256646768
120 => 0.0022236928902147
121 => 0.0022821879455634
122 => 0.0022968949922863
123 => 0.0023542975747493
124 => 0.0023201171317736
125 => 0.0023352688794339
126 => 0.0023517182448647
127 => 0.0023596046755576
128 => 0.0023467541599527
129 => 0.0024359239983633
130 => 0.0024434526648184
131 => 0.0024459769615581
201 => 0.0024159093937545
202 => 0.002442616431366
203 => 0.0024301210929117
204 => 0.0024626304922648
205 => 0.0024677283811842
206 => 0.0024634106506321
207 => 0.0024650288010398
208 => 0.0023889380745938
209 => 0.002384992369017
210 => 0.002331192393503
211 => 0.0023531162811943
212 => 0.0023121306239947
213 => 0.0023251275980918
214 => 0.002330856540434
215 => 0.002327864066069
216 => 0.00235435582491
217 => 0.0023318324179864
218 => 0.0022723894439241
219 => 0.0022129302746632
220 => 0.0022121838132275
221 => 0.0021965292635026
222 => 0.0021852138913253
223 => 0.0021873936334411
224 => 0.0021950753289652
225 => 0.0021847674172169
226 => 0.0021869671328128
227 => 0.0022234970683328
228 => 0.0022308228863817
229 => 0.0022059268942695
301 => 0.0021059658934644
302 => 0.0020814352131336
303 => 0.0020990673796908
304 => 0.0020906403397335
305 => 0.0016873099219534
306 => 0.0017820664209261
307 => 0.0017257653268632
308 => 0.0017517114612962
309 => 0.0016942426233555
310 => 0.0017216697650207
311 => 0.001716604973434
312 => 0.0018689706197335
313 => 0.0018665916397387
314 => 0.0018677303315694
315 => 0.001813377603643
316 => 0.0018999629750671
317 => 0.0019426180425398
318 => 0.0019347237247785
319 => 0.0019367105544826
320 => 0.0019025702374839
321 => 0.001868060884465
322 => 0.0018297847010156
323 => 0.0019008971187853
324 => 0.0018929906318587
325 => 0.001911125268204
326 => 0.0019572467543482
327 => 0.0019640383183815
328 => 0.0019731662493154
329 => 0.0019698945358459
330 => 0.0020478400241227
331 => 0.0020384003111915
401 => 0.002061147303365
402 => 0.0020143550146457
403 => 0.0019614050983951
404 => 0.0019714691464111
405 => 0.0019704998976572
406 => 0.001958160248568
407 => 0.0019470205651133
408 => 0.0019284761307475
409 => 0.0019871534651408
410 => 0.0019847712725218
411 => 0.002023336202027
412 => 0.0020165194761372
413 => 0.0019709957123095
414 => 0.0019726216024405
415 => 0.001983556494948
416 => 0.0020214022827687
417 => 0.0020326374893316
418 => 0.0020274328940061
419 => 0.0020397517850957
420 => 0.0020494881343312
421 => 0.0020409745206562
422 => 0.0021615093366723
423 => 0.0021114548774043
424 => 0.0021358510725749
425 => 0.0021416694213723
426 => 0.0021267658432744
427 => 0.0021299978957067
428 => 0.0021348935744601
429 => 0.0021646191771785
430 => 0.0022426277598842
501 => 0.0022771772301422
502 => 0.0023811210160541
503 => 0.0022743083775891
504 => 0.0022679705576572
505 => 0.0022866939723016
506 => 0.0023477199781991
507 => 0.0023971758240977
508 => 0.0024135831813585
509 => 0.0024157516844764
510 => 0.0024465329774381
511 => 0.0024641762405266
512 => 0.0024427953188442
513 => 0.0024246772263941
514 => 0.0023597804681384
515 => 0.0023672924446145
516 => 0.0024190425132662
517 => 0.0024921425333006
518 => 0.0025548699552509
519 => 0.0025329049983553
520 => 0.0027004821146259
521 => 0.002717096701213
522 => 0.0027148011025606
523 => 0.002752651603388
524 => 0.002677526067366
525 => 0.0026454084452279
526 => 0.0024285945636309
527 => 0.0024895104206364
528 => 0.0025780551962566
529 => 0.0025663359631774
530 => 0.0025020323803134
531 => 0.0025548211752171
601 => 0.0025373675487636
602 => 0.0025236011494282
603 => 0.0025866676935316
604 => 0.0025173234376591
605 => 0.0025773634342587
606 => 0.0025003615175855
607 => 0.0025330053324282
608 => 0.0025144751243198
609 => 0.0025264664399428
610 => 0.0024563654538335
611 => 0.0024941902443328
612 => 0.0024547918181923
613 => 0.0024547731382085
614 => 0.0024539034157678
615 => 0.0025002554894027
616 => 0.0025017670288599
617 => 0.0024675127764095
618 => 0.0024625762034795
619 => 0.0024808293009646
620 => 0.0024594597043033
621 => 0.0024694584040825
622 => 0.0024597625547338
623 => 0.0024575798148196
624 => 0.0024401873718204
625 => 0.0024326942291612
626 => 0.0024356324834724
627 => 0.0024256027067345
628 => 0.002419559403457
629 => 0.0024527012506382
630 => 0.0024349948986275
701 => 0.0024499874982477
702 => 0.0024329015387636
703 => 0.0023736741591936
704 => 0.0023396118668847
705 => 0.002227736837258
706 => 0.0022594644568796
707 => 0.0022804999015133
708 => 0.0022735476871874
709 => 0.0022884837337093
710 => 0.0022894006856602
711 => 0.002284544824681
712 => 0.0022789223597413
713 => 0.0022761856547505
714 => 0.0022965828116117
715 => 0.0023084240477063
716 => 0.0022826110898003
717 => 0.0022765634749245
718 => 0.00230266180054
719 => 0.002318581764089
720 => 0.0024361258302797
721 => 0.0024274177861939
722 => 0.0024492732679818
723 => 0.0024468126761322
724 => 0.0024697207028971
725 => 0.0025071656450034
726 => 0.0024310296079309
727 => 0.0024442441913806
728 => 0.002441004280688
729 => 0.0024763767760793
730 => 0.0024764872051489
731 => 0.0024552796271746
801 => 0.0024667765992481
802 => 0.0024603593048396
803 => 0.0024719562231851
804 => 0.0024273014849561
805 => 0.002481686135938
806 => 0.0025125187285751
807 => 0.0025129468391538
808 => 0.0025275612433613
809 => 0.0025424103244453
810 => 0.0025709118425035
811 => 0.0025416154325758
812 => 0.0024889140430639
813 => 0.0024927189131622
814 => 0.0024618201077741
815 => 0.0024623395222749
816 => 0.0024595668469619
817 => 0.0024678878542936
818 => 0.0024291274781346
819 => 0.002438224460946
820 => 0.0024254886317382
821 => 0.0024442165061752
822 => 0.0024240684091095
823 => 0.002441002718305
824 => 0.0024483110047725
825 => 0.0024752787391738
826 => 0.0024200852528117
827 => 0.0023075419978486
828 => 0.0023311999544969
829 => 0.0022962079783217
830 => 0.0022994466189406
831 => 0.0023059891884165
901 => 0.0022847825801495
902 => 0.0022888281327098
903 => 0.0022886835971042
904 => 0.0022874380673399
905 => 0.0022819214094915
906 => 0.002273921164174
907 => 0.0023057916791735
908 => 0.0023112071007097
909 => 0.0023232449119558
910 => 0.0023590612728988
911 => 0.0023554823738327
912 => 0.0023613197066967
913 => 0.0023485768418298
914 => 0.0023000377238943
915 => 0.002302673631527
916 => 0.0022698038211104
917 => 0.002322404357002
918 => 0.0023099478558097
919 => 0.0023019170684567
920 => 0.0022997257937228
921 => 0.0023356309364969
922 => 0.0023463743179591
923 => 0.0023396797635934
924 => 0.0023259490372779
925 => 0.0023523160909284
926 => 0.0023593708021486
927 => 0.0023609500918231
928 => 0.0024076674555107
929 => 0.002363561073488
930 => 0.0023741779180206
1001 => 0.0024570075083519
1002 => 0.0023818924996236
1003 => 0.0024216825950116
1004 => 0.0024197350769
1005 => 0.002440090343277
1006 => 0.0024180653509313
1007 => 0.0024183383771082
1008 => 0.0024364124746659
1009 => 0.0024110306643268
1010 => 0.0024047457711416
1011 => 0.0023960632362196
1012 => 0.0024150212335777
1013 => 0.0024263856955974
1014 => 0.0025179749131985
1015 => 0.0025771457247446
1016 => 0.0025745769637635
1017 => 0.0025980506306119
1018 => 0.0025874755287026
1019 => 0.0025533257350662
1020 => 0.0026116152686798
1021 => 0.0025931700213068
1022 => 0.0025946906250892
1023 => 0.0025946340281405
1024 => 0.002606898505132
1025 => 0.0025982079991607
1026 => 0.0025810781198291
1027 => 0.0025924497331474
1028 => 0.0026262193592766
1029 => 0.0027310413149603
1030 => 0.0027897010700671
1031 => 0.0027275099240475
1101 => 0.0027704085437992
1102 => 0.0027446846582893
1103 => 0.0027400098630728
1104 => 0.00276695336646
1105 => 0.0027939440308831
1106 => 0.0027922248422432
1107 => 0.002772631005858
1108 => 0.0027615629448591
1109 => 0.0028453740108146
1110 => 0.0029071245765264
1111 => 0.0029029136019259
1112 => 0.0029214994743301
1113 => 0.0029760681705485
1114 => 0.0029810572482535
1115 => 0.0029804287391353
1116 => 0.002968062789487
1117 => 0.0030217927575546
1118 => 0.0030666152422055
1119 => 0.00296520042943
1120 => 0.0030038178625175
1121 => 0.0030211544724065
1122 => 0.0030466097592639
1123 => 0.0030895570949937
1124 => 0.0031362092928145
1125 => 0.0031428064251017
1126 => 0.0031381254440421
1127 => 0.0031073570655009
1128 => 0.0031584044570329
1129 => 0.0031883068217836
1130 => 0.0032061129956893
1201 => 0.0032512664900492
1202 => 0.0030212615374071
1203 => 0.0028584525999391
1204 => 0.0028330276333639
1205 => 0.002884730302682
1206 => 0.0028983638842601
1207 => 0.002892868204621
1208 => 0.0027096119435598
1209 => 0.0028320628270752
1210 => 0.002963809681775
1211 => 0.00296887061502
1212 => 0.0030348258451796
1213 => 0.0030563035717157
1214 => 0.0031094061769438
1215 => 0.0031060845945285
1216 => 0.0031190142338546
1217 => 0.0031160419336836
1218 => 0.0032144033277959
1219 => 0.00332291055231
1220 => 0.003319153292157
1221 => 0.0033035540948338
1222 => 0.0033267215629171
1223 => 0.0034387126469565
1224 => 0.0034284023025587
1225 => 0.0034384179239082
1226 => 0.0035704617235316
1227 => 0.0037421374460536
1228 => 0.0036623768369814
1229 => 0.003835434408171
1230 => 0.0039443649758472
1231 => 0.0041327491290123
]
'min_raw' => 0.0016873099219534
'max_raw' => 0.0041327491290123
'avg_raw' => 0.0029100295254828
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.001687'
'max' => '$0.004132'
'avg' => '$0.00291'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.00075236007449077
'max_diff' => 0.0016766298526025
'year' => 2028
]
3 => [
'items' => [
101 => 0.0041091625052245
102 => 0.0041824990736249
103 => 0.0040669375259675
104 => 0.0038015848537039
105 => 0.0037595917775889
106 => 0.0038436629794051
107 => 0.0040503438255222
108 => 0.0038371538640462
109 => 0.0038802819155936
110 => 0.0038678610338466
111 => 0.0038671991778436
112 => 0.0038924595295133
113 => 0.0038558180719251
114 => 0.0037065341820381
115 => 0.0037749501090378
116 => 0.0037485314340206
117 => 0.0037778449235949
118 => 0.0039360377370248
119 => 0.0038660969233618
120 => 0.0037924199576981
121 => 0.0038848272228679
122 => 0.0040024934260104
123 => 0.0039951300864843
124 => 0.0039808421301664
125 => 0.0040613825918374
126 => 0.0041944118383767
127 => 0.0042303691091615
128 => 0.0042569120313408
129 => 0.004260571851863
130 => 0.0042982702778072
131 => 0.0040955563402785
201 => 0.0044172685651997
202 => 0.0044728193793227
203 => 0.004462378128613
204 => 0.0045241205205751
205 => 0.0045059543426065
206 => 0.0044796344009161
207 => 0.0045775092251595
208 => 0.0044653036372555
209 => 0.0043060419315164
210 => 0.0042186678099087
211 => 0.0043337291015111
212 => 0.0044039930172071
213 => 0.0044504329958577
214 => 0.0044644857053376
215 => 0.0041112924461963
216 => 0.0039209408685153
217 => 0.0040429540474236
218 => 0.0041918185465914
219 => 0.0040947293904693
220 => 0.0040985351015752
221 => 0.0039601114795265
222 => 0.0042040659656324
223 => 0.0041685238489869
224 => 0.0043529164130164
225 => 0.004308909647768
226 => 0.004459274625656
227 => 0.0044196784876989
228 => 0.0045840398425684
301 => 0.0046496080369319
302 => 0.0047597072401428
303 => 0.0048406966622091
304 => 0.0048882551999272
305 => 0.0048853999637102
306 => 0.0050738505837187
307 => 0.0049627278370628
308 => 0.0048231314776426
309 => 0.0048206066199215
310 => 0.004892905552561
311 => 0.0050444242811298
312 => 0.0050837108829398
313 => 0.0051056667337749
314 => 0.0050720405839324
315 => 0.0049514248066764
316 => 0.0048993435255932
317 => 0.0049437182860161
318 => 0.0048894517671855
319 => 0.004983131003183
320 => 0.0051117726030127
321 => 0.0050852086213519
322 => 0.0051740080293493
323 => 0.0052659060746564
324 => 0.0053973244068451
325 => 0.0054316820252859
326 => 0.0054884738620655
327 => 0.0055469313172582
328 => 0.0055657062763935
329 => 0.0056015534989104
330 => 0.0056013645663531
331 => 0.0057093925842043
401 => 0.0058285508332435
402 => 0.005873530313736
403 => 0.0059769581489454
404 => 0.0057998416056929
405 => 0.0059341865383181
406 => 0.0060553690304178
407 => 0.0059108902675688
408 => 0.0061100205829219
409 => 0.0061177523618281
410 => 0.0062344930437204
411 => 0.006116153997814
412 => 0.0060458846501064
413 => 0.0062487496239801
414 => 0.0063469095946508
415 => 0.0063173430126325
416 => 0.0060923398635906
417 => 0.0059613783800092
418 => 0.0056186269168931
419 => 0.0060246308307155
420 => 0.0062223834938418
421 => 0.0060918277319667
422 => 0.0061576724642813
423 => 0.0065168999735641
424 => 0.0066536705508401
425 => 0.0066252232268652
426 => 0.0066300303563342
427 => 0.0067038292772708
428 => 0.0070310943345117
429 => 0.0068349895262683
430 => 0.0069849043042634
501 => 0.0070644185619541
502 => 0.0071382758358749
503 => 0.0069569057139565
504 => 0.0067209458501969
505 => 0.006646207456423
506 => 0.006078846534421
507 => 0.0060493129345072
508 => 0.0060327348299159
509 => 0.0059282122254873
510 => 0.0058460860895573
511 => 0.0057807763371179
512 => 0.0056093840435738
513 => 0.0056672239113713
514 => 0.0053940603678138
515 => 0.0055688207226603
516 => 0.005132845111378
517 => 0.0054959385555392
518 => 0.0052983233017154
519 => 0.0054310166298128
520 => 0.0054305536752916
521 => 0.0051862231878061
522 => 0.0050452984616717
523 => 0.0051351011820369
524 => 0.0052313768268173
525 => 0.0052469972262728
526 => 0.0053718211127819
527 => 0.0054066567764262
528 => 0.0053011030892625
529 => 0.0051238104858825
530 => 0.005164991514034
531 => 0.0050444639294506
601 => 0.0048332439734948
602 => 0.0049849458334089
603 => 0.0050367435182435
604 => 0.0050596203267155
605 => 0.0048519097588088
606 => 0.0047866425887567
607 => 0.0047518948950656
608 => 0.0050969976598834
609 => 0.0051159031683656
610 => 0.0050191799140013
611 => 0.0054563781954031
612 => 0.0053574267593691
613 => 0.0054679797571095
614 => 0.0051612547673683
615 => 0.0051729720750364
616 => 0.0050277635494069
617 => 0.0051090706209223
618 => 0.0050516054034245
619 => 0.0051025018130359
620 => 0.0051330089111033
621 => 0.0052781936094426
622 => 0.0054975963315808
623 => 0.0052565078569937
624 => 0.0051514621561656
625 => 0.0052166319181599
626 => 0.0053901875823216
627 => 0.0056531332976776
628 => 0.0054974641419112
629 => 0.0055665474698066
