Predicción del precio de ChompCoin - Pronóstico de CHOMP
Predicción de precio de ChompCoin hasta $0.011424 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.003827 | $0.011424 |
| 2027 | $0.003684 | $0.009678 |
| 2028 | $0.006649 | $0.016285 |
| 2029 | $0.0146063 | $0.048048 |
| 2030 | $0.012422 | $0.035915 |
| 2031 | $0.014686 | $0.032787 |
| 2032 | $0.022418 | $0.060818 |
| 2033 | $0.052095 | $0.161998 |
| 2034 | $0.041881 | $0.09382 |
| 2035 | $0.049517 | $0.110544 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en ChompCoin hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,955.22, equivalente a un ROI del 39.55% en los próximos 90 días.
Predicción del precio a largo plazo de ChompCoin para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'ChompCoin'
'name_with_ticker' => 'ChompCoin <small>CHOMP</small>'
'name_lang' => 'ChompCoin'
'name_lang_with_ticker' => 'ChompCoin <small>CHOMP</small>'
'name_with_lang' => 'ChompCoin'
'name_with_lang_with_ticker' => 'ChompCoin <small>CHOMP</small>'
'image' => '/uploads/coins/chompcoin.png?1717137328'
'price_for_sd' => 0.01107
'ticker' => 'CHOMP'
'marketcap' => '$1.04M'
'low24h' => '$0.009147'
'high24h' => '$0.01107'
'volume24h' => '$8.48K'
'current_supply' => '93.69M'
'max_supply' => '93.69M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.01107'
'change_24h_pct' => '21.0921%'
'ath_price' => '$0.9615'
'ath_days' => 574
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '11 jun. 2024'
'ath_pct' => '-98.85%'
'fdv' => '$1.04M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$0.546188'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.011172'
'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' => '$0.00979'
'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' => '$0.003827'
'current_year_max_price_prediction' => '$0.011424'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.012422'
'grand_prediction_max_price' => '$0.035915'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.01128722938733
107 => 0.011329371804598
108 => 0.011424320822548
109 => 0.010612991859944
110 => 0.010977254744786
111 => 0.011191225062814
112 => 0.010224499381657
113 => 0.011172116004358
114 => 0.010598868427749
115 => 0.010404299590359
116 => 0.01066626089741
117 => 0.010564174321286
118 => 0.01047640627786
119 => 0.010427430201582
120 => 0.010619785673866
121 => 0.010610812061169
122 => 0.010296081173924
123 => 0.0098855275615852
124 => 0.010023322829849
125 => 0.0099732605170513
126 => 0.0097918282373051
127 => 0.0099140916876371
128 => 0.0093757053284915
129 => 0.0084494395804693
130 => 0.0090613591058999
131 => 0.0090378008698112
201 => 0.0090259217388943
202 => 0.0094857623500419
203 => 0.009441559285608
204 => 0.0093613302908228
205 => 0.0097903547688996
206 => 0.009633755063208
207 => 0.010116358456618
208 => 0.010434232264349
209 => 0.010353609184568
210 => 0.010652571037156
211 => 0.010026497354523
212 => 0.010234453918177
213 => 0.010277313477731
214 => 0.0097850606734358
215 => 0.0094487914536179
216 => 0.0094263661304058
217 => 0.0088433216439945
218 => 0.0091547793024648
219 => 0.009428849152925
220 => 0.0092975909632341
221 => 0.0092560385416049
222 => 0.009468320852088
223 => 0.0094848170056876
224 => 0.0091087029554332
225 => 0.009186908976464
226 => 0.0095130410848318
227 => 0.009178691284102
228 => 0.0085291042370137
301 => 0.0083679976680923
302 => 0.008346503082015
303 => 0.0079095692895769