630 => 0.0055816391036484
701 => 0.0054668544313717
702 => 0.0056573655722716
703 => 0.0057594620403896
704 => 0.0058641918907914
705 => 0.0059551258854315
706 => 0.0058223604854822
707 => 0.0059644384946005
708 => 0.0058499486993959
709 => 0.0057472395173599
710 => 0.0057473952847926
711 => 0.0056829643145597
712 => 0.0055581211909088
713 => 0.0055350982034704
714 => 0.0056548666916076
715 => 0.0057509096769757
716 => 0.0057588202372655
717 => 0.005811994568832
718 => 0.0058434625905139
719 => 0.0061518919816975
720 => 0.0062759448342933
721 => 0.0064276343142471
722 => 0.0064867259154398
723 => 0.0066645704495182
724 => 0.006520946544423
725 => 0.006489872609119
726 => 0.0060584799419485
727 => 0.0061291204670306
728 => 0.0062422227634839
729 => 0.0060603449571589
730 => 0.0061757045627719
731 => 0.0061984789925704
801 => 0.0060541648188963
802 => 0.006131249254503
803 => 0.0059265358474741
804 => 0.0055020585244369
805 => 0.0056578381368754
806 => 0.0057725443664808
807 => 0.0056088444336578
808 => 0.0059022702271807
809 => 0.0057308569361425
810 => 0.0056765271521724
811 => 0.0054645672949387
812 => 0.0055646041884699
813 => 0.0056999055193612
814 => 0.0056163050273384
815 => 0.0057897886009628
816 => 0.0060354876075941
817 => 0.0062105873513484
818 => 0.0062240293354516
819 => 0.0061114519309894
820 => 0.0062918579400995
821 => 0.0062931720009222
822 => 0.0060896732856657
823 => 0.0059650314556567
824 => 0.00593671256963
825 => 0.0060074586991694
826 => 0.0060933575608861
827 => 0.0062287961244512
828 => 0.0063106388118504
829 => 0.0065240411345802
830 => 0.0065817816843868
831 => 0.0066452210427834
901 => 0.0067299955895748
902 => 0.0068317891687455
903 => 0.0066090706126316
904 => 0.0066179196360654
905 => 0.0064105272003604
906 => 0.0061888986397259
907 => 0.0063570870908574
908 => 0.0065769711175398
909 => 0.0065265294788686
910 => 0.0065208537640889
911 => 0.0065303987420363
912 => 0.0064923673937481
913 => 0.0063203530149483
914 => 0.0062339684707819
915 => 0.0063454265718041
916 => 0.006404661592068
917 => 0.0064965299426607
918 => 0.0064852052293446
919 => 0.0067218482345308
920 => 0.0068138005506332
921 => 0.0067902752133127
922 => 0.0067946044415486
923 => 0.0069610797176368
924 => 0.0071462344628987
925 => 0.007319656315157
926 => 0.007496068471916
927 => 0.0072833967314594
928 => 0.0071754151374249
929 => 0.0072868245793269
930 => 0.0072277091612522
1001 => 0.0075674038882811
1002 => 0.0075909236141554
1003 => 0.007930593777389
1004 => 0.0082529812094683
1005 => 0.0080504954395501
1006 => 0.0082414304004236
1007 => 0.0084479421277641
1008 => 0.0088463367551242
1009 => 0.0087121714603213
1010 => 0.0086094029471405
1011 => 0.0085122871987585
1012 => 0.0087143696544506
1013 => 0.0089743455053524
1014 => 0.0090303418136189
1015 => 0.0091210772252468
1016 => 0.0090256800345183
1017 => 0.0091405754430949
1018 => 0.0095462067229708
1019 => 0.009436601570542
1020 => 0.0092809446341855
1021 => 0.0096011515724053
1022 => 0.0097170332185741
1023 => 0.010530351299076
1024 => 0.011557198972204
1025 => 0.011132077292883
1026 => 0.010868190547939
1027 => 0.010930210192478
1028 => 0.011305180201717
1029 => 0.011425608667731
1030 => 0.011098242582923
1031 => 0.011213873818408
1101 => 0.011851013294548
1102 => 0.012192818181615
1103 => 0.011728601234457
1104 => 0.010447845088359
1105 => 0.0092669294301461
1106 => 0.0095801614400294
1107 => 0.0095446506508296
1108 => 0.010229177533173
1109 => 0.0094339875239054
1110 => 0.009447376484283
1111 => 0.010146058657627
1112 => 0.0099596622322235
1113 => 0.0096577238949207
1114 => 0.0092691339141533
1115 => 0.0085507893944823
1116 => 0.0079145316208907
1117 => 0.009162379636318
1118 => 0.0091085701608284
1119 => 0.0090306460662019
1120 => 0.0092040577065254
1121 => 0.010046095408183
1122 => 0.01002668371375
1123 => 0.0099031964176987
1124 => 0.0099968604433863
1125 => 0.0096413041383587
1126 => 0.0097329390940309
1127 => 0.0092667423670723
1128 => 0.0094774827577527
1129 => 0.0096570760708562
1130 => 0.0096931320873862
1201 => 0.009774368133694
1202 => 0.0090802150123668
1203 => 0.0093918693845778
1204 => 0.0095749371301862
1205 => 0.0087478303954661
1206 => 0.0095585878893917
1207 => 0.0090681313508758
1208 => 0.0089016630352936
1209 => 0.0091257906916922
1210 => 0.0090384479260223
1211 => 0.0089633557450387
1212 => 0.0089214530178024
1213 => 0.0090860276325948
1214 => 0.0090783500301055
1215 => 0.0088090740177489
1216 => 0.0084578144367241
1217 => 0.0085757086818187
1218 => 0.0085328765973114
1219 => 0.0083776475976081
1220 => 0.0084822532009872
1221 => 0.0080216230633897
1222 => 0.0072291328531243
1223 => 0.0077526761606573
1224 => 0.0077325203128228
1225 => 0.0077223568203497
1226 => 0.0081157851462865
1227 => 0.0080779660906835
1228 => 0.0080093241344388
1229 => 0.0083763869342519
1230 => 0.0082424040746288
1231 => 0.0086553076776555
]
'min_raw' => 0.0037065341820381
'max_raw' => 0.012192818181615
'avg_raw' => 0.0079496761818265
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.0037065'
'max' => '$0.012192'
'avg' => '$0.007949'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.0020192242600848
'max_diff' => 0.0080600690526025
'year' => 2029
]
4 => [
'items' => [
101 => 0.0089272726955395
102 => 0.0088582935698575
103 => 0.0091140779836984
104 => 0.0085784247271128
105 => 0.008756347252272
106 => 0.0087930168381174
107 => 0.0083718574362799
108 => 0.0080841537558963
109 => 0.0080649672004768
110 => 0.0075661286667009
111 => 0.00783260418496
112 => 0.0080670916135219
113 => 0.0079547903322003
114 => 0.0079192391014392
115 => 0.0081008626292763
116 => 0.0081149763328896
117 => 0.0077931823948039
118 => 0.0078600935444206
119 => 0.0081391241613754
120 => 0.0078530626887922
121 => 0.0072972919754393
122 => 0.0071594531543965
123 => 0.0071410629147959
124 => 0.0067672330999931
125 => 0.0071686642035206
126 => 0.0069934287691461
127 => 0.0075469954066922
128 => 0.0072308011121633
129 => 0.0072171706080957
130 => 0.0071965661020373
131 => 0.0068747953377213
201 => 0.0069452426855076
202 => 0.0071794203989834
203 => 0.0072629776453523
204 => 0.0072542619399917
205 => 0.0071782728004322
206 => 0.0072130602393952
207 => 0.0071009977777481
208 => 0.0070614261901621
209 => 0.006936527374718
210 => 0.0067529606201936
211 => 0.0067784867032905
212 => 0.0064147929297235
213 => 0.0062166332591947
214 => 0.0061617852740948
215 => 0.0060884402561641
216 => 0.0061700697890337
217 => 0.0064137626309587
218 => 0.0061198173612766
219 => 0.00561586881427
220 => 0.0056461569806316
221 => 0.0057142054978089
222 => 0.005587397536235
223 => 0.0054673844427908
224 => 0.0055717260905705
225 => 0.0053581964477675
226 => 0.0057400095349918
227 => 0.0057296825610012
228 => 0.0058719988687554
301 => 0.0059609921766188
302 => 0.0057558914139193
303 => 0.0057043091267518
304 => 0.0057336927418066
305 => 0.0052480470377614
306 => 0.0058323112537956
307 => 0.005837363994998
308 => 0.0057940993572152
309 => 0.0061052020151196
310 => 0.0067617256586501
311 => 0.0065147150553515
312 => 0.0064190650838193
313 => 0.0062372344180169
314 => 0.006479512984162
315 => 0.0064609097704164
316 => 0.0063767789827998
317 => 0.0063258964199452
318 => 0.0064196491021493
319 => 0.0063142794251051
320 => 0.0062953521357429
321 => 0.0061806733553017
322 => 0.0061397382482362
323 => 0.0061094315246385
324 => 0.0060760667998346
325 => 0.0061496610687806
326 => 0.0059828867732166
327 => 0.0057817733218522
328 => 0.0057650529144489
329 => 0.0058112194293625
330 => 0.0057907941832061
331 => 0.0057649551262285
401 => 0.0057156213296098
402 => 0.0057009850460028
403 => 0.0057485458672101
404 => 0.0056948524730352
405 => 0.0057740800009709
406 => 0.0057525344972314
407 => 0.0056321830647687
408 => 0.0054821806201128
409 => 0.0054808452837146
410 => 0.0054485275030668
411 => 0.005407365950401
412 => 0.0053959157480981
413 => 0.005562938728027
414 => 0.0059086712979028
415 => 0.0058407957217569
416 => 0.0058898427816911
417 => 0.006131105772908
418 => 0.0062077960227846
419 => 0.0061533630999303
420 => 0.0060788519578509
421 => 0.0060821300699519
422 => 0.0063367571984938
423 => 0.006352637980169
424 => 0.0063927635921278
425 => 0.0064443363429914
426 => 0.0061621461624092
427 => 0.0060688389378235
428 => 0.006024624798327
429 => 0.0058884623617033
430 => 0.0060353018759169
501 => 0.0059497447792795
502 => 0.0059612893546625
503 => 0.0059537709347994
504 => 0.005957876500438
505 => 0.0057399028104525
506 => 0.0058193209667233
507 => 0.0056872728785183
508 => 0.0055104753115054
509 => 0.0055098826240675
510 => 0.005553153578125
511 => 0.005527414321459
512 => 0.0054581506435876
513 => 0.0054679892221139
514 => 0.0053817929215848
515 => 0.0054784550136326
516 => 0.0054812269365589
517 => 0.0054440067659008
518 => 0.0055929280554986
519 => 0.005653941229355
520 => 0.0056294421156945
521 => 0.005652222306231
522 => 0.0058436162583856
523 => 0.0058748218236904
524 => 0.0058886812744749
525 => 0.0058701114464491
526 => 0.0056557206363295
527 => 0.0056652297804184
528 => 0.0055954579905102
529 => 0.0055365081804078
530 => 0.0055388658636608
531 => 0.0055691737289924
601 => 0.005701529954428
602 => 0.0059800658280316
603 => 0.0059906360608277
604 => 0.0060034474913322
605 => 0.0059513369649616
606 => 0.0059356199315777
607 => 0.0059563547555216
608 => 0.0060609581849266
609 => 0.0063300266049104
610 => 0.0062349198548126
611 => 0.0061575965865583
612 => 0.0062254299390207
613 => 0.0062149875261045
614 => 0.0061268430522189
615 => 0.0061243691304112
616 => 0.0059551917035317
617 => 0.0058926506607979
618 => 0.0058403866843737
619 => 0.0057833157865041
620 => 0.0057494822452132
621 => 0.0058014659417056
622 => 0.0058133552281464
623 => 0.0056996919672463
624 => 0.0056842000847858
625 => 0.0057770199572287
626 => 0.0057361733920402
627 => 0.0057781850972826
628 => 0.0057879321732686
629 => 0.0057863626695407
630 => 0.0057437141642858
701 => 0.0057708970497385
702 => 0.0057066014220346
703 => 0.0056366895837976
704 => 0.0055920901866638
705 => 0.005553171297413
706 => 0.0055747657591485
707 => 0.0054977854460545
708 => 0.0054731578945882
709 => 0.0057616880997814
710 => 0.0059748284645801
711 => 0.005971729319263
712 => 0.0059528640691811
713 => 0.0059248341342357
714 => 0.0060589076205977
715 => 0.0060121990988331
716 => 0.0060461834510444
717 => 0.006054833895001
718 => 0.0060810161835104
719 => 0.0060903741012088
720 => 0.0060620879744325
721 => 0.0059671562781121
722 => 0.0057305955167162
723 => 0.0056204758437029
724 => 0.0055841345174203
725 => 0.0055854554556087
726 => 0.0055490180834457
727 => 0.0055597505225562
728 => 0.005545285779111
729 => 0.005517893054423
730 => 0.0055730743355897
731 => 0.005579433464195
801 => 0.0055665534938034
802 => 0.0055695871930924
803 => 0.005462946539358
804 => 0.0054710541966501
805 => 0.0054259097305764
806 => 0.0054174456874123
807 => 0.0053033244083564
808 => 0.0051011420203649
809 => 0.0052131706896315
810 => 0.0050778558107722
811 => 0.0050266100157932
812 => 0.0052691996388676
813 => 0.0052448503690997
814 => 0.0052031750036301
815 => 0.0051415284521935
816 => 0.0051186631466066
817 => 0.0049797407881364
818 => 0.004971532514076
819 => 0.0050403861861531
820 => 0.0050086125855997
821 => 0.0049639904168193
822 => 0.0048023734447733
823 => 0.004620662458653
824 => 0.0046261471711295
825 => 0.0046839460549612
826 => 0.0048520041049435
827 => 0.0047863409173817
828 => 0.0047387015214073
829 => 0.0047297800945762
830 => 0.0048414504296386
831 => 0.0049994873494104
901 => 0.0050736347362905
902 => 0.0050001569277819
903 => 0.0049157495776934
904 => 0.0049208870619873
905 => 0.004955064443361
906 => 0.0049586560029013
907 => 0.0049037154952094
908 => 0.0049191809263088
909 => 0.0048956875222802
910 => 0.004751508545122
911 => 0.0047489008046216
912 => 0.0047135169584269
913 => 0.0047124455496266
914 => 0.0046522488003353
915 => 0.004643826858989
916 => 0.0045243025595897
917 => 0.0046029738154072
918 => 0.0045502052674311
919 => 0.004470670618789
920 => 0.0044569588153847
921 => 0.0044565466220169
922 => 0.0045382109225503
923 => 0.0046020195205082
924 => 0.0045511231989153
925 => 0.0045395350930724
926 => 0.004663265746518
927 => 0.0046475198930371
928 => 0.0046338840854725
929 => 0.0049853368766089
930 => 0.0047071345682212
1001 => 0.0045858224825315
1002 => 0.0044356757399503
1003 => 0.0044845642764403
1004 => 0.0044948658094008
1005 => 0.0041337899594776
1006 => 0.0039873015321328
1007 => 0.003937032224168
1008 => 0.0039081015267306
1009 => 0.0039212856088417
1010 => 0.0037894288428526
1011 => 0.0038780387703069
1012 => 0.0037638619565354
1013 => 0.0037447198421431
1014 => 0.0039488821289597
1015 => 0.0039772901184714
1016 => 0.0038560928095437
1017 => 0.0039339211019373
1018 => 0.0039056994812212
1019 => 0.0037658191903001
1020 => 0.0037604767920767
1021 => 0.0036902897791225
1022 => 0.0035804606947329
1023 => 0.0035302658560591
1024 => 0.0035041239482662
1025 => 0.0035149106089172
1026 => 0.0035094565432148
1027 => 0.0034738650752345
1028 => 0.0035114966044975
1029 => 0.0034153635976519
1030 => 0.0033770826597297
1031 => 0.0033597920481812
1101 => 0.0032744684713962
1102 => 0.0034102562256279
1103 => 0.0034370081238206
1104 => 0.0034638127315168
1105 => 0.0036971285412295
1106 => 0.0036854727427199
1107 => 0.0037908354846427
1108 => 0.0037867412822412
1109 => 0.0037566901214816
1110 => 0.0036299092174127
1111 => 0.0036804418261222
1112 => 0.0035249103110253
1113 => 0.0036414450972509
1114 => 0.0035882634874265
1115 => 0.0036234643414734
1116 => 0.0035601700319641
1117 => 0.0035951997162045
1118 => 0.0034433519913121
1119 => 0.0033015587223627
1120 => 0.0033586204729915
1121 => 0.0034206531217277
1122 => 0.0035551557098128
1123 => 0.0034750470779716
1124 => 0.0035038571712244
1125 => 0.0034073481815788
1126 => 0.0032082225695098
1127 => 0.0032093495988491
1128 => 0.0031787184616196
1129 => 0.003152248686834
1130 => 0.0034842485179977
1201 => 0.0034429590908519
1202 => 0.0033771697925216
1203 => 0.0034652313826995
1204 => 0.0034885162648679
1205 => 0.0034891791527285
1206 => 0.0035534266157237
1207 => 0.0035877154982412
1208 => 0.0035937590624015
1209 => 0.0036948538335827
1210 => 0.0037287394674104
1211 => 0.0038683095974721
1212 => 0.0035848063261227
1213 => 0.0035789677628138
1214 => 0.0034664705898651
1215 => 0.003395123104271
1216 => 0.0034713558132441
1217 => 0.0035388875865917
1218 => 0.0034685689903071
1219 => 0.0034777511144752
1220 => 0.0033833541442035
1221 => 0.0034170966192853
1222 => 0.0034461601844281
1223 => 0.0034301129920337
1224 => 0.0034060895683263
1225 => 0.0035333507512994
1226 => 0.0035261701766155
1227 => 0.003644678715922
1228 => 0.0037370645969384
1229 => 0.0039026366116714
1230 => 0.0037298535828332
1231 => 0.003723556682512
]
'min_raw' => 0.003152248686834
'max_raw' => 0.0091140779836984
'avg_raw' => 0.0061331633352662
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.003152'
'max' => '$0.009114'
'avg' => '$0.006133'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.00055428549520416
'max_diff' => -0.0030787401979164
'year' => 2030
]
5 => [
'items' => [
101 => 0.0037851098932063
102 => 0.0037287300439345
103 => 0.003764360162508
104 => 0.0038968960487297
105 => 0.0038996963231583
106 => 0.0038527881185303
107 => 0.0038499337500156
108 => 0.003858942983834
109 => 0.0039117103477063
110 => 0.003893271809392
111 => 0.003914609352736
112 => 0.0039412922774197
113 => 0.0040516641672372
114 => 0.0040782744562099
115 => 0.0040136252498591
116 => 0.0040194623493461
117 => 0.0039952817715106
118 => 0.0039719236363032
119 => 0.0040244293130677
120 => 0.0041203844693566
121 => 0.0041197875373094
122 => 0.0041420472684667
123 => 0.0041559148965682
124 => 0.0040963848850326
125 => 0.0040576330365021
126 => 0.0040724929610729
127 => 0.0040962543040686
128 => 0.0040647874777868
129 => 0.0038705596491233
130 => 0.0039294759650181
131 => 0.0039196694091925
201 => 0.003905703681179
202 => 0.0039649444923976
203 => 0.0039592305716366
204 => 0.0037880764611348
205 => 0.0037990331919809
206 => 0.0037887427762273
207 => 0.0038219932147482
208 => 0.0037269344111358
209 => 0.0037561738588961
210 => 0.0037745125664286
211 => 0.0037853142060499
212 => 0.0038243371351154
213 => 0.0038197582447905
214 => 0.0038240525048638
215 => 0.0038819132069966
216 => 0.0041745527829894
217 => 0.0041904805094379
218 => 0.0041120465591134
219 => 0.0041433793752268
220 => 0.0040832272200228
221 => 0.0041236077647956
222 => 0.0041512351079746
223 => 0.0040263924565814
224 => 0.004019000084988
225 => 0.0039585996604421
226 => 0.0039910554273382
227 => 0.0039394159685544
228 => 0.0039520864854683
301 => 0.0039166586155811
302 => 0.0039804217277596
303 => 0.0040517187949611
304 => 0.0040697312497427
305 => 0.0040223482360616
306 => 0.0039880398114638
307 => 0.0039278055197677
308 => 0.0040279764892671
309 => 0.0040572695334037
310 => 0.0040278226253767
311 => 0.0040209991333592
312 => 0.0040080686283158
313 => 0.0040237424011306
314 => 0.0040571099971943
315 => 0.0040413744550934
316 => 0.0040517680578757
317 => 0.0040121583619064
318 => 0.0040964045919434
319 => 0.0042302078802016
320 => 0.0042306380796524
321 => 0.004214902452731
322 => 0.0042084637732236
323 => 0.0042246094813626
324 => 0.0042333678656964
325 => 0.0042855801252015
326 => 0.0043416059598786
327 => 0.0046030540843298
328 => 0.0045296404971855
329 => 0.0047616128268171
330 => 0.0049450728217187
331 => 0.0050000844524563
401 => 0.0049494763406749
402 => 0.0047763487240671
403 => 0.0047678542572475
404 => 0.0050265800090538
405 => 0.0049534781337784
406 => 0.0049447828983226
407 => 0.0048522802839053
408 => 0.0049069607856976
409 => 0.0048950013578411
410 => 0.0048761228158943
411 => 0.0049804494042372
412 => 0.0051757394643164
413 => 0.0051453016770345
414 => 0.0051225812807968
415 => 0.0050230271182914
416 => 0.0050829809603469
417 => 0.0050616325455311
418 => 0.0051533588836184
419 => 0.0050990222329227
420 => 0.0049529243151755
421 => 0.0049761908901218
422 => 0.0049726741941245
423 => 0.0050450475485527
424 => 0.0050233228639704
425 => 0.0049684321007911
426 => 0.0051750719841218
427 => 0.0051616539394897
428 => 0.005180677658986
429 => 0.0051890524886363
430 => 0.0053148305442165
501 => 0.0053663577891389
502 => 0.0053780553758477
503 => 0.0054270022732638
504 => 0.0053768375324503
505 => 0.0055775322625581
506 => 0.0057109825472175
507 => 0.0058659919201383
508 => 0.0060925022765673
509 => 0.0061776722659225
510 => 0.0061622870696725
511 => 0.0063340246367899
512 => 0.0066426332273883
513 => 0.0062246656892897
514 => 0.006664786521812
515 => 0.0065254493476748
516 => 0.0061950834143642
517 => 0.0061738117430175
518 => 0.0063975393886828
519 => 0.0068937457737805
520 => 0.0067694517022398
521 => 0.0068939490743544
522 => 0.0067487162767154
523 => 0.0067415042441945
524 => 0.0068868954415388
525 => 0.0072266098989952
526 => 0.0070652242942637
527 => 0.0068338384565072
528 => 0.0070046901583442
529 => 0.0068566826026344
530 => 0.006523180154914
531 => 0.0067693566569057
601 => 0.006604745440727
602 => 0.0066527877448215
603 => 0.0069987760371588
604 => 0.0069571458104533
605 => 0.0070110191786654
606 => 0.0069159340938825
607 => 0.0068271096311537
608 => 0.0066613121752792
609 => 0.0066122277223106
610 => 0.0066257928992375
611 => 0.0066122210000826
612 => 0.0065194588472781
613 => 0.0064994268692119
614 => 0.0064660393614805
615 => 0.0064763875462142
616 => 0.0064136092638193
617 => 0.0065320848533535
618 => 0.0065540749667744
619 => 0.0066402916207931
620 => 0.0066492429198261
621 => 0.006889355074051
622 => 0.0067571053344248
623 => 0.0068458298776592
624 => 0.0068378935194045
625 => 0.0062022434458962
626 => 0.0062898304176376
627 => 0.0064260882593613
628 => 0.0063647042863579
629 => 0.0062779217101686
630 => 0.0062078401269085
701 => 0.0061016593620595
702 => 0.0062511067495635
703 => 0.0064476141721733
704 => 0.0066542266723501
705 => 0.0069024580535253
706 => 0.0068470556989788
707 => 0.0066495861593452
708 => 0.0066584444986416
709 => 0.0067132032665437
710 => 0.0066422856867517
711 => 0.0066213707079955
712 => 0.006710329869634
713 => 0.0067109424824891
714 => 0.0066293432362626
715 => 0.0065386606065862
716 => 0.0065382806430568
717 => 0.0065221445449962
718 => 0.0067515868527138
719 => 0.0068777569227247
720 => 0.0068922221179182
721 => 0.0068767832998356
722 => 0.0068827250881708
723 => 0.0068093095043992
724 => 0.006977115758186
725 => 0.0071311113709791
726 => 0.0070898372571141
727 => 0.0070279614929695
728 => 0.0069786744664878
729 => 0.0070782268000393
730 => 0.0070737938913361
731 => 0.0071297663536442
801 => 0.0071272271194413
802 => 0.0071084056855979
803 => 0.0070898379292868
804 => 0.0071634569842562
805 => 0.0071422558787109
806 => 0.0071210218419927
807 => 0.0070784337305861
808 => 0.0070842221622399
809 => 0.0070223570818183
810 => 0.0069937354648619
811 => 0.0065633350186979
812 => 0.0064483179557426
813 => 0.0064845046651366
814 => 0.0064964182694565
815 => 0.00644636269626
816 => 0.0065181295300021
817 => 0.0065069447449833
818 => 0.0065504582006111
819 => 0.0065232728826695
820 => 0.0065243885776004
821 => 0.0066043348011459
822 => 0.0066275435299567
823 => 0.0066157393831661
824 => 0.0066240066029558
825 => 0.0068145211936329
826 => 0.0067874361111523
827 => 0.0067730477009101
828 => 0.0067770333888794
829 => 0.0068257139514763
830 => 0.0068393418511432
831 => 0.0067815994826388
901 => 0.0068088311174301
902 => 0.0069247799621626
903 => 0.0069653554956827
904 => 0.0070948531213179
905 => 0.0070398402283113
906 => 0.0071408187743272
907 => 0.0074511923986567
908 => 0.0076991403259923
909 => 0.007471117165133
910 => 0.0079264419577067
911 => 0.0082809776211876
912 => 0.0082673699519131
913 => 0.0082055484584276
914 => 0.0078019190313729
915 => 0.0074304932148215
916 => 0.00774120668194
917 => 0.0077419987544665
918 => 0.0077153081920828
919 => 0.0075495354014167
920 => 0.007709539658301
921 => 0.0077222402151624
922 => 0.0077151312806707
923 => 0.0075880336707418
924 => 0.0073939791119451
925 => 0.007431896908233
926 => 0.0074940070320547
927 => 0.0073764196101311
928 => 0.0073388433039534
929 => 0.0074087048063225
930 => 0.007633813123178
1001 => 0.0075912576998401
1002 => 0.0075901464057568
1003 => 0.007772216553104
1004 => 0.0076418936208004
1005 => 0.0074323751730738
1006 => 0.007379469001814
1007 => 0.0071916877357092
1008 => 0.0073213889250617
1009 => 0.0073260566399639
1010 => 0.0072550206240696
1011 => 0.0074381393542618
1012 => 0.0074364518829257
1013 => 0.0076102958636171
1014 => 0.0079426202618817
1015 => 0.0078443355846244
1016 => 0.0077300411983166
1017 => 0.0077424681671478
1018 => 0.0078787613428538
1019 => 0.0077963553775514
1020 => 0.007825989137229
1021 => 0.0078787164886094
1022 => 0.0079105282088437
1023 => 0.0077378909501607
1024 => 0.0076976409469671
1025 => 0.0076153035662643
1026 => 0.007593823280539
1027 => 0.0076608853590955
1028 => 0.0076432168707341
1029 => 0.0073256643366007
1030 => 0.0072924783299381
1031 => 0.0072934960973838
1101 => 0.0072100483057221
1102 => 0.0070827703936734
1103 => 0.0074172491471683
1104 => 0.0073903858222355
1105 => 0.0073607307905659
1106 => 0.0073643633627361
1107 => 0.0075095492530915
1108 => 0.0074253341046222
1109 => 0.0076492338794192
1110 => 0.0076032068167643
1111 => 0.0075559993336282
1112 => 0.0075494738214837
1113 => 0.0075313029680295
1114 => 0.0074689883504583
1115 => 0.0073937397052131
1116 => 0.0073440540316962
1117 => 0.0067745016390125
1118 => 0.0068802072501607
1119 => 0.0070018119204172
1120 => 0.0070437893652896
1121 => 0.0069719840410846
1122 => 0.0074718236623165
1123 => 0.00756314917769
1124 => 0.0072865182346077
1125 => 0.007234771879924
1126 => 0.0074752161447148
1127 => 0.00733019885993
1128 => 0.007395500134389
1129 => 0.007254354496896
1130 => 0.0075411515353598
1201 => 0.0075389666224432
1202 => 0.0074273960968758
1203 => 0.0075216947410834
1204 => 0.0075053080310766
1205 => 0.0073793451824972
1206 => 0.0075451447823356
1207 => 0.0075452270168686
1208 => 0.0074378428117625
1209 => 0.0073124415696237
1210 => 0.0072900227893744
1211 => 0.007273133249996
1212 => 0.0073913463430495
1213 => 0.0074973358326386
1214 => 0.0076945559957411
1215 => 0.0077441418305805
1216 => 0.0079376786450749
1217 => 0.00782243689518
1218 => 0.0078735220702779
1219 => 0.0079289822542859
1220 => 0.0079555719059801
1221 => 0.0079122454954238
1222 => 0.0082128878312645
1223 => 0.0082382712558526
1224 => 0.0082467820985512
1225 => 0.0081454071944507
1226 => 0.0082354518363837
1227 => 0.0081933229303884
1228 => 0.008302930640041
1229 => 0.008320118528456
1230 => 0.0083055609984454
1231 => 0.0083110167055207
]
'min_raw' => 0.0037269344111358
'max_raw' => 0.008320118528456
'avg_raw' => 0.0060235264697959
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.003726'
'max' => '$0.00832'
'avg' => '$0.006023'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.00057468572430178
'max_diff' => -0.00079395945524239
'year' => 2031
]
6 => [
'items' => [
101 => 0.008054471508823
102 => 0.0080411682869905
103 => 0.0078597779133508
104 => 0.0079336958313789
105 => 0.0077955098266034
106 => 0.0078393300321913
107 => 0.0078586455612802
108 => 0.0078485562250308
109 => 0.0079378750395587
110 => 0.0078619358005817
111 => 0.0076615196633545
112 => 0.0074610489228849
113 => 0.0074585321760382
114 => 0.007405751768675
115 => 0.0073676012013652
116 => 0.0073749503540932
117 => 0.0074008497268715
118 => 0.0073660958827368
119 => 0.0073735123774476
120 => 0.0074966756054919
121 => 0.0075213751125162
122 => 0.0074374365369272
123 => 0.0071004110436585
124 => 0.0070177041422459
125 => 0.0070771522228321
126 => 0.0070487398692587
127 => 0.0056888832060826
128 => 0.0060083613580568
129 => 0.0058185382886066
130 => 0.0059060174923488
131 => 0.0057122572928857
201 => 0.0058047298159116
202 => 0.0057876535174646
203 => 0.0063013649317933
204 => 0.0062933440346455
205 => 0.0062971832136537
206 => 0.0061139291966638
207 => 0.0064058578216176
208 => 0.0065496723596837
209 => 0.0065230561161876
210 => 0.0065297548512511
211 => 0.0064146483888892
212 => 0.0062982976958197
213 => 0.0061692468709623
214 => 0.0064090073523832
215 => 0.0063823500796971
216 => 0.0064434922722551
217 => 0.0065989940828897
218 => 0.0066218923151996
219 => 0.006652667771635
220 => 0.0066416369612491
221 => 0.0069044356169545
222 => 0.0068726089657472
223 => 0.0069493020380043
224 => 0.0067915385696541
225 => 0.0066130142301699
226 => 0.0066469458707055
227 => 0.0066436779808609
228 => 0.0066020739924298
229 => 0.0065645157719143
301 => 0.0065019919167189
302 => 0.0066998266463466
303 => 0.0066917949176123
304 => 0.0068218192699564
305 => 0.0067988362026904
306 => 0.0066453496545776
307 => 0.0066508314566704
308 => 0.0066876992102091
309 => 0.0068152989261552
310 => 0.0068531792094991
311 => 0.0068356315529859
312 => 0.0068771655543719
313 => 0.0069099923355898
314 => 0.0068812880926829
315 => 0.0072876796403533
316 => 0.0071189175362407
317 => 0.007201171011546
318 => 0.0072207879807407
319 => 0.0071705395266489
320 => 0.0071814366170792
321 => 0.0071979427398016
322 => 0.0072981646847422
323 => 0.0075611760677198
324 => 0.0076776620188615
325 => 0.0080281157501869
326 => 0.0076679894821819
327 => 0.0076466210797891
328 => 0.0077097483794896
329 => 0.0079155018190726
330 => 0.0080822456564167
331 => 0.0081375642069465
401 => 0.0081448754666088
402 => 0.0082486567449104
403 => 0.0083081422382266
404 => 0.008236054968006
405 => 0.0081749685543458
406 => 0.0079561646029398
407 => 0.0079814917560984
408 => 0.008155970725632
409 => 0.0084024325468583
410 => 0.0086139224294525
411 => 0.0085398660437345
412 => 0.0091048639911016
413 => 0.0091608812297734
414 => 0.0091531414586431
415 => 0.0092807570648202
416 => 0.0090274660750248
417 => 0.0089191792696055
418 => 0.0081881761303394
419 => 0.0083935581952426
420 => 0.0086920930882452
421 => 0.0086525808757079
422 => 0.0084357768565488
423 => 0.0086137579641626
424 => 0.0085549118440017
425 => 0.008508497467503
426 => 0.0087211307241131
427 => 0.0084873317239775
428 => 0.0086897607643719
429 => 0.0084301434262058
430 => 0.0085402043270664
501 => 0.0084777284366912