304 => 0.0083787635793886
305 => 0.0081739476982606
306 => 0.0088209586126731
307 => 0.0084513894483498
308 => 0.0084354580603243
309 => 0.0084113754306974
310 => 0.0080352884660382
311 => 0.0081176276097251
312 => 0.008391335463946
313 => 0.0084889975098716
314 => 0.00847881055836
315 => 0.0083899941461395
316 => 0.0084306538448404
317 => 0.0082996747885466
318 => 0.0082534233576759
319 => 0.0081074411193897
320 => 0.0078928875577316
321 => 0.0079227225464137
322 => 0.0074976357997758
323 => 0.0072660259791463
324 => 0.0072019194333644
325 => 0.0071161934811479
326 => 0.0072116024077753
327 => 0.0074964315824319
328 => 0.0071528671679157
329 => 0.0065638500774693
330 => 0.0065992510082414
331 => 0.0066787863890557
401 => 0.0065305727330875
402 => 0.0063903009463429
403 => 0.0065122558843076
404 => 0.0062626815782103
405 => 0.0067089462515922
406 => 0.0066968760428195
407 => 0.006863215916234
408 => 0.0069672316527179
409 => 0.0067275090556171
410 => 0.0066672194707251
411 => 0.0067015631582884
412 => 0.0061339385043755
413 => 0.0068168288721018
414 => 0.0068227345363595
415 => 0.006772166653552
416 => 0.0071357846924915
417 => 0.0079031321699643
418 => 0.0076144251824583
419 => 0.007502629110681
420 => 0.0072901046965101
421 => 0.0075732808599418
422 => 0.0075515373488266
423 => 0.0074532049455817
424 => 0.0073937332012834
425 => 0.0075033117136562
426 => 0.0073801552109487
427 => 0.007358032918948
428 => 0.0072239958987153
429 => 0.007176150780788
430 => 0.0071407281602437
501 => 0.0071017313355792
502 => 0.0071877486133858
503 => 0.0069928221453607
504 => 0.0067577599337997
505 => 0.0067382170543168
506 => 0.0067921766627967
507 => 0.0067683035528647
508 => 0.0067381027590511
509 => 0.0066804412189641
510 => 0.0066633342717641
511 => 0.0067189235510531
512 => 0.0066561664957922
513 => 0.0067487679493833
514 => 0.0067235854778787
515 => 0.0065829182391271
516 => 0.0064075947779606
517 => 0.0064060340314028
518 => 0.0063682608792826
519 => 0.006320151090826
520 => 0.0063067680482803
521 => 0.0065019851795922
522 => 0.0069060787990507
523 => 0.0068267455524102
524 => 0.0068840719535061
525 => 0.0071660611088733
526 => 0.0072556969816548
527 => 0.0071920755622965
528 => 0.0071049866394806
529 => 0.0071088181101007
530 => 0.0074064273229724
531 => 0.0074249888445243
601 => 0.0074718878213122
602 => 0.0075321662601339
603 => 0.0072023412410792
604 => 0.0070932833813639
605 => 0.0070416057171311
606 => 0.0068824585130672
607 => 0.0070540851284001
608 => 0.00695408564943
609 => 0.0069675789956117
610 => 0.0069587914362094
611 => 0.0069635900378552
612 => 0.0067088215115211
613 => 0.0068016457722777
614 => 0.0066473074352084
615 => 0.0064406657271639
616 => 0.0064399729917006
617 => 0.0064905482569954
618 => 0.0064604641101877
619 => 0.0063795084446624
620 => 0.0063910078148503
621 => 0.0062902612317984
622 => 0.0064032402741086
623 => 0.0064064801087836
624 => 0.0063629770234841
625 => 0.0065370368262665
626 => 0.0066083492694857
627 => 0.0065797146068152
628 => 0.0066063401852186
629 => 0.0068300422069762
630 => 0.0068665153973262
701 => 0.0068827143791959
702 => 0.0068610098894443
703 => 0.0066104290475208
704 => 0.0066215433734121
705 => 0.0065399938244926
706 => 0.0064710930491354
707 => 0.0064738487188127
708 => 0.0065092726738202
709 => 0.0066639711629251
710 => 0.0069895250132724
711 => 0.0070018795439163
712 => 0.0070168535954638
713 => 0.0069559466024648
714 => 0.0069375764705748