502 => 0.0085181579945211
503 => 0.0082818076255589
504 => 0.00840933654757
505 => 0.008276502003127
506 => 0.0082764390222574
507 => 0.0082735066923264
508 => 0.0084297859447851
509 => 0.0084348822055972
510 => 0.0083193916019054
511 => 0.0083027476016111
512 => 0.0083642891941727
513 => 0.0082922401070517
514 => 0.0083259514214441
515 => 0.0082932611884223
516 => 0.0082859019284075
517 => 0.0082272620925344
518 => 0.0082019984389044
519 => 0.0082119049684568
520 => 0.0081780888759282
521 => 0.0081577134569982
522 => 0.0082694535086594
523 => 0.0082097553066376
524 => 0.0082603039030068
525 => 0.0082026973977027
526 => 0.0080030081523588
527 => 0.0078881647556862
528 => 0.0075109702824345
529 => 0.0076179421671404
530 => 0.0076888646373708
531 => 0.0076654247613827
601 => 0.007715782685033
602 => 0.007718874252555
603 => 0.007702502378238
604 => 0.007683545845146
605 => 0.0076743188531988
606 => 0.0077430892916404
607 => 0.0077830128458622
608 => 0.0076959826560787
609 => 0.0076755927002942
610 => 0.0077635850272338
611 => 0.0078172602958354
612 => 0.0082135683216619
613 => 0.0081842085430506
614 => 0.0082578958257994
615 => 0.0082495997685854
616 => 0.0083268357802108
617 => 0.0084530840168444
618 => 0.0081963860522061
619 => 0.0082409399429195
620 => 0.0082300163578162
621 => 0.0083492771956567
622 => 0.0083496495149747
623 => 0.0082781466851686
624 => 0.0083169095292074
625 => 0.0082952731730679
626 => 0.0083343729929408
627 => 0.0081838164253074
628 => 0.0083671780731078
629 => 0.0084711323118469
630 => 0.0084725757165527
701 => 0.0085218492006832
702 => 0.0085719139142876
703 => 0.0086680087723336
704 => 0.0085692338808522
705 => 0.0083915474666192
706 => 0.0084043758518032
707 => 0.0083001983721514
708 => 0.0083019496144055
709 => 0.0082926013460055
710 => 0.0083206562031786
711 => 0.0081899728887954
712 => 0.0082206440014751
713 => 0.0081777042641138
714 => 0.0082408466003165
715 => 0.0081729158843645
716 => 0.0082300110901327
717 => 0.0082546514882062
718 => 0.0083455750875674
719 => 0.0081594863948111
720 => 0.0077800389531841
721 => 0.0078598034057697
722 => 0.0077418255150331
723 => 0.0077527448179943
724 => 0.00777480354777
725 => 0.0077033039873996
726 => 0.0077169438503082
727 => 0.0077164565384228
728 => 0.0077122571478622
729 => 0.0076936573507658
730 => 0.0076666839651183
731 => 0.0077741376315676
801 => 0.0077923961033695
802 => 0.0078329824244388
803 => 0.0079537397859768
804 => 0.0079416732779045
805 => 0.007961354253205
806 => 0.0079183907946279
807 => 0.0077547377696155
808 => 0.0077636249162321
809 => 0.007652802055516
810 => 0.0078301484347266
811 => 0.0077881504712717
812 => 0.0077610741110194
813 => 0.0077536860752638
814 => 0.0078747427709439
815 => 0.0079109648316226
816 => 0.0078883936741797
817 => 0.0078420995717585
818 => 0.00793099793403
819 => 0.0079547833854531
820 => 0.007960108070853
821 => 0.0081176189242279
822 => 0.0079689111778294
823 => 0.0080047066104154
824 => 0.0082839723571946
825 => 0.0080307168609046
826 => 0.008164871945561
827 => 0.0081583057522764
828 => 0.008226934954026
829 => 0.0081526761545966
830 => 0.0081535966814139
831 => 0.0082145347632228
901 => 0.0081289582175632
902 => 0.0081077682613922
903 => 0.0080784944887074
904 => 0.0081424127004052
905 => 0.008180728777546
906 => 0.0084895282192432
907 => 0.008689026741545
908 => 0.008680365984552
909 => 0.0087595090912107
910 => 0.0087238543967932
911 => 0.0086087159832859
912 => 0.0088052432155091
913 => 0.008743053776185
914 => 0.0087481805980027
915 => 0.0087479897774386
916 => 0.008789340317894
917 => 0.00876003967026
918 => 0.0087022850861236
919 => 0.0087406252743669
920 => 0.0088544819265815
921 => 0.0092078964686042
922 => 0.00940567192844
923 => 0.0091959901375879
924 => 0.0093406258291666
925 => 0.0092538959531857
926 => 0.0092381345547297
927 => 0.0093289764575348
928 => 0.0094199773670653
929 => 0.0094141810025359
930 => 0.0093481190151652
1001 => 0.0093108022747604
1002 => 0.009593377135131
1003 => 0.0098015734787149
1004 => 0.0097873758838485
1005 => 0.0098500394502837
1006 => 0.010034021619449
1007 => 0.010050842643257
1008 => 0.010048723580884
1009 => 0.010007030918282
1010 => 0.010188185256928
1011 => 0.010339307393335
1012 => 0.0099973802715062
1013 => 0.010127581643344
1014 => 0.010186033233988
1015 => 0.010271857510859
1016 => 0.010416657451759
1017 => 0.010573948593865
1018 => 0.010596191285968
1019 => 0.01058040903151
1020 => 0.010476671295078
1021 => 0.010648781139644
1022 => 0.010749599050117
1023 => 0.010809633808628
1024 => 0.010961871967378
1025 => 0.010186394211112
1026 => 0.0096374725114821
1027 => 0.0095517504615594
1028 => 0.0097260696209304
1029 => 0.0097720361930873
1030 => 0.009753507125488
1031 => 0.0091356458467766
1101 => 0.0095484975497964
1102 => 0.0099926912686885
1103 => 0.010009754558467
1104 => 0.010232127221797
1105 => 0.010304540876341
1106 => 0.010483580017373
1107 => 0.010472381070354
1108 => 0.01051597425206
1109 => 0.010505952934515
1110 => 0.010837585242137
1111 => 0.011203424925319
1112 => 0.01119075706039
1113 => 0.011138163277514
1114 => 0.011216274013657
1115 => 0.011593859772464
1116 => 0.011559097726482
1117 => 0.01159286609313
1118 => 0.012038060982564
1119 => 0.012616877667063
1120 => 0.012347959204868
1121 => 0.012931434888628
1122 => 0.013298701902837
1123 => 0.013933852227795
1124 => 0.013854328278929
1125 => 0.014101587639487
1126 => 0.01371196381331
1127 => 0.012817308752441
1128 => 0.012675726164457
1129 => 0.012959178091044
1130 => 0.013656016993724
1201 => 0.012937232154159
1202 => 0.013082641391056
1203 => 0.013040763521047
1204 => 0.013038532027324
1205 => 0.0131236990666
1206 => 0.013000159834116
1207 => 0.012496838776694
1208 => 0.012727507851221
1209 => 0.012638435443908
1210 => 0.01273726792061
1211 => 0.013270626035758
1212 => 0.013034815699382
1213 => 0.012786408665685
1214 => 0.013097966211874
1215 => 0.013494686030961
1216 => 0.013469860017657
1217 => 0.013421687175378
1218 => 0.013693234965057
1219 => 0.01414175235757
1220 => 0.014262984806477
1221 => 0.014352476121773
1222 => 0.014364815462184
1223 => 0.014491918337275
1224 => 0.013808454143861
1225 => 0.014893129371414
1226 => 0.015080422819663
1227 => 0.01504521941391
1228 => 0.015253388199127
1229 => 0.015192139661784
1230 => 0.015103400140775
1231 => 0.015433391944113
]
'min_raw' => 0.0056888832060826
'max_raw' => 0.015433391944113
'avg_raw' => 0.010561137575098
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.005688'
'max' => '$0.015433'
'avg' => '$0.010561'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0019619487949468
'max_diff' => 0.0071132734156573
'year' => 2032
]
7 => [
'items' => [
101 => 0.015055082970551
102 => 0.014518121010355
103 => 0.014223533059088
104 => 0.014611470237048
105 => 0.014848369934487
106 => 0.015004945564844
107 => 0.015052325255984
108 => 0.013861509523623
109 => 0.013219725889549
110 => 0.013631101840926
111 => 0.014133008893258
112 => 0.013805666024844
113 => 0.013818497245544
114 => 0.013351792339378
115 => 0.014174301921642
116 => 0.014054469193901
117 => 0.014676161597404
118 => 0.014527789715915
119 => 0.015034755737011
120 => 0.014901254593375
121 => 0.015455410376661
122 => 0.015676478121782
123 => 0.016047685272289
124 => 0.016320746763286
125 => 0.016481093693634
126 => 0.016471467065382
127 => 0.017106841487943
128 => 0.01673218338925
129 => 0.016261524517158
130 => 0.016253011783072
131 => 0.016496772682216
201 => 0.017007628654286
202 => 0.017140086175191
203 => 0.01721411185919
204 => 0.017100738947293
205 => 0.01669407443315
206 => 0.016518478757779
207 => 0.016668091360692
208 => 0.016485128003687
209 => 0.016800974088328
210 => 0.017234698223623
211 => 0.017145135904816
212 => 0.017444529308656
213 => 0.017754369984526
214 => 0.018197456066835
215 => 0.01831329517618
216 => 0.018504772818962
217 => 0.018701866210513
218 => 0.018765167296064
219 => 0.018886028709553
220 => 0.018885391710245
221 => 0.019249615714706
222 => 0.019651366070705
223 => 0.019803017529552
224 => 0.020151731697061
225 => 0.019554570905603
226 => 0.020007524225613
227 => 0.020416099458419
228 => 0.019928979222288
301 => 0.020600360983336
302 => 0.020626429215733
303 => 0.021020028575307
304 => 0.020621040219866
305 => 0.02038412220802
306 => 0.021068095631016
307 => 0.021399048825442
308 => 0.021299363029895
309 => 0.020540749203682
310 => 0.020099203418348
311 => 0.018943592930309
312 => 0.02031246347205
313 => 0.02097920038243
314 => 0.020539022516156
315 => 0.020761022628287
316 => 0.021972183256298
317 => 0.022433314806601
318 => 0.02233740266769
319 => 0.022353610240318
320 => 0.022602428454732
321 => 0.023705825444137
322 => 0.023044644391543
323 => 0.023550092532269
324 => 0.023818180403582
325 => 0.024067195359156
326 => 0.023455693330251
327 => 0.022660138175394
328 => 0.022408152462717
329 => 0.020495255502312
330 => 0.020395680908233
331 => 0.020339786671157
401 => 0.019987381412791
402 => 0.019710487411639
403 => 0.019490291021508
404 => 0.018912429937596
405 => 0.019107441090127
406 => 0.018186451131353
407 => 0.018775667869096
408 => 0.017305745656813
409 => 0.018529940554177
410 => 0.017863666928853
411 => 0.018311051748886
412 => 0.018309490865395
413 => 0.017485713568228
414 => 0.017010576015016
415 => 0.017313352156553
416 => 0.017637952214681
417 => 0.017690617482026
418 => 0.018111469930318
419 => 0.018228920802443
420 => 0.017873039176647
421 => 0.017275284786177
422 => 0.017414129497757
423 => 0.017007762331367
424 => 0.016295619502956
425 => 0.016807092915142
426 => 0.016981732425961
427 => 0.017058863182932
428 => 0.016358552501346
429 => 0.016138499680707
430 => 0.016021345405421
501 => 0.017184883471309
502 => 0.017248624713098
503 => 0.016922515508006
504 => 0.018396560037962
505 => 0.018062938362805
506 => 0.01843567551325
507 => 0.017401530795483
508 => 0.017441036516362
509 => 0.016951455834067
510 => 0.017225588302359
511 => 0.017031840309472
512 => 0.017203441107951
513 => 0.017306297919023
514 => 0.017795798265946
515 => 0.018535529861843
516 => 0.017722683237513
517 => 0.017368514323115
518 => 0.017588238725686
519 => 0.018173393764677
520 => 0.019059933602283
521 => 0.018535084175143
522 => 0.018768003438386
523 => 0.018818885935548
524 => 0.018431881398957
525 => 0.019074203011565
526 => 0.019418428381972
527 => 0.019771532384607
528 => 0.020078122696344
529 => 0.019630494881031
530 => 0.020109520808343
531 => 0.019723510470389
601 => 0.019377219292228
602 => 0.019377744473003
603 => 0.019160510958436
604 => 0.018739593650778
605 => 0.018661970041216
606 => 0.01906577786094
607 => 0.019389593491615
608 => 0.01941626449793
609 => 0.01959554546932
610 => 0.019701642101447
611 => 0.020741533327675
612 => 0.021159786181296
613 => 0.021671217853581
614 => 0.021870449312646
615 => 0.022470064576
616 => 0.021985826552471
617 => 0.021881058610081
618 => 0.020426588113841
619 => 0.02066475757612
620 => 0.021046089865162
621 => 0.020432876142834
622 => 0.020821819107309
623 => 0.020898604687435
624 => 0.020412039375199
625 => 0.02067193493171
626 => 0.019981729387278
627 => 0.018550574456598
628 => 0.01907579629612
629 => 0.019462536357767
630 => 0.01891061060509
701 => 0.019899916154287
702 => 0.019321984275858
703 => 0.019138807616019
704 => 0.018424170158791
705 => 0.018761451529684
706 => 0.019217629413221
707 => 0.018935764517566
708 => 0.019520676498278
709 => 0.020349067853292
710 => 0.020939428864433
711 => 0.020984749452327
712 => 0.020605186873279
713 => 0.021213438328539
714 => 0.021217868776347
715 => 0.020531758650034
716 => 0.020111520017944
717 => 0.020016040916543
718 => 0.020254566431622
719 => 0.020544180441167
720 => 0.021000821014245
721 => 0.021276759348886
722 => 0.021996260179243
723 => 0.022190936474233
724 => 0.022404826700261
725 => 0.022690650003539
726 => 0.023033854162713
727 => 0.022282943001062
728 => 0.022312778101388
729 => 0.021613540024732
730 => 0.02086630385894
731 => 0.021433362964473
801 => 0.022174717312245
802 => 0.022004649805742
803 => 0.021985513737097
804 => 0.022017695296656
805 => 0.021889469950638
806 => 0.021309511462854
807 => 0.021018259941021
808 => 0.021394048710373
809 => 0.02159376371685
810 => 0.021903504274917
811 => 0.021865322213305
812 => 0.022663180627178
813 => 0.022973204280822
814 => 0.02289388696356
815 => 0.022908483258814
816 => 0.023469766275078
817 => 0.02409402842582
818 => 0.024678732308636
819 => 0.025273518211853
820 => 0.024556480590636
821 => 0.024192413107315
822 => 0.024568037819046
823 => 0.024368726059701
824 => 0.025514030548607
825 => 0.025593328946487
826 => 0.026738550616843
827 => 0.02782550235247
828 => 0.027142807442086
829 => 0.027786557993324
830 => 0.028482826700241
831 => 0.02982604200141
901 => 0.02937369434286
902 => 0.029027203125603
903 => 0.028699770599528
904 => 0.02938110570784
905 => 0.03025763244009
906 => 0.030446427902948
907 => 0.030752348678195
908 => 0.030430710389235
909 => 0.030818088280992
910 => 0.032185702461366
911 => 0.031816161037564
912 => 0.031291352809018
913 => 0.032370952857361
914 => 0.032761655918017
915 => 0.035503814610484
916 => 0.03896590323265
917 => 0.037532575809774
918 => 0.036642863225208
919 => 0.036851966786845
920 => 0.038116204352564
921 => 0.038522237333779
922 => 0.037418499722876
923 => 0.037808358506432
924 => 0.039956518733894
925 => 0.041108937774695
926 => 0.03954379792676
927 => 0.035225639160654
928 => 0.031244099570089
929 => 0.032300183160571
930 => 0.0321804560555
1001 => 0.034488386231462
1002 => 0.031807347596822
1003 => 0.031852489411523
1004 => 0.034208145139383
1005 => 0.033579696577353
1006 => 0.032561690392475
1007 => 0.031251532141832
1008 => 0.028829583440548
1009 => 0.026684395934785
1010 => 0.030891602640764
1011 => 0.030710180237293
1012 => 0.030447453711774
1013 => 0.031032123164338
1014 => 0.033871112064672
1015 => 0.033805664181609
1016 => 0.033389318141365
1017 => 0.033705112943384
1018 => 0.032506330036835
1019 => 0.032815283687633
1020 => 0.031243468873876
1021 => 0.031953994814479
1022 => 0.032559506208412
1023 => 0.032681071585493
1024 => 0.03295496458734
1025 => 0.030614578874562
1026 => 0.031665343349485
1027 => 0.032282569035185
1028 => 0.029493920932328
1029 => 0.032227446428379
1030 => 0.030573837966191
1031 => 0.030012578417759
1101 => 0.0307682404594
1102 => 0.030473758226867
1103 => 0.030220579695912
1104 => 0.03007930172548
1105 => 0.030634176529485
1106 => 0.030608290956659
1107 => 0.029700408080748
1108 => 0.028516111879162
1109 => 0.028913600557612
1110 => 0.028769189194255
1111 => 0.028245823784012
1112 => 0.028598508879135
1113 => 0.027045462210056
1114 => 0.024373526136247
1115 => 0.02613868895022
1116 => 0.02607073210201
1117 => 0.026036465177545
1118 => 0.027362936246729
1119 => 0.027235426660322
1120 => 0.027003995512414
1121 => 0.028241573369491
1122 => 0.027789840803886
1123 => 0.0291819741295
1124 => 0.030098923175287
1125 => 0.029866355237081
1126 => 0.030728750246644
1127 => 0.028922757893949
1128 => 0.029522636109678
1129 => 0.029646270178544
1130 => 0.028226301850838
1201 => 0.027256288805596
1202 => 0.027191599994436
1203 => 0.025509731050017
1204 => 0.026408171864554
1205 => 0.027198762601339
1206 => 0.026820130990739
1207 => 0.02670026753412
1208 => 0.027312623938772
1209 => 0.027360209275892
1210 => 0.026275258546701
1211 => 0.026500854159221
1212 => 0.027441625365579
1213 => 0.026477149138591
1214 => 0.02460332937585
1215 => 0.024138596167105
1216 => 0.024076592190326
1217 => 0.022816198869754
1218 => 0.024169651862321
1219 => 0.02357883336078
1220 => 0.025445221928056
1221 => 0.024379150788071
1222 => 0.024333194591955
1223 => 0.024263725061219
1224 => 0.02317885246401
1225 => 0.023416370615548
1226 => 0.024205917126298
1227 => 0.024487636216211
1228 => 0.024458250607077
1229 => 0.02420204791766
1230 => 0.024319336196905
1231 => 0.023941509783511
]
'min_raw' => 0.013219725889549
'max_raw' => 0.041108937774695
'avg_raw' => 0.027164331832122
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.013219'
'max' => '$0.0411089'
'avg' => '$0.027164'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.0075308426834663
'max_diff' => 0.025675545830582
'year' => 2033
]
8 => [
'items' => [
101 => 0.023808091413164
102 => 0.023386986336738
103 => 0.022768078207637
104 => 0.022854141178973
105 => 0.021627922229103
106 => 0.020959813064849
107 => 0.02077488925372
108 => 0.020527601404981
109 => 0.020802821074243
110 => 0.021624448504884
111 => 0.020633391505548
112 => 0.018934293794751
113 => 0.019036412462292
114 => 0.019265842788951
115 => 0.018838300893055
116 => 0.018433668369461
117 => 0.018785463519852
118 => 0.018065533420978
119 => 0.019352842901893
120 => 0.019318024788077
121 => 0.019797854155878
122 => 0.020097901306654
123 => 0.019406389765534
124 => 0.019232476482989
125 => 0.019331545392645
126 => 0.017694156994756
127 => 0.01966404459114
128 => 0.019681080260875
129 => 0.01953521051395
130 => 0.020584114845568
131 => 0.022797630146749
201 => 0.021964816651998
202 => 0.021642326094909
203 => 0.021029271310145
204 => 0.021846130411252
205 => 0.021783408377274
206 => 0.021499755553001
207 => 0.021328201439829
208 => 0.021644295153484
209 => 0.021289033930653
210 => 0.021225219253107
211 => 0.020838571738233
212 => 0.020700556166764
213 => 0.020598374932207
214 => 0.020485883433079
215 => 0.020734011649019
216 => 0.020171720467715
217 => 0.019493652425147
218 => 0.019437278404205
219 => 0.01959293203248
220 => 0.019524066889018
221 => 0.019436948704393
222 => 0.019270616364717
223 => 0.019221269112664
224 => 0.019381623741955
225 => 0.019200592714741
226 => 0.019467713856665
227 => 0.019395071686549
228 => 0.018989298429332
301 => 0.018483554714338
302 => 0.018479052534442
303 => 0.018370090880632
304 => 0.018231311832012
305 => 0.01819270667552
306 => 0.018755836313522
307 => 0.019921497811135
308 => 0.019692650567238
309 => 0.019858016154163
310 => 0.020671451173495
311 => 0.020930017705296
312 => 0.020746493305507
313 => 0.020495273787785
314 => 0.020506326171604
315 => 0.021364819312981
316 => 0.02141836247716
317 => 0.02155364877936
318 => 0.021727529909591
319 => 0.020776106013869
320 => 0.020461514191676
321 => 0.020312443133431
322 => 0.019853361971796
323 => 0.020348441645975
324 => 0.020059979921256
325 => 0.020098903263176
326 => 0.020073554385689
327 => 0.02008739658688
328 => 0.019352483072657
329 => 0.019620246931323
330 => 0.019175037582637
331 => 0.018578952241841
401 => 0.018576953954764
402 => 0.01872284499745
403 => 0.018636063296543
404 => 0.018402535970764
405 => 0.018435707425173
406 => 0.018145090579906
407 => 0.018470993571977
408 => 0.018480339303652
409 => 0.018354848899649
410 => 0.018856947424881
411 => 0.019062657600341
412 => 0.018980057128161
413 => 0.019056862131017
414 => 0.019702160203406
415 => 0.019807371945534
416 => 0.01985410005149
417 => 0.019791490579797
418 => 0.01906865699519
419 => 0.019100717738393
420 => 0.018865477277407
421 => 0.018666723876902
422 => 0.018674672970598
423 => 0.018776858054591
424 => 0.019223106309463
425 => 0.020162209454072
426 => 0.020197847731934
427 => 0.020241042364345
428 => 0.020065348086446
429 => 0.020012357011064
430 => 0.02008226591765
501 => 0.020434943683067
502 => 0.0213421266468
503 => 0.021021467598704
504 => 0.020760766801246
505 => 0.020989471685047
506 => 0.020954264360834
507 => 0.020657079113078
508 => 0.020648738112979
509 => 0.020078344606664
510 => 0.019867483114611
511 => 0.019691271469143
512 => 0.019498852952413
513 => 0.019384780805768
514 => 0.019560047467878
515 => 0.019600133027196
516 => 0.019216909407356
517 => 0.019164677444032
518 => 0.01947762612445
519 => 0.019339909078101
520 => 0.019481554475489
521 => 0.019514417422695
522 => 0.019509125731297
523 => 0.019365333318206
524 => 0.019456982314359
525 => 0.019240205116578
526 => 0.019004492472873
527 => 0.018854122491606
528 => 0.018722904739267
529 => 0.018795711974685
530 => 0.018536167474495
531 => 0.018453133965286
601 => 0.01942593369663
602 => 0.020144551317534
603 => 0.020134102332722
604 => 0.020070496824941
605 => 0.019975991942285
606 => 0.020428030062266
607 => 0.020270549020052
608 => 0.020385129636245
609 => 0.020414295211999
610 => 0.020502570625697
611 => 0.020534121498566
612 => 0.020438752847266
613 => 0.020118684005202
614 => 0.019321102882011
615 => 0.018949826716137
616 => 0.018827299397304
617 => 0.018831753032631
618 => 0.018708901888408
619 => 0.018745087056184
620 => 0.018696318163762
621 => 0.018603961679978
622 => 0.018790009222065
623 => 0.018811449468138
624 => 0.018768023748712
625 => 0.018778252077671
626 => 0.018418705668193
627 => 0.018446041200812
628 => 0.018293833481559
629 => 0.01826529636909
630 => 0.01788052850906
701 => 0.017198856472023
702 => 0.017576568952047
703 => 0.01712034539059
704 => 0.016947566614951
705 => 0.017765474466213
706 => 0.017683379203179
707 => 0.017542867798817
708 => 0.017335022146624
709 => 0.017257930172433
710 => 0.016789543741601
711 => 0.016761868972523
712 => 0.016994013935141
713 => 0.016886887022513
714 => 0.01673644026505
715 => 0.01619153736006
716 => 0.0155788860837
717 => 0.015597378174744
718 => 0.015792251146972
719 => 0.016358870595926
720 => 0.016137482574604
721 => 0.015976863025
722 => 0.015946783811565
723 => 0.016323288142801
724 => 0.016856120651597
725 => 0.017106113743269
726 => 0.016858378181825
727 => 0.016573792907869
728 => 0.016591114294854
729 => 0.016706345722344
730 => 0.016718454916088
731 => 0.016533219158581
801 => 0.016585361939295
802 => 0.016506152287355
803 => 0.016020042799612
804 => 0.016011250620448
805 => 0.015891951512581
806 => 0.015888339183008
807 => 0.015685381639969
808 => 0.015656986476719
809 => 0.015254001956374
810 => 0.015519247588015
811 => 0.015341334744331
812 => 0.015073178123502
813 => 0.015026947820997
814 => 0.015025558082279
815 => 0.015300894973147
816 => 0.015516030116136
817 => 0.015344429614418
818 => 0.015305359506513
819 => 0.015722526043203
820 => 0.015669437798852
821 => 0.015623463721626
822 => 0.016808411344593
823 => 0.015870432838398
824 => 0.015461420671756
825 => 0.014955190446233
826 => 0.015120021560298
827 => 0.015154753897904
828 => 0.013937361460377
829 => 0.013443465500089
830 => 0.013273979018595
831 => 0.013176437152308
901 => 0.013220888205628
902 => 0.012776323913151
903 => 0.01307507847011
904 => 0.012690123370909
905 => 0.012625584395776
906 => 0.013313931799933
907 => 0.013409711319955
908 => 0.013001086131179
909 => 0.013263489652782
910 => 0.013168338488167
911 => 0.012696722321197
912 => 0.012678710052592
913 => 0.012442069638116
914 => 0.012071773212075
915 => 0.011902537808994
916 => 0.011814398541701
917 => 0.011850766521186
918 => 0.01183237775788
919 => 0.011712378638667
920 => 0.011839255966927
921 => 0.011515136822555
922 => 0.01138606996766
923 => 0.011327773463633
924 => 0.0110400990674
925 => 0.011497916961191
926 => 0.011588112853705
927 => 0.011678486459991
928 => 0.012465127002027
929 => 0.01242582866357
930 => 0.012781066504154
1001 => 0.01276726261491
1002 => 0.012665943028304
1003 => 0.012238492358675
1004 => 0.012408866577014
1005 => 0.011884481215001
1006 => 0.012277386382959
1007 => 0.012098080872415
1008 => 0.012216763009479
1009 => 0.012003361825901
1010 => 0.012121466852012
1011 => 0.011609501645868
1012 => 0.011131435739915
1013 => 0.011323823416084
1014 => 0.011532970822279
1015 => 0.011986455688679
1016 => 0.01171636384342
1017 => 0.011813499084279
1018 => 0.011488112287646
1019 => 0.010816746384049
1020 => 0.010820546242153
1021 => 0.010717271224386
1022 => 0.010628026530636
1023 => 0.011747387140893
1024 => 0.011608176954535
1025 => 0.011386363741952
1026 => 0.011683269541501
1027 => 0.01176177614743
1028 => 0.011764011120133
1029 => 0.011980625927236
1030 => 0.012096233288617
1031 => 0.012116609587132
1101 => 0.012457457666381
1102 => 0.01257170544665
1103 => 0.013042275884629
1104 => 0.012086424811708
1105 => 0.012066739687876
1106 => 0.011687447614978
1107 => 0.011446894585975
1108 => 0.011703918486676
1109 => 0.011931606575435
1110 => 0.011694522518574
1111 => 0.011725480691282
1112 => 0.011407214715425
1113 => 0.011520979825988
1114 => 0.01161896966502
1115 => 0.011564865435483
1116 => 0.011483868785192
1117 => 0.011912938748678
1118 => 0.011888728939799
1119 => 0.012288288754073
1120 => 0.012599774202096
1121 => 0.013158011809637
1122 => 0.012575461764583
1123 => 0.012554231325515
1124 => 0.012761762272879
1125 => 0.012571673674743
1126 => 0.01269180310713
1127 => 0.013138657100886
1128 => 0.013148098421631
1129 => 0.012989944134701
1130 => 0.012980320431968
1201 => 0.013010695692792
1202 => 0.013188604544187
1203 => 0.013126437724923
1204 => 0.013198378742046
1205 => 0.01328834208556
1206 => 0.013660468617999
1207 => 0.013750187065141
1208 => 0.013532217752266
1209 => 0.01355189794072
1210 => 0.013470371434313
1211 => 0.013391617850649
1212 => 0.01356864440569
1213 => 0.013892163914493
1214 => 0.013890151316419
1215 => 0.013965201554141
1216 => 0.014011957230492
1217 => 0.013811247640347
1218 => 0.013680593077459
1219 => 0.013730694350636
1220 => 0.01381080737751
1221 => 0.013704714775757
1222 => 0.013049862090864
1223 => 0.013248502563309
1224 => 0.013215439075672
1225 => 0.013168352648618
1226 => 0.013368087179703
1227 => 0.013348822296924
1228 => 0.012771764263769
1229 => 0.012808705646791
1230 => 0.012774010791624
1231 => 0.012886116966568
]
'min_raw' => 0.010628026530636
'max_raw' => 0.023808091413164
'avg_raw' => 0.0172180589719
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.010628'
'max' => '$0.023808'
'avg' => '$0.017218'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.002591699358913
'max_diff' => -0.017300846361531
'year' => 2034
]
9 => [
'items' => [
101 => 0.012565619573395
102 => 0.012664202412953
103 => 0.012726032645766
104 => 0.012762451127895
105 => 0.012894019657734
106 => 0.012878581609316
107 => 0.012893060006968
108 => 0.013088141403914
109 => 0.014074796165817
110 => 0.014128497607576
111 => 0.013864052067974
112 => 0.013969692845087
113 => 0.013766885654127
114 => 0.013903031480109
115 => 0.013996178996516
116 => 0.013575263281108
117 => 0.013550339384162
118 => 0.013346695135783
119 => 0.013456122019862
120 => 0.013282015979221
121 => 0.013324735511623
122 => 0.013205287974804
123 => 0.013420269759312
124 => 0.013660652799184
125 => 0.01372138304807
126 => 0.013561627909268
127 => 0.013445954660398
128 => 0.013242870540521
129 => 0.013580603957902
130 => 0.013679367501384
131 => 0.013580085195053
201 => 0.013557079315315
202 => 0.013513483214782
203 => 0.013566328434135
204 => 0.013678829613915
205 => 0.013625776135101
206 => 0.01366081889254
207 => 0.013527272037119
208 => 0.013811314083573
209 => 0.014262441211782
210 => 0.014263891659266
211 => 0.014210837894475
212 => 0.014189129436981
213 => 0.014243565819229
214 => 0.014273095323501
215 => 0.014449132601766
216 => 0.014638027614979
217 => 0.015519518220291
218 => 0.015271999185661
219 => 0.016054110090805
220 => 0.016672658272384
221 => 0.016858133826205
222 => 0.016687505043988
223 => 0.016103793197211
224 => 0.016075153509264
225 => 0.016947465445134
226 => 0.016700997368833
227 => 0.016671680775412
228 => 0.016359801752578
301 => 0.016544160882041
302 => 0.016503838836042
303 => 0.016440188513811
304 => 0.016791932890259
305 => 0.017450366962533
306 => 0.017347743837613
307 => 0.017271140435411
308 => 0.016935486625874
309 => 0.017137625190207
310 => 0.017065647519157
311 => 0.017374909272147
312 => 0.017191709460663
313 => 0.016699130130747
314 => 0.016777575012599
315 => 0.016765718226516
316 => 0.017009730043917
317 => 0.016936483753079
318 => 0.016751415712669
319 => 0.017448116506455
320 => 0.01740287663216
321 => 0.017467016430635
322 => 0.017495252753513
323 => 0.017919322249445
324 => 0.018093049953218
325 => 0.018132489183506
326 => 0.018297517065508
327 => 0.018128383139465
328 => 0.018805039434082
329 => 0.019254976386012
330 => 0.019777601309224
331 => 0.020541296790372
401 => 0.020828453355862
402 => 0.020776581092545
403 => 0.021355606290415
404 => 0.022396101699982
405 => 0.02098689496372
406 => 0.022470793078825
407 => 0.02200100806801
408 => 0.020887156258441
409 => 0.020815437333355
410 => 0.021569750710881