715 => 0.006961811416271
716 => 0.0070840723256532
717 => 0.0073985605780973
718 => 0.0072873994257194
719 => 0.0071970236785097
720 => 0.0072763075739391
721 => 0.0072641024396854
722 => 0.0071610788237718
723 => 0.0071581872940039
724 => 0.0069604520364232
725 => 0.0068873538139095
726 => 0.00682626746787
727 => 0.0067595627726943
728 => 0.0067200179934325
729 => 0.0067807767471594
730 => 0.0067946729930132
731 => 0.0066618229161081
801 => 0.0066437159415239
802 => 0.0067522041820926
803 => 0.0067044625522676
804 => 0.0067535660024781
805 => 0.0067649584241285
806 => 0.0067631239818531
807 => 0.0067132762372245
808 => 0.0067450477031696
809 => 0.0066698987146795
810 => 0.0065881854767097
811 => 0.0065360575217995
812 => 0.0064905689673706
813 => 0.006515808661178
814 => 0.0064258337613404
815 => 0.0063970489800454
816 => 0.006734284245388
817 => 0.0069834035617866
818 => 0.0069797812682641
819 => 0.0069577314880241
820 => 0.006924969987222
821 => 0.0070816756178107
822 => 0.0070270825095416
823 => 0.0070668035572142
824 => 0.007076914230934
825 => 0.0071075161951438
826 => 0.0071184537670211
827 => 0.0070853928281758
828 => 0.0069744362793575
829 => 0.0066979431091345
830 => 0.0065692347920166
831 => 0.0065267589035612
901 => 0.0065283028214333
902 => 0.0064857146741663
903 => 0.0064982587922033
904 => 0.006481352341835
905 => 0.006449335614947
906 => 0.0065138317185135
907 => 0.0065212642936267
908 => 0.0065062101323833
909 => 0.0065097559323247
910 => 0.0063851139069453
911 => 0.0063945901694267
912 => 0.0063418251357453
913 => 0.006331932328022
914 => 0.0061985469176526
915 => 0.0059622353286589
916 => 0.0060931748882824
917 => 0.0059350183131455
918 => 0.0058751220216779
919 => 0.0061586617497008
920 => 0.0061302022251752
921 => 0.0060814918902452
922 => 0.0060094391527606
923 => 0.0059827140915435
924 => 0.005820341079715
925 => 0.0058107472159499
926 => 0.0058912236650522
927 => 0.005854086552817
928 => 0.0058019319823146
929 => 0.0056130334147788
930 => 0.0054006488827022
1001 => 0.005407059436724
1002 => 0.0054746150048229
1003 => 0.0056710419301799
1004 => 0.0055942945322226
1005 => 0.0055386134144296
1006 => 0.0055281860148353
1007 => 0.0056587067519985
1008 => 0.0058434209400242
1009 => 0.0059300847042989
1010 => 0.0058442035459203
1011 => 0.005745547895345
1012 => 0.0057515526076693
1013 => 0.005791499268604
1014 => 0.0057956970978529
1015 => 0.0057314824112931
1016 => 0.00574955846942
1017 => 0.0057220992842158
1018 => 0.0055535823153036
1019 => 0.0055505343777091
1020 => 0.0055091775958348
1021 => 0.0055079253289159
1022 => 0.005437567126015
1023 => 0.0054277235270659
1024 => 0.0052880230447686
1025 => 0.0053799743252687
1026 => 0.0053182982339681
1027 => 0.005225337816459
1028 => 0.0052093114054416
1029 => 0.0052088296321739
1030 => 0.0053042791953868
1031 => 0.0053788589415491
1101 => 0.0053193711159821
1102 => 0.0053058268912236
1103 => 0.0054504437770634
1104 => 0.0054320399601281
1105 => 0.005416102373354
1106 => 0.0058268818104494
1107 => 0.0055017178324692
1108 => 0.0053599277783589
1109 => 0.0051844356611963
1110 => 0.0052415767794525
1111 => 0.0052536172526467
1112 => 0.0048315903457025
1113 => 0.0046603740821153
1114 => 0.004601619112601
1115 => 0.0045678047969721
1116 => 0.0045832144052176
1117 => 0.0044290996863245
1118 => 0.0045326673262429
1119 => 0.0043992170066743
1120 => 0.0043768436263137
1121 => 0.0046154693290246
1122 => 0.0046486727015257
1123 => 0.0045070167989568
1124 => 0.0045979828204135
1125 => 0.004564997276511
1126 => 0.0044015046293777
1127 => 0.0043952604128277
1128 => 0.0043132255495406
1129 => 0.0041848568735759
1130 => 0.0041261889440687
1201 => 0.004095634177003
1202 => 0.0041082416693948
1203 => 0.0041018669354458
1204 => 0.0040602674843927
1205 => 0.0041042513672856
1206 => 0.0039918907218895
1207 => 0.0039471478075415
1208 => 0.0039269384711583
1209 => 0.0038272119311318
1210 => 0.0039859212049076
1211 => 0.0040171889312082
1212 => 0.0040485182645887
1213 => 0.0043212187222215
1214 => 0.0043075953780016
1215 => 0.0044307437749113
1216 => 0.0044259584546627
1217 => 0.0043908345369923
1218 => 0.004242652505945
1219 => 0.0043017152224297
1220 => 0.0041199293614737
1221 => 0.0042561356887389
1222 => 0.0041939768090873
1223 => 0.0042351197090025
1224 => 0.0041611410652492
1225 => 0.0042020839012056
1226 => 0.0040246036690702
1227 => 0.0038588751255164
1228 => 0.0039255691293603
1229 => 0.003998073138923
1230 => 0.004155280305333
1231 => 0.0040616490139502
]
'min_raw' => 0.0038272119311318
'max_raw' => 0.011424320822548
'avg_raw' => 0.0076257663768398
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.003827'
'max' => '$0.011424'
'avg' => '$0.007625'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.0072501080688682
'max_diff' => 0.00034700082254773
'year' => 2026
]
1 => [
'items' => [
101 => 0.0040953223669226
102 => 0.0039825222713163
103 => 0.0037497834543261
104 => 0.0037511007307549
105 => 0.0037152989342517
106 => 0.0036843609549251
107 => 0.0040724036940942
108 => 0.0040241444454306
109 => 0.0039472496486995
110 => 0.0040501763898019
111 => 0.0040773918538164
112 => 0.0040781666398165
113 => 0.004153259333201
114 => 0.0041933363171215
115 => 0.0042004000592411
116 => 0.0043185600347668
117 => 0.0043581656999952
118 => 0.0045212958298677
119 => 0.0041899360650382
120 => 0.0041831119287389
121 => 0.0040516247801256
122 => 0.0039682335517455
123 => 0.0040573346488771
124 => 0.004136266057423
125 => 0.0040540773990096
126 => 0.0040648095027011
127 => 0.0039544779438411
128 => 0.0039939162845512
129 => 0.0040278858964889
130 => 0.0040091298734184
131 => 0.0039810511990801
201 => 0.0041297945820442
202 => 0.0041214018974473
203 => 0.0042599151552591
204 => 0.0043678961449014
205 => 0.0045614173822513
206 => 0.0043594678825864
207 => 0.0043521080401421
208 => 0.0044240516805914
209 => 0.0043581546857987
210 => 0.0043997993118208
211 => 0.0045547077891757
212 => 0.0045579807612006
213 => 0.0045031542627968
214 => 0.0044998180653863
215 => 0.0045103480941409
216 => 0.0045720228014562
217 => 0.0045504717636479
218 => 0.0045754111702052
219 => 0.0046065982799908
220 => 0.0047356013891247
221 => 0.0047667036019989
222 => 0.0046911413493631
223 => 0.0046979637747414
224 => 0.0046697014180254
225 => 0.004642400335564
226 => 0.0047037691819343
227 => 0.0048159219548837
228 => 0.0048152242583039
301 => 0.0048412415216898
302 => 0.0048574500612406
303 => 0.0047878711441126
304 => 0.00474257782755
305 => 0.0047599461672087
306 => 0.0047877185205562
307 => 0.0047509399673246
308 => 0.0045239256992954
309 => 0.0045927873264878
310 => 0.0045813253845615
311 => 0.0045650021854386
312 => 0.0046342430840718
313 => 0.0046275646304843
314 => 0.0044275190171285
315 => 0.0044403252882491
316 => 0.004428297808891
317 => 0.0044671610552878
318 => 0.004356055942955
319 => 0.0043902311272042