411 => 0.023242745182261
412 => 0.022823679042126
413 => 0.02324343062434
414 => 0.02275376810727
415 => 0.022729452236098
416 => 0.023219648808833
417 => 0.024365019820253
418 => 0.023820896986318
419 => 0.023040763479479
420 => 0.023616801920707
421 => 0.023117784113074
422 => 0.021993357326187
423 => 0.022823358590147
424 => 0.022268360382012
425 => 0.022430338364473
426 => 0.02359686204822
427 => 0.023456502832352
428 => 0.023638140654598
429 => 0.023317554652624
430 => 0.023018076775008
501 => 0.022459079076918
502 => 0.022293587416767
503 => 0.022339323357867
504 => 0.022293564752306
505 => 0.021980810677679
506 => 0.021913271465041
507 => 0.021800703151683
508 => 0.021835592779
509 => 0.021623931416866
510 => 0.022023380138682
511 => 0.022097521341381
512 => 0.02238820680986
513 => 0.02241838673951
514 => 0.023227941631574
515 => 0.022782052401042
516 => 0.023081193393107
517 => 0.023054435407153
518 => 0.020911296804648
519 => 0.021206602395001
520 => 0.021666005221591
521 => 0.021459044870918
522 => 0.02116645135633
523 => 0.020930166405429
524 => 0.020572170543436
525 => 0.021076042844489
526 => 0.021738581339528
527 => 0.022435189809099
528 => 0.023272119241693
529 => 0.02308532633527
530 => 0.022419543995512
531 => 0.02244941050492
601 => 0.022634033514037
602 => 0.022394929942461
603 => 0.022324413631347
604 => 0.022624345655741
605 => 0.022626411122754
606 => 0.022351293567024
607 => 0.022045550749811
608 => 0.022044269676243
609 => 0.021989865695045
610 => 0.022763446454666
611 => 0.02318883765462
612 => 0.023237608070143
613 => 0.023185555017073
614 => 0.023205588171288
615 => 0.02295806240489
616 => 0.02352383290539
617 => 0.024043039865553
618 => 0.02390388130899
619 => 0.023695262850149
620 => 0.023529088199255
621 => 0.023864735842346
622 => 0.023849789981158
623 => 0.024038505045702
624 => 0.024029943840303
625 => 0.02396648606203
626 => 0.023903883575268
627 => 0.024152095359015
628 => 0.024080614351455
629 => 0.024009022314147
630 => 0.023865433523132
701 => 0.023884949624588
702 => 0.023676367186665
703 => 0.023579867406799
704 => 0.022128742252958
705 => 0.021740954194969
706 => 0.021862960212166
707 => 0.021903127760912
708 => 0.021734361901112
709 => 0.021976328791673
710 => 0.021938618508086
711 => 0.022085327161747
712 => 0.021993669964289
713 => 0.021997431607644
714 => 0.022266975881994
715 => 0.022345225731562
716 => 0.022305427226518
717 => 0.022333300735238
718 => 0.02297563397901
719 => 0.022884314732406
720 => 0.022835803202708
721 => 0.022849241227968
722 => 0.023013371143532
723 => 0.023059318558729
724 => 0.022864636131873
725 => 0.022956449489824
726 => 0.023347379115129
727 => 0.023484182359285
728 => 0.02392079264535
729 => 0.023735312835701
730 => 0.02407576905369
731 => 0.025122215397711
801 => 0.025958189145895
802 => 0.025189393138989
803 => 0.026724552466913
804 => 0.027919894209229
805 => 0.027874015002213
806 => 0.027665579520687
807 => 0.026304714726866
808 => 0.02505242665424
809 => 0.026100018801952
810 => 0.026102689329776
811 => 0.026012700235224
812 => 0.025453785697606
813 => 0.025993251220832
814 => 0.026036072035015
815 => 0.026012103766046
816 => 0.025583585300499
817 => 0.024929316807059
818 => 0.02505715930458
819 => 0.025266567923435
820 => 0.024870113720728
821 => 0.024743422580956
822 => 0.024978965513768
823 => 0.025737933920607
824 => 0.025594455339698
825 => 0.025590708534108
826 => 0.026204570747621
827 => 0.025765177882503
828 => 0.025058771807882
829 => 0.024880394957689
830 => 0.024247277308547
831 => 0.024684573923897
901 => 0.024700311450579
902 => 0.024460808563415
903 => 0.0250782061472
904 => 0.025072516719774
905 => 0.025658643838075
906 => 0.026779098748972
907 => 0.026447725097582
908 => 0.026062373594366
909 => 0.026104271987404
910 => 0.026563793944983
911 => 0.026285956479565
912 => 0.026385868769281
913 => 0.026563642715766
914 => 0.026670898151559
915 => 0.026088839580761
916 => 0.025953133884828
917 => 0.025675527657176
918 => 0.025603105374148
919 => 0.025829209854126
920 => 0.025769639312041
921 => 0.0246989887724
922 => 0.024587099833964
923 => 0.024590531307966
924 => 0.02430918125224
925 => 0.023880054885507
926 => 0.025007773355476
927 => 0.024917201779928
928 => 0.024817217770205
929 => 0.024829465240896
930 => 0.025318969606784
1001 => 0.025035032354006
1002 => 0.025789926076917
1003 => 0.025634742621669
1004 => 0.025475579296354
1005 => 0.025453578076562
1006 => 0.025392313775493
1007 => 0.025182215691684
1008 => 0.024928509630548
1009 => 0.024760990913342
1010 => 0.022840705256531
1011 => 0.023197099104647
1012 => 0.023607097740584
1013 => 0.023748627626743
1014 => 0.023506530962898
1015 => 0.025191775143569
1016 => 0.025499685494795
1017 => 0.024567004956437
1018 => 0.024392538508806
1019 => 0.025203213134831
1020 => 0.024714277234395
1021 => 0.024934445040423
1022 => 0.024458562669142
1023 => 0.025425518907852
1024 => 0.025418152321408
1025 => 0.025041984504853
1026 => 0.025359918967519
1027 => 0.025304670030648
1028 => 0.024879977492217
1029 => 0.025438982418831
1030 => 0.0254392596783
1031 => 0.025077206333459
1101 => 0.024654407290353
1102 => 0.024578820807514
1103 => 0.024521876546309
1104 => 0.024920440242914
1105 => 0.025277791207013
1106 => 0.025942732756385
1107 => 0.026109914860519
1108 => 0.026762437742895
1109 => 0.026373892137203
1110 => 0.026546129371698
1111 => 0.026733117254188
1112 => 0.026822766121305
1113 => 0.026676688103161
1114 => 0.027690324728625
1115 => 0.027775906716838
1116 => 0.027804601617205
1117 => 0.02746280905026
1118 => 0.027766400847253
1119 => 0.027624360299344
1120 => 0.027993910345004
1121 => 0.028051860510815
1122 => 0.02800277878201
1123 => 0.028021173079319
1124 => 0.02715621303724
1125 => 0.02711136029603
1126 => 0.026499789987032
1127 => 0.026749009408448
1128 => 0.026283105645509
1129 => 0.026430848528077
1130 => 0.026495972182968
1201 => 0.026461955281388
1202 => 0.026763099900609
1203 => 0.02650706545449
1204 => 0.025831348455221
1205 => 0.025155447357307
1206 => 0.0251469619696
1207 => 0.024969009141165
1208 => 0.024840381839892
1209 => 0.024865160021416
1210 => 0.024952481564975
1211 => 0.024835306553039
1212 => 0.024860311782759
1213 => 0.025275565205092
1214 => 0.02535884131749
1215 => 0.025075836549487
1216 => 0.023939531568563
1217 => 0.023660679476039
1218 => 0.023861112830268
1219 => 0.023765318596508
1220 => 0.019180466914449
1221 => 0.020257609809083
1222 => 0.019617608077408
1223 => 0.019912550320427
1224 => 0.019259274280032
1225 => 0.01957105184764
1226 => 0.019513477915196
1227 => 0.021245491814792
1228 => 0.021218448800057
1229 => 0.021231392860126
1230 => 0.020613539147457
1231 => 0.021597796888295
]
'min_raw' => 0.012565619573395
'max_raw' => 0.028051860510815
'avg_raw' => 0.020308740042105
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.012565'
'max' => '$0.028051'
'avg' => '$0.0203087'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0019375930427595
'max_diff' => 0.0042437690976506
'year' => 2035
]
10 => [
'items' => [
101 => 0.022082677644195
102 => 0.021992939120961
103 => 0.022015524373918
104 => 0.021627434899588
105 => 0.021235150414559
106 => 0.020800046548511
107 => 0.021608415751164
108 => 0.021518538895152
109 => 0.021724684066172
110 => 0.022248969277517
111 => 0.022326172266453
112 => 0.022429933866499
113 => 0.022392742719136
114 => 0.023278786734863
115 => 0.023171480958252
116 => 0.023430057005906
117 => 0.02289814645767
118 => 0.022296239182927
119 => 0.022410642078024
120 => 0.022399624159257
121 => 0.022259353407564
122 => 0.022132723244864
123 => 0.021921919701797
124 => 0.022588933305116
125 => 0.022561853770931
126 => 0.02300023995287
127 => 0.022922750936956
128 => 0.022405260323905
129 => 0.022423742602388
130 => 0.022548044807468
131 => 0.022978256158508
201 => 0.023105972178519
202 => 0.023046809029447
203 => 0.023186843814931
204 => 0.0232975215997
205 => 0.023200743240673
206 => 0.024570920716995
207 => 0.024001927500386
208 => 0.024279250835132
209 => 0.024345390816385
210 => 0.024175974645179
211 => 0.024212714946376
212 => 0.024268366491555
213 => 0.024606271776195
214 => 0.025493033016772
215 => 0.025885773533836
216 => 0.027067352756898
217 => 0.025853161901106
218 => 0.025781116840544
219 => 0.025993954938892
220 => 0.026687667025692
221 => 0.027249855514981
222 => 0.02743636587031
223 => 0.027461016292717
224 => 0.027810922118288
225 => 0.028011481612149
226 => 0.027768434347627
227 => 0.027562477239055
228 => 0.026824764440485
229 => 0.026910156705645
301 => 0.02749842473316
302 => 0.02832938797084
303 => 0.029042440875758
304 => 0.028792754600858
305 => 0.030697684627303
306 => 0.030886550658484
307 => 0.030860455479744
308 => 0.031290720405808
309 => 0.0304367321495
310 => 0.030071635624686
311 => 0.027607007503641
312 => 0.02829946747478
313 => 0.029305998709578
314 => 0.029172780526354
315 => 0.028441810638987
316 => 0.029041886369551
317 => 0.028843482566923
318 => 0.028686993256009
319 => 0.02940390112625
320 => 0.028615631473968
321 => 0.029298135116802
322 => 0.028422817135271
323 => 0.02879389514673
324 => 0.028583253320402
325 => 0.028719564397327
326 => 0.027922692626915
327 => 0.028352665291261
328 => 0.02790480435046
329 => 0.02790459200606
330 => 0.02789470545097
331 => 0.028421611861703
401 => 0.02843879426084
402 => 0.028049409627197
403 => 0.027993293218158
404 => 0.028200784994176
405 => 0.027957866466641
406 => 0.028071526516764
407 => 0.027961309113772
408 => 0.027936496854825
409 => 0.027738788554076
410 => 0.02765361038201
411 => 0.027687010938048
412 => 0.027572997621124
413 => 0.027504300473635
414 => 0.027881039859252
415 => 0.02767976320314
416 => 0.027850191324989
417 => 0.027655966970398
418 => 0.026982700737864
419 => 0.026595498207872
420 => 0.025323760706427
421 => 0.025684423884251
422 => 0.025923543944282
423 => 0.025844514765868
424 => 0.026014300021333
425 => 0.02602472345708
426 => 0.025969524539772
427 => 0.02590561126495
428 => 0.025874501817392
429 => 0.026106366151996
430 => 0.026240971202429
501 => 0.02594754284132
502 => 0.025878796681811
503 => 0.026175468955516
504 => 0.026356438871094
505 => 0.027692619049511
506 => 0.027593630506088
507 => 0.027842072324558
508 => 0.027814101588448
509 => 0.02807450819409
510 => 0.02850016293827
511 => 0.027634687828413
512 => 0.027784904381606
513 => 0.02774807475177
514 => 0.028150170993075
515 => 0.02815142629365
516 => 0.027910349510791
517 => 0.028041041145803
518 => 0.027968092660477
519 => 0.02809992043304
520 => 0.027592308453741
521 => 0.028210525051201
522 => 0.028561014024963
523 => 0.028565880564704
524 => 0.028732009556615
525 => 0.028900806233938
526 => 0.029224796756969
527 => 0.028891770314097
528 => 0.028292688162841
529 => 0.028335939959139
530 => 0.027984698313053
531 => 0.027990602748581
601 => 0.027959084408995
602 => 0.028053673318682
603 => 0.027613065400221
604 => 0.027716475198009
605 => 0.027571700875539
606 => 0.027784589670503
607 => 0.0275555565189
608 => 0.027748056991408
609 => 0.02783113381385
610 => 0.028137689077179
611 => 0.027510278057254
612 => 0.026230944515634
613 => 0.026499875936502
614 => 0.026102105240931
615 => 0.026138920433226
616 => 0.026213292980756
617 => 0.025972227221027
618 => 0.026018214971128
619 => 0.026016571965084
620 => 0.026002413426617
621 => 0.02593970291211
622 => 0.025848760259178
623 => 0.026211047797787
624 => 0.026272607510232
625 => 0.026409447125364
626 => 0.026816589000799
627 => 0.026775905926377
628 => 0.026842261708684
629 => 0.026697407408479
630 => 0.02614563980876
701 => 0.026175603444059
702 => 0.025801956431749
703 => 0.026399892131187
704 => 0.026258293065194
705 => 0.026167003226193
706 => 0.026142093947826
707 => 0.02655024504922
708 => 0.026672370255742
709 => 0.026596270022556
710 => 0.026440186224091
711 => 0.026739913259175
712 => 0.026820107569295
713 => 0.026838060117879
714 => 0.027369118957089
715 => 0.026867740407663
716 => 0.026988427207784
717 => 0.027929991170762
718 => 0.027076122583286
719 => 0.027528435817614
720 => 0.027506297438518
721 => 0.027737685583755
722 => 0.027487316856895
723 => 0.027490420477328
724 => 0.027695877474708
725 => 0.027407350176253
726 => 0.027335906759587
727 => 0.027237208191151
728 => 0.027452712904517
729 => 0.02758189823374
730 => 0.028623037111111
731 => 0.029295660307594
801 => 0.029266459960717
802 => 0.029533296470412
803 => 0.029413084178852
804 => 0.029024886979005
805 => 0.029687492263538
806 => 0.029477816226929
807 => 0.029495101664631
808 => 0.029494458299776
809 => 0.029633874533924
810 => 0.02953508535472
811 => 0.029340361742008
812 => 0.029469628363497
813 => 0.029853504015656
814 => 0.031045065818701
815 => 0.031711879589779
816 => 0.031004922792406
817 => 0.031492572124705
818 => 0.031200156292549
819 => 0.031147015637229
820 => 0.031453295454915
821 => 0.031760111374878
822 => 0.031740568527178
823 => 0.031517835924457
824 => 0.03139201992881
825 => 0.032344740799297
826 => 0.033046689307494
827 => 0.032998821125158
828 => 0.033210095714425
829 => 0.033830404442989
830 => 0.033887117699167
831 => 0.033879973132428
901 => 0.033739403409575
902 => 0.034350177910114
903 => 0.034859696744018
904 => 0.033706865580184
905 => 0.034145848595704
906 => 0.03434292221452
907 => 0.034632284756051
908 => 0.035120487866405
909 => 0.03565080593373
910 => 0.035725798723091
911 => 0.035672587750304
912 => 0.035322828729188
913 => 0.035903109086466
914 => 0.03624302371051
915 => 0.03644543509032
916 => 0.036958716671477
917 => 0.034344139274098
918 => 0.032493411439305
919 => 0.032204393563069
920 => 0.032792122779463
921 => 0.032947102286773
922 => 0.032884630241704
923 => 0.030801467802832
924 => 0.032193426143948
925 => 0.033691056279808
926 => 0.033748586352617
927 => 0.034498331312598
928 => 0.034742479004652
929 => 0.035346121968755
930 => 0.035308363936996
1001 => 0.035455341392698
1002 => 0.035421553820927
1003 => 0.036539675299905
1004 => 0.037773129333864
1005 => 0.037730418742812
1006 => 0.037553095131864
1007 => 0.03781645093229
1008 => 0.039089507680303
1009 => 0.038972305015265