320 => 0.0044116654823929
321 => 0.0044242904822654
322 => 0.0044699006388487
323 => 0.0044645488134041
324 => 0.0044695679618648
325 => 0.0045371957834428
326 => 0.0048792340979188
327 => 0.0048978504887107
328 => 0.0048061765718262
329 => 0.0048427984934335
330 => 0.0047724924122814
331 => 0.0048196893555686
401 => 0.0048519803054934
402 => 0.004706063711976
403 => 0.0046974234782988
404 => 0.0046268272189404
405 => 0.0046647616499431
406 => 0.0046044052426357
407 => 0.0046192145938115
408 => 0.0045778063568681
409 => 0.0046523329390684
410 => 0.0047356652382283
411 => 0.0047567182678884
412 => 0.004701336810752
413 => 0.0046612369859694
414 => 0.0045908349033546
415 => 0.0047079151357557
416 => 0.0047421529636653
417 => 0.0047077352990212
418 => 0.0046997599740824
419 => 0.0046846467477344
420 => 0.0047029663164969
421 => 0.0047419664971015
422 => 0.0047235747321487
423 => 0.0047357228169212
424 => 0.0046894268448188
425 => 0.0047878941776294
426 => 0.0049442839995866
427 => 0.0049447868184365
428 => 0.0049263949543452
429 => 0.0049188693998172
430 => 0.0049377405684866
501 => 0.0049479774033539
502 => 0.00500900330245
503 => 0.0050744865235593
504 => 0.0053800681439086
505 => 0.0052942620477191
506 => 0.0055653922404249
507 => 0.0057798210210059
508 => 0.005844118836468
509 => 0.0057849678716889
510 => 0.0055826156164518
511 => 0.0055726872494375
512 => 0.0058750869496802
513 => 0.0057896451835779
514 => 0.0057794821573735
515 => 0.0056713647292622
516 => 0.00573527551988
517 => 0.0057212972924571
518 => 0.0056992319766319
519 => 0.0058211693130663
520 => 0.0060494251214503
521 => 0.0060138493131442
522 => 0.005987293622558
523 => 0.0058709343166545
524 => 0.0059410086086003
525 => 0.005916056495423
526 => 0.0060232666086348
527 => 0.0059597577125629
528 => 0.0057889978781654
529 => 0.005816191944625
530 => 0.0058120816161865
531 => 0.0058966718841897
601 => 0.0058712799853947
602 => 0.0058071234404213
603 => 0.0060486449679118
604 => 0.0060329619033299
605 => 0.0060551969032594
606 => 0.0060649854378685
607 => 0.0062119953355653
608 => 0.0062722205868596
609 => 0.0062858927732949
610 => 0.0063431021040364
611 => 0.0062844693530295
612 => 0.0065190421615
613 => 0.0066750193914301
614 => 0.0068561949705087
615 => 0.0071209411869473
616 => 0.0072204882133676
617 => 0.0072025059340556
618 => 0.0074032334938526
619 => 0.0077639364568847
620 => 0.0072754143157768
621 => 0.0077898293165879
622 => 0.0076269714665379
623 => 0.007240838433757
624 => 0.0072159760186553
625 => 0.0074774697915512
626 => 0.0080574378119915
627 => 0.007912162400814
628 => 0.0080576754305207
629 => 0.0078879267519882
630 => 0.0078794972993449
701 => 0.0080494311160905
702 => 0.0084464907415267
703 => 0.0082578625970395
704 => 0.0079874178983984
705 => 0.0081871100552894
706 => 0.0080141182283537
707 => 0.0076243192249041
708 => 0.007912051311445
709 => 0.0077196530593131
710 => 0.0077758050977389
711 => 0.0081801976066399
712 => 0.008131540030079
713 => 0.008194507439719
714 => 0.0080833716098485
715 => 0.0079795532202376
716 => 0.007785768486374
717 => 0.0077283983801489
718 => 0.0077442534135493
719 => 0.0077283905231818
720 => 0.0076199697455587
721 => 0.0075965562889539
722 => 0.007557532835512
723 => 0.0075696278354867
724 => 0.007496252326302
725 => 0.0076347270722872
726 => 0.0076604292053773
727 => 0.0077611995776699
728 => 0.0077716618920141
729 => 0.0080523059444724
730 => 0.0078977319164101