1010 => 0.03908615742105
1011 => 0.040587163073292
1012 => 0.042538683936771
1013 => 0.041632006566194
1014 => 0.043599235570961
1015 => 0.044837501951133
1016 => 0.046978955616507
1017 => 0.046710835070721
1018 => 0.047544487267938
1019 => 0.046230843335316
1020 => 0.043214451334776
1021 => 0.042737095754405
1022 => 0.043692773714875
1023 => 0.046042214726999
1024 => 0.043618781456453
1025 => 0.044109038850798
1026 => 0.043967844688245
1027 => 0.043960321051359
1028 => 0.044247467670451
1029 => 0.043830946522898
1030 => 0.042133964437046
1031 => 0.042911681326614
1101 => 0.042611367486519
1102 => 0.042944588081984
1103 => 0.044742842205081
1104 => 0.043947791192236
1105 => 0.043110269534903
1106 => 0.044160707554133
1107 => 0.045498276122278
1108 => 0.045414573485125
1109 => 0.045252155384061
1110 => 0.046167697715825
1111 => 0.047679905419167
1112 => 0.048088649084838
1113 => 0.048390375302439
1114 => 0.04843197825014
1115 => 0.048860514467549
1116 => 0.04655616722151
1117 => 0.050213225480808
1118 => 0.050844698417993
1119 => 0.050726007677674
1120 => 0.051427863270912
1121 => 0.051221359551024
1122 => 0.050922168060346
1123 => 0.052034758464594
1124 => 0.05075926334754
1125 => 0.048948858609251
1126 => 0.04795563476408
1127 => 0.049263592044483
1128 => 0.050062315914207
1129 => 0.050590221583715
1130 => 0.050749965520339
1201 => 0.046735047138585
1202 => 0.044571228808402
1203 => 0.045958211549822
1204 => 0.047650426218789
1205 => 0.046546766883582
1206 => 0.046590028240019
1207 => 0.045016500064585
1208 => 0.047789648546974
1209 => 0.04738562413894
1210 => 0.049481703482528
1211 => 0.048981457325093
1212 => 0.050690728660458
1213 => 0.050240620233936
1214 => 0.052108995147206
1215 => 0.05285434048434
1216 => 0.054105891309128
1217 => 0.05502653719057
1218 => 0.055567158061303
1219 => 0.055534701212042
1220 => 0.057676910438132
1221 => 0.056413724500596
1222 => 0.054826865252985
1223 => 0.054798163975672
1224 => 0.05562002086598
1225 => 0.057342407442637
1226 => 0.057788997222259
1227 => 0.058038579984169
1228 => 0.057656335296265
1229 => 0.056285237494422
1230 => 0.05569320441521
1231 => 0.056197633751548
]
'min_raw' => 0.020800046548511
'max_raw' => 0.058038579984169
'avg_raw' => 0.03941931326634
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.020800046'
'max' => '$0.058038'
'avg' => '$0.039419'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.008234426975116
'max_diff' => 0.029986719473354
'year' => 2036
]
11 => [
'items' => [
101 => 0.055580760019314
102 => 0.05664565714535
103 => 0.058107988349151
104 => 0.05780602273825
105 => 0.058815448502276
106 => 0.059860097973356
107 => 0.061353993635143
108 => 0.061744553279931
109 => 0.062390133521111
110 => 0.063054647651348
111 => 0.063268071680822
112 => 0.063675564374675
113 => 0.063673416687034
114 => 0.064901423347382
115 => 0.066255952721946
116 => 0.066767256203416
117 => 0.06794297036562
118 => 0.065929601064785
119 => 0.067456764807388
120 => 0.068834304730604
121 => 0.067191944844841
122 => 0.06945555532659
123 => 0.069543446192145
124 => 0.070870493913179
125 => 0.06952527681633
126 => 0.068726491198306
127 => 0.071032555347434
128 => 0.072148387148858
129 => 0.071812289529328
130 => 0.069254570049526
131 => 0.067765867606532
201 => 0.063869646163961
202 => 0.068484888766927
203 => 0.070732838810359
204 => 0.069248748401978
205 => 0.069997237279582
206 => 0.074080749897454
207 => 0.075635487114478
208 => 0.07531211264177
209 => 0.075366757604461
210 => 0.07620566558629
211 => 0.079925845572785
212 => 0.07769662749178
213 => 0.079400781187501
214 => 0.080304658162928
215 => 0.081144229471315
216 => 0.079082507687152
217 => 0.076400237938665
218 => 0.075550650515294
219 => 0.06910118485909
220 => 0.068765462163075
221 => 0.068577010840363
222 => 0.067388851907631
223 => 0.066455284450627
224 => 0.065712876947679
225 => 0.063764577958298
226 => 0.064422071674298
227 => 0.061316889726826
228 => 0.063303475095927
301 => 0.058347529730522
302 => 0.062474988297543
303 => 0.060228600252026
304 => 0.061736989408178
305 => 0.061731726780511
306 => 0.058954304108818
307 => 0.057352344675117
308 => 0.058373175575465
309 => 0.059467587334296
310 => 0.059645151960123
311 => 0.061064085372516
312 => 0.061460079188043
313 => 0.060260199439812
314 => 0.058244828778464
315 => 0.058712953417385
316 => 0.057342858144251
317 => 0.054941818878038
318 => 0.056666287197156
319 => 0.057255096500823
320 => 0.057515148233048
321 => 0.05515400187595
322 => 0.054412078427569
323 => 0.054017084608991
324 => 0.057940034433769
325 => 0.058154942480729
326 => 0.057055442527547
327 => 0.062025286574794
328 => 0.06090045780428
329 => 0.062157167130684
330 => 0.058670476013053
331 => 0.058803672309199
401 => 0.057153016857408
402 => 0.058077273613574
403 => 0.057424038728502
404 => 0.058002602801359
405 => 0.05834939172112
406 => 0.059999776316594
407 => 0.062493833038574
408 => 0.059753263893506
409 => 0.058559158671327
410 => 0.059299974835264
411 => 0.061272865903441
412 => 0.064261896862166
413 => 0.062492330374747
414 => 0.063277633932676
415 => 0.06344918782436
416 => 0.062144375009449
417 => 0.064310007171817
418 => 0.065470587041194
419 => 0.06666110183901
420 => 0.067694792480487
421 => 0.066185584048781
422 => 0.067800653407237
423 => 0.066499192602442
424 => 0.065331647717996
425 => 0.065333418401644
426 => 0.064601000440522
427 => 0.063181848350247
428 => 0.0629201349311
429 => 0.06428160118826
430 => 0.065373368195168
501 => 0.065463291355069
502 => 0.066067749667107
503 => 0.066425461869756
504 => 0.06993152774187
505 => 0.071341696439333
506 => 0.073066024029463
507 => 0.073737746803596
508 => 0.075759391527796
509 => 0.074126749223048
510 => 0.073773516790614
511 => 0.068869667964656
512 => 0.069672672935188
513 => 0.070958361371464
514 => 0.068890868493422
515 => 0.070202216853278
516 => 0.07046110479767
517 => 0.068820615876562
518 => 0.069696871890668
519 => 0.067369795709004
520 => 0.062544556940169
521 => 0.064315379041935
522 => 0.065619300161108
523 => 0.063758443951733
524 => 0.067093956681958
525 => 0.065145419003919
526 => 0.064527826106284
527 => 0.062118376024845
528 => 0.063255543715046
529 => 0.064793579298715
530 => 0.063843252123836
531 => 0.065815323704053
601 => 0.068608302993921
602 => 0.070598746360674
603 => 0.070751547886939
604 => 0.069471826151466
605 => 0.071522588399637
606 => 0.071537525963747
607 => 0.0692242577702
608 => 0.067807393881985
609 => 0.067485479425475
610 => 0.068289684852883
611 => 0.069266138706268
612 => 0.070805734280029
613 => 0.071736079640668
614 => 0.074161926924163
615 => 0.074818291644585
616 => 0.075539437474979
617 => 0.076503110697523
618 => 0.077660247481931
619 => 0.075128498073481
620 => 0.07522908919725
621 => 0.072871559202558
622 => 0.07035220029923
623 => 0.072264079664335
624 => 0.074763607607557
625 => 0.074190213135649
626 => 0.074125694544174
627 => 0.074234196919071
628 => 0.073801876212565
629 => 0.071846505679592
630 => 0.0708645308392
701 => 0.072131528911805
702 => 0.072804881999798
703 => 0.073849193916716
704 => 0.073720460430205
705 => 0.076410495777272
706 => 0.077455762170696
707 => 0.077188338297787
708 => 0.077237550726317
709 => 0.07912995560318
710 => 0.081234699028999
711 => 0.083206068992634
712 => 0.085211431191954
713 => 0.082793888790055
714 => 0.081566409851657
715 => 0.082832854792539
716 => 0.082160861280404
717 => 0.086022335327357
718 => 0.086289695412247
719 => 0.090150890230675
720 => 0.093815623895889
721 => 0.091513870341291
722 => 0.09368432027002
723 => 0.096031838827319
724 => 0.10056058299551
725 => 0.099035461282803
726 => 0.097867241952574
727 => 0.096763280330304
728 => 0.099060449217277
729 => 0.1020157202922
730 => 0.1026522573765
731 => 0.10368369062896
801 => 0.10259926468166
802 => 0.10390533628958
803 => 0.10851634298248
804 => 0.10727040827158
805 => 0.10550098068809
806 => 0.10914092762635
807 => 0.11045821027337
808 => 0.11970358975643
809 => 0.13137626326137
810 => 0.12654369978341
811 => 0.1235439716868
812 => 0.12424897894401
813 => 0.12851144416308
814 => 0.12988041270756
815 => 0.1261590842919
816 => 0.12747352039973
817 => 0.13471619258638
818 => 0.13860165384177
819 => 0.13332467556988
820 => 0.11876570180573
821 => 0.10534166309393
822 => 0.10890232265264
823 => 0.10849865435881
824 => 0.11628000208161
825 => 0.10724069314078
826 => 0.10739289192074
827 => 0.11533514967385
828 => 0.11321629147009
829 => 0.10978401254285
830 => 0.10536672252848
831 => 0.097200953387046
901 => 0.089968303939157
902 => 0.10415319508616
903 => 0.10354151678635
904 => 0.10265571596258
905 => 0.10462696984222
906 => 0.11419881913157
907 => 0.1139781570244
908 => 0.11257441728136
909 => 0.11363914150446
910 => 0.10959736123868
911 => 0.1106390200428
912 => 0.10533953665761
913 => 0.10773512447369
914 => 0.10977664841379
915 => 0.11018651457004
916 => 0.11110996394837
917 => 0.10321919011723
918 => 0.10676191590646
919 => 0.10884293539912
920 => 0.099440813623146
921 => 0.10865708568174
922 => 0.10308182930021
923 => 0.10118950354678
924 => 0.10373727087882
925 => 0.10274440347174
926 => 0.10189079437826
927 => 0.10141446583724
928 => 0.10328526497906
929 => 0.10319798996301
930 => 0.10013699946052
1001 => 0.096144062131949
1002 => 0.097484222963115
1003 => 0.096997329969078
1004 => 0.095232766948239
1005 => 0.096421869370133
1006 => 0.091185664095076
1007 => 0.082177045073608
1008 => 0.088128414740653
1009 => 0.087899293482316
1010 => 0.087783760154041
1011 => 0.092256049975049
1012 => 0.091826142502041
1013 => 0.091045856228864
1014 => 0.095218436378924
1015 => 0.093695388495029
1016 => 0.09838906319798
1017 => 0.10148062092519
1018 => 0.10069650188415
1019 => 0.10360412686939
1020 => 0.097515097561921
1021 => 0.099537628848409
1022 => 0.099954469743446
1023 => 0.095166947387565
1024 => 0.09189648068138
1025 => 0.091678377838128
1026 => 0.086007839267677
1027 => 0.089036995201024
1028 => 0.091702527067379
1029 => 0.090425944157024
1030 => 0.090021816144435
1031 => 0.09208641851608
1101 => 0.09224685580248
1102 => 0.088588868670172
1103 => 0.089349480028366
1104 => 0.092521355833152
1105 => 0.08926955689628
1106 => 0.082951842740279
1107 => 0.081384962280359
1108 => 0.08117591154367
1109 => 0.07692640746551
1110 => 0.081489668725022
1111 => 0.079497682897446
1112 => 0.085790342259103
1113 => 0.082196008979934
1114 => 0.082041064456172
1115 => 0.081806843083085
1116 => 0.07814911937821
1117 => 0.07894992840911
1118 => 0.081611939594479
1119 => 0.082561775175121
1120 => 0.082462699542286
1121 => 0.081598894287415
1122 => 0.081994339909697
1123 => 0.08072047177794
1124 => 0.080270642427345
1125 => 0.078850857261555
1126 => 0.076764165293506
1127 => 0.077054332610089
1128 => 0.07292004980873
1129 => 0.070667473115554
1130 => 0.070043989575367
1201 => 0.069210241328257
1202 => 0.070138163658397
1203 => 0.072908337904999
1204 => 0.069566920038346
1205 => 0.063838293479181
1206 => 0.064182593696491
1207 => 0.064956134061136
1208 => 0.063514646709102
1209 => 0.062150399905265
1210 => 0.06333650181636
1211 => 0.060909207224092
1212 => 0.065249461016075
1213 => 0.065132069314422
1214 => 0.066749847528579
1215 => 0.067761477446043
1216 => 0.065429998005365
1217 => 0.064843637231025
1218 => 0.0651776549767
1219 => 0.05965708567441
1220 => 0.066298699238781
1221 => 0.066356136188684
1222 => 0.065864326152625
1223 => 0.069400780338839
1224 => 0.076863801719471
1225 => 0.074055912876738
1226 => 0.072968613447942
1227 => 0.07090165643899
1228 => 0.073655753929655
1229 => 0.073444282212986
1230 => 0.07248792691194
1231 => 0.071909520241856
]
'min_raw' => 0.054017084608991
'max_raw' => 0.13860165384177
'avg_raw' => 0.096309369225379
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.054017'
'max' => '$0.1386016'
'avg' => '$0.0963093'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.03321703806048
'max_diff' => 0.080563073857597
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0016955345619362
]
1 => [
'year' => 2028
'avg' => 0.0029100295254828
]
2 => [
'year' => 2029
'avg' => 0.0079496761818265
]
3 => [
'year' => 2030
'avg' => 0.0061331633352662
]
4 => [
'year' => 2031
'avg' => 0.0060235264697959
]
5 => [
'year' => 2032
'avg' => 0.010561137575098
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0016955345619362
'min' => '$0.001695'
'max_raw' => 0.010561137575098
'max' => '$0.010561'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.010561137575098
]
1 => [
'year' => 2033
'avg' => 0.027164331832122
]
2 => [
'year' => 2034
'avg' => 0.0172180589719
]
3 => [
'year' => 2035
'avg' => 0.020308740042105
]
4 => [
'year' => 2036
'avg' => 0.03941931326634
]
5 => [
'year' => 2037
'avg' => 0.096309369225379
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.010561137575098
'min' => '$0.010561'
'max_raw' => 0.096309369225379
'max' => '$0.0963093'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.096309369225379
]
]
]
]
'prediction_2025_max_price' => '$0.002899'
'last_price' => false
'sma_50day_nextmonth' => '—'
'sma_200day_nextmonth' => '—'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'decrease'
'sma_200day_direction_label' => 'disminuir'
'sma_200day_date_nextmonth' => '4 feb. 2026'
'sma_50day_date_nextmonth' => '4 feb. 2026'
'daily_sma3' => '—'
'daily_sma3_action' => '—'
'daily_sma5' => '—'
'daily_sma5_action' => '—'
'daily_sma10' => '—'
'daily_sma10_action' => '—'
'daily_sma21' => '—'
'daily_sma21_action' => '—'
'daily_sma50' => '—'
'daily_sma50_action' => '—'
'daily_sma100' => '—'
'daily_sma100_action' => '—'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '—'
'daily_ema3_action' => '—'
'daily_ema5' => '—'
'daily_ema5_action' => '—'
'daily_ema10' => '—'
'daily_ema10_action' => '—'
'daily_ema21' => '—'
'daily_ema21_action' => '—'
'daily_ema50' => '—'
'daily_ema50_action' => '—'
'daily_ema100' => '—'
'daily_ema100_action' => '—'
'daily_ema200' => '—'
'daily_ema200_action' => '—'
'weekly_sma21' => '—'
'weekly_sma21_action' => '—'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '—'
'weekly_ema3_action' => '—'
'weekly_ema5' => '—'
'weekly_ema5_action' => '—'
'weekly_ema10' => '—'