731 => 0.0080014335197138
801 => 0.0079921574722369
802 => 0.0072492071074351
803 => 0.0073515791125982
804 => 0.0075108378265271
805 => 0.0074390919917722
806 => 0.0073376601673686
807 => 0.0072557485307324
808 => 0.0071316440253336
809 => 0.0073063187334665
810 => 0.0075359974000769
811 => 0.0077774869220269
812 => 0.0080676207596295
813 => 0.0080028662646068
814 => 0.0077720630717458
815 => 0.0077824167343757
816 => 0.0078464190027377
817 => 0.0077635302499897
818 => 0.0077390847386236
819 => 0.0078430605648624
820 => 0.0078437765892336
821 => 0.0077484030617565
822 => 0.0076424128391371
823 => 0.0076419687362343
824 => 0.0076231087998632
825 => 0.007891281892771
826 => 0.0080387499785125
827 => 0.008055656956886
828 => 0.0080376120041602
829 => 0.0080445567902858
830 => 0.0079587483604304
831 => 0.0081548809853804
901 => 0.0083348716775408
902 => 0.0082866303271015
903 => 0.008214309684881
904 => 0.0081567028099183
905 => 0.0082730599781331
906 => 0.0082678787765957
907 => 0.0083332996158652
908 => 0.0083303317487069
909 => 0.0083083331810627
910 => 0.0082866311127396
911 => 0.0083726773605501
912 => 0.0083478974230412
913 => 0.0083230789954449
914 => 0.0082733018393893
915 => 0.0082800673816083
916 => 0.0082077592265663
917 => 0.0081743061654478
918 => 0.007671252391343
919 => 0.0075368199851459
920 => 0.0075791151567595
921 => 0.0075930398254483
922 => 0.0075345346699915
923 => 0.0076184160341752
924 => 0.0076053432124196
925 => 0.007656201914526
926 => 0.007624427605478
927 => 0.0076257316342047
928 => 0.0077191731021177
929 => 0.0077462995577813
930 => 0.0077325028234935
1001 => 0.0077421655832643
1002 => 0.007964839803787
1003 => 0.0079331826503494
1004 => 0.0079163654185361
1005 => 0.0079210239066794
1006 => 0.0079779219442121
1007 => 0.0079938502882035
1008 => 0.0079263607754468
1009 => 0.0079581892198151
1010 => 0.0080937106963043
1011 => 0.0081411355432243
1012 => 0.0082924928893749
1013 => 0.0082281935985678
1014 => 0.0083462177296523
1015 => 0.0087089836712147
1016 => 0.0089987862068286
1017 => 0.0087322718184818
1018 => 0.0092644572690062
1019 => 0.0096788399797083
1020 => 0.0096629352810811
1021 => 0.0095906780706254
1022 => 0.0091189143714254
1023 => 0.0086847903818211
1024 => 0.0090479535330034
1025 => 0.0090488793105609
1026 => 0.0090176832738009
1027 => 0.0088239273687321
1028 => 0.0090109409882948
1029 => 0.0090257854502819
1030 => 0.0090174764990302
1031 => 0.0088689243008987
1101 => 0.0086421125513873
1102 => 0.0086864310243312
1103 => 0.0087590255870857
1104 => 0.0086215889349792
1105 => 0.0085776695970508
1106 => 0.0086593240022557
1107 => 0.0089224315091967
1108 => 0.0088726925590875
1109 => 0.0088713936740893
1110 => 0.0090841979952539
1111 => 0.0089318760273469
1112 => 0.0086869900222025
1113 => 0.0086251530762539
1114 => 0.0084056735764946
1115 => 0.0085572688487375
1116 => 0.0085627244927057
1117 => 0.0084796973113644
1118 => 0.0086937272203794
1119 => 0.0086917548970886
1120 => 0.0088949444415504
1121 => 0.0092833665360537
1122 => 0.0091684910096186
1123 => 0.0090349032707964
1124 => 0.0090494279619926
1125 => 0.0092087279744222
1126 => 0.0091124115504417
1127 => 0.009147047608047
1128 => 0.0092086755486007
1129 => 0.0092458572152724
1130 => 0.0090440780923519
1201 => 0.0089970337265879
1202 => 0.0089007974645636
1203 => 0.0088756912201364
1204 => 0.0089540736475197
1205 => 0.0089334226471962
1206 => 0.0085622659669555
1207 => 0.008523478028774