'weekly_ema10_action' => '—'
'weekly_ema21' => '—'
'weekly_ema21_action' => '—'
'weekly_ema50' => '—'
'weekly_ema50_action' => '—'
'weekly_ema100' => '—'
'weekly_ema100_action' => '—'
'weekly_ema200' => '—'
'weekly_ema200_action' => '—'
'rsi_14' => '—'
'rsi_14_action' => '—'
'stoch_rsi_14' => '—'
'stoch_rsi_14_action' => '—'
'momentum_10' => '—'
'momentum_10_action' => '—'
'vwma_10' => '—'
'vwma_10_action' => '—'
'hma_9' => '—'
'hma_9_action' => '—'
'stochastic_fast_14' => '—'
'stochastic_fast_14_action' => '—'
'cci_20' => '—'
'cci_20_action' => '—'
'adx_14' => '—'
'adx_14_action' => '—'
'ao_5_34' => '—'
'ao_5_34_action' => '—'
'macd_12_26' => '—'
'macd_12_26_action' => '—'
'williams_percent_r_14' => '—'
'williams_percent_r_14_action' => '—'
'ultimate_oscillator' => '—'
'ultimate_oscillator_action' => '—'
'ichimoku_cloud' => '—'
'ichimoku_cloud_action' => '—'
'sell_signals' => 0
'buy_signals' => 0
'sell_pct' => 0
'buy_pct' => 0
'overall_action' => 'neutral'
'overall_action_label' => 'Neutral'
'overall_action_dir' => 0
'last_updated' => 1767711872
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de Bitcoin Core para 2026
La previsión del precio de Bitcoin Core para 2026 sugiere que el precio medio podría oscilar entre $0.000971 en el extremo inferior y $0.002899 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, Bitcoin Core podría potencialmente ganar 3.13% para 2026 si BTCC alcanza el objetivo de precio previsto.
Predicción de precio de Bitcoin Core 2027-2032
La predicción del precio de BTCC para 2027-2032 está actualmente dentro de un rango de precios de $0.001695 en el extremo inferior y $0.010561 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Bitcoin Core alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Bitcoin Core | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.000934 | $0.001695 | $0.002456 |
| 2028 | $0.001687 | $0.00291 | $0.004132 |
| 2029 | $0.0037065 | $0.007949 | $0.012192 |
| 2030 | $0.003152 | $0.006133 | $0.009114 |
| 2031 | $0.003726 | $0.006023 | $0.00832 |
| 2032 | $0.005688 | $0.010561 | $0.015433 |
Predicción de precio de Bitcoin Core 2032-2037
La predicción de precio de Bitcoin Core para 2032-2037 se estima actualmente entre $0.010561 en el extremo inferior y $0.0963093 en el extremo superior. Comparado con el precio actual, Bitcoin Core podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Bitcoin Core | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.005688 | $0.010561 | $0.015433 |
| 2033 | $0.013219 | $0.027164 | $0.0411089 |
| 2034 | $0.010628 | $0.017218 | $0.023808 |
| 2035 | $0.012565 | $0.0203087 | $0.028051 |
| 2036 | $0.020800046 | $0.039419 | $0.058038 |
| 2037 | $0.054017 | $0.0963093 | $0.1386016 |
Bitcoin Core Histograma de precios potenciales
Pronóstico de precio de Bitcoin Core basado en análisis técnico
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Bitcoin Core es Neutral, con 0 indicadores técnicos mostrando señales alcistas y 0 indicando señales bajistas. La predicción de precio de BTCC 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 Bitcoin Core
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de Bitcoin Core disminuir durante el próximo mes, alcanzando — para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Bitcoin Core alcance — 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 —, lo que sugiere que el mercado de BTCC está en un estado —.
Promedios Móviles y Osciladores Populares de BTCC 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 | — | — |
| SMA 5 | — | — |
| SMA 10 | — | — |
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | — | — |
| EMA 5 | — | — |
| EMA 10 | — | — |
| EMA 21 | — | — |
| EMA 50 | — | — |
| EMA 100 | — | — |
| EMA 200 | — | — |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | — | — |
| EMA 50 | — | — |
| EMA 100 | — | — |
| EMA 200 | — | — |
Osciladores de Bitcoin Core
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) | — | — |
| Stoch RSI (14) | — | — |
| Estocástico Rápido (14) | — | — |
| Índice de Canal de Materias Primas (20) | — | — |
| Índice Direccional Medio (14) | — | — |
| Oscilador Asombroso (5, 34) | — | — |
| Momentum (10) | — | — |
| MACD (12, 26) | — | — |
| Rango Percentil de Williams (14) | — | — |
| Oscilador Ultimate (7, 14, 28) | — | — |
| VWMA (10) | — | — |
| Promedio Móvil de Hull (9) | — | — |
| Nube Ichimoku B/L (9, 26, 52, 26) | — | — |
Predicción de precios de Bitcoin Core basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de Bitcoin Core
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 Bitcoin Core por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.00395 | $0.00555 | $0.007799 | $0.010959 | $0.01540048 | $0.02164 |
| Amazon.com acción | $0.005865 | $0.012239 | $0.025538 | $0.053286 | $0.111185 | $0.231995 |
| Apple acción | $0.003987 | $0.005655 | $0.008022 | $0.011379 | $0.01614 | $0.022894 |
| Netflix acción | $0.004435 | $0.006998 | $0.011042 | $0.017424 | $0.027492 | $0.043378 |
| Google acción | $0.00364 | $0.004714 | $0.0061051 | $0.0079062 | $0.010238 | $0.013258 |
| Tesla acción | $0.006372 | $0.014446 | $0.032749 | $0.07424 | $0.168298 | $0.381519 |
| Kodak acción | $0.0021081 | $0.00158 | $0.001185 | $0.000888 | $0.000666 | $0.000499 |
| Nokia acción | $0.001862 | $0.001233 | $0.000817 | $0.000541 | $0.000358 | $0.000237 |
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 Bitcoin Core
Podría preguntarse cosas como: "¿Debo invertir en Bitcoin Core ahora?", "¿Debería comprar BTCC hoy?", "¿Será Bitcoin Core una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de Bitcoin Core regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como Bitcoin Core, 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 Bitcoin Core a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de Bitcoin Core es de $0.002811 USD hoy, pero dicho precio puede subir y bajar, y su inversión puede perderse porque estos son activos de criptomonedas conllevan un alto riesgo
Predicción de precios de Bitcoin Core basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Bitcoin Core ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.002884 | $0.002959 | $0.003036 | $0.003115 |
| Si Bitcoin Core ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.002957 | $0.003111 | $0.003272 | $0.003442 |
| Si Bitcoin Core ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.003176 | $0.003589 | $0.004055 | $0.004583 |
| Si Bitcoin Core ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.003541 | $0.004462 | $0.005622 | $0.007084 |
| Si Bitcoin Core ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.004272 | $0.006493 | $0.009869 | $0.01500078 |
| Si Bitcoin Core ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.006464 | $0.014866 | $0.034188 | $0.078623 |
| Si Bitcoin Core ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.010118 | $0.036419 | $0.131086 | $0.47182 |
Cuadro de preguntas
¿Es BTCC una buena inversión?
La decisión de adquirir Bitcoin Core depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de Bitcoin Core ha experimentado una caída de 0% durante las últimas 24 horas, y Bitcoin Core ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en Bitcoin Core dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede Bitcoin Core subir?
Parece que el valor medio de Bitcoin Core podría potencialmente aumentar hasta $0.002899 para el final de este año. Mirando las perspectivas de Bitcoin Core en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.009114. 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 Bitcoin Core la próxima semana?
Basado en nuestro nuevo pronóstico experimental de Bitcoin Core, el precio de Bitcoin Core aumentará en un 0.86% durante la próxima semana y alcanzará $0.002835 para el 13 de enero de 2026.
¿Cuál será el precio de Bitcoin Core el próximo mes?
Basado en nuestro nuevo pronóstico experimental de Bitcoin Core, el precio de Bitcoin Core disminuirá en un -11.62% durante el próximo mes y alcanzará $0.002484 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de Bitcoin Core este año en 2026?
Según nuestra predicción más reciente sobre el valor de Bitcoin Core en 2026, se anticipa que BTCC fluctúe dentro del rango de $0.000971 y $0.002899. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de Bitcoin Core no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará Bitcoin Core en 5 años?
El futuro de Bitcoin Core parece estar en una tendencia alcista, con un precio máximo de $0.009114 proyectada después de un período de cinco años. Basado en el pronóstico de Bitcoin Core para 2030, el valor de Bitcoin Core podría potencialmente alcanzar su punto más alto de aproximadamente $0.009114, mientras que su punto más bajo se anticipa que esté alrededor de $0.003152.
¿Cuánto será Bitcoin Core en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de Bitcoin Core, se espera que el valor de BTCC en 2026 crezca en un 3.13% hasta $0.002899 si ocurre lo mejor. El precio estará entre $0.002899 y $0.000971 durante 2026.
¿Cuánto será Bitcoin Core en 2027?
Según nuestra última simulación experimental para la predicción de precios de Bitcoin Core, el valor de BTCC podría disminuir en un -12.62% hasta $0.002456 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.002456 y $0.000934 a lo largo del año.
¿Cuánto será Bitcoin Core en 2028?
Nuestro nuevo modelo experimental de predicción de precios de Bitcoin Core sugiere que el valor de BTCC en 2028 podría aumentar en un 47.02% , alcanzando $0.004132 en el mejor escenario. Se espera que el precio oscile entre $0.004132 y $0.001687 durante el año.
¿Cuánto será Bitcoin Core en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de Bitcoin Core podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.012192 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.012192 y $0.0037065.
¿Cuánto será Bitcoin Core en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de Bitcoin Core, se espera que el valor de BTCC en 2030 aumente en un 224.23% , alcanzando $0.009114 en el mejor escenario. Se pronostica que el precio oscile entre $0.009114 y $0.003152 durante el transcurso de 2030.
¿Cuánto será Bitcoin Core en 2031?
Nuestra simulación experimental indica que el precio de Bitcoin Core podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.00832 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.00832 y $0.003726 durante el año.
¿Cuánto será Bitcoin Core en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de Bitcoin Core, BTCC podría experimentar un 449.04% aumento en valor, alcanzando $0.015433 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.015433 y $0.005688 a lo largo del año.
¿Cuánto será Bitcoin Core en 2033?
Según nuestra predicción experimental de precios de Bitcoin Core, se anticipa que el valor de BTCC aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $0.0411089. A lo largo del año, el precio de BTCC podría oscilar entre $0.0411089 y $0.013219.
¿Cuánto será Bitcoin Core en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de Bitcoin Core sugieren que BTCC podría aumentar en un 746.96% en 2034, alcanzando potencialmente $0.023808 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $0.023808 y $0.010628.
¿Cuánto será Bitcoin Core en 2035?
Basado en nuestra predicción experimental para el precio de Bitcoin Core, BTCC podría crecer en un 897.93% , con el valor potencialmente alcanzando $0.028051 en 2035. El rango de precios esperado para el año está entre $0.028051 y $0.012565.
¿Cuánto será Bitcoin Core en 2036?
Nuestra reciente simulación de predicción de precios de Bitcoin Core sugiere que el valor de BTCC podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $0.058038 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $0.058038 y $0.020800046.
¿Cuánto será Bitcoin Core en 2037?
Según la simulación experimental, el valor de Bitcoin Core podría aumentar en un 4830.69% en 2037, con un máximo de $0.1386016 bajo condiciones favorables. Se espera que el precio caiga entre $0.1386016 y $0.054017 durante el transcurso del año.
Predicciones relacionadas
Predicción de precios de SolPod
Predicción de precios de zuzalu
Predicción de precios de SOFT COQ INU
Predicción de precios de All Street Bets
Predicción de precios de MagicRing
Predicción de precios de AI INU
Predicción de precios de Wall Street Baby On Solana
Predicción de precios de Meta Masters Guild Games
Predicción de precios de Morfey
Predicción de precios de PANTIESPredicción de precios de Celer Bridged BUSD (zkSync)
Predicción de precios de Bridged BUSD
Predicción de precios de Multichain Bridged BUSD (Moonriver)
Predicción de precios de tooker kurlson
Predicción de precios de dogwifsaudihatPredicción de precios de Harmony Horizen Bridged BUSD (Harmony)
Predicción de precios de IoTeX Bridged BUSD (IoTeX)
Predicción de precios de MIMANY
Predicción de precios de The Open League MEME
Predicción de precios de Sandwich Cat
Predicción de precios de Hege
Predicción de precios de DexNet
Predicción de precios de SolDocs
Predicción de precios de Secret Society
Predicción de precios de duk
¿Cómo leer y predecir los movimientos de precio de Bitcoin Core?
Los traders de Bitcoin Core 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 Bitcoin Core
Las medias móviles son herramientas populares para la predicción de precios de Bitcoin Core. Una media móvil simple (SMA) calcula el precio de cierre promedio de BTCC 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 BTCC 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 BTCC.
¿Cómo leer gráficos de Bitcoin Core 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 Bitcoin Core 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 BTCC 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 Bitcoin Core?
La acción del precio de Bitcoin Core 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 BTCC. La capitalización de mercado de Bitcoin Core puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de BTCC, grandes poseedores de Bitcoin Core, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de Bitcoin Core.
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