1208 => 0.0085246675994616
1209 => 0.0084271334846385
1210 => 0.0082783705486635
1211 => 0.0086693106622324
1212 => 0.0086379126999095
1213 => 0.0086032517795142
1214 => 0.0086074975444901
1215 => 0.0087771913976006
1216 => 0.0086787603930515
1217 => 0.0089404553511696
1218 => 0.008886658735051
1219 => 0.0088314824387222
1220 => 0.0088238553938585
1221 => 0.0088026172271923
1222 => 0.0087297836513202
1223 => 0.0086418327318352
1224 => 0.0085837599166131
1225 => 0.0079180647872431
1226 => 0.0080416139310837
1227 => 0.0081837459592136
1228 => 0.0082328093657657
1229 => 0.008148883013774
1230 => 0.008733097575234
1231 => 0.0088398392052443
]
'min_raw' => 0.0036843609549251
'max_raw' => 0.0096788399797083
'avg_raw' => 0.0066816004673167
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.003684'
'max' => '$0.009678'
'avg' => '$0.006681'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00014285097620672
'max_diff' => -0.0017454808428394
'year' => 2027
]
2 => [
'items' => [
101 => 0.0085165118453588
102 => 0.0084560304976933
103 => 0.0087370627223179
104 => 0.008567565936077
105 => 0.0086438903285428
106 => 0.0084789187392423
107 => 0.0088141282723346
108 => 0.008811574537322
109 => 0.0086811704578984
110 => 0.0087913870928586
111 => 0.0087722342402361
112 => 0.008625008355738
113 => 0.0088187955954752
114 => 0.0088188917115284
115 => 0.0086933806203124
116 => 0.008546811143683
117 => 0.0085206079830781
118 => 0.0085008674214617
119 => 0.0086390353605036
120 => 0.0087629163026087
121 => 0.0089934280231762
122 => 0.0090513841465502
123 => 0.0092775907544368
124 => 0.0091428957332402
125 => 0.0092026042915441
126 => 0.0092674263778743
127 => 0.0092985044698142
128 => 0.0092478643867404
129 => 0.0095992563591426
130 => 0.0096289246079852
131 => 0.0096388721151928
201 => 0.0095203847191834
202 => 0.0096256292591601
203 => 0.0095763888242378
204 => 0.0097044987565188
205 => 0.0097245880296901
206 => 0.0097075731300106
207 => 0.0097139497824028
208 => 0.0094140987237492
209 => 0.0093985498645177
210 => 0.009186540065599
211 => 0.0092729356257557
212 => 0.0091114232670897
213 => 0.0091626404997843
214 => 0.0091852165679404
215 => 0.0091734241111163
216 => 0.0092778203011001
217 => 0.0091890622128813
218 => 0.0089548150248911
219 => 0.0087205040164112
220 => 0.0087175624325654
221 => 0.0086558724799654
222 => 0.0086112819433141
223 => 0.0086198716626074
224 => 0.0086501429537718
225 => 0.0086095225208414
226 => 0.0086181909497154
227 => 0.0087621446264618
228 => 0.0087910135097027
229 => 0.0086929057646494
301 => 0.0082989890113806
302 => 0.0082023208520631
303 => 0.0082718040079676
304 => 0.0082385955347336
305 => 0.006649189592548
306 => 0.0070225969426729
307 => 0.0068007309749441
308 => 0.0069029770204359
309 => 0.0066765093192987
310 => 0.0067845915764705
311 => 0.006764632730103
312 => 0.0073650606991771
313 => 0.0073556858423017
314 => 0.0073601730901815
315 => 0.0071459850574127
316 => 0.0074871924094523
317 => 0.0076552834204865
318 => 0.0076241742479414
319 => 0.0076320037564502
320 => 0.0074974668598667
321 => 0.0073614757014235
322 => 0.0072106405778208
323 => 0.00749087359369
324 => 0.0074597164660624
325 => 0.0075311797068593
326 => 0.0077129308491202
327 => 0.0077396943952235
328 => 0.0077756648725956
329 => 0.0077627720170106
330 => 0.0080699321437265
331 => 0.0080327330256735
401 => 0.0081223721972647
402 => 0.0079379776203612
403 => 0.0077293176537011
404 => 0.0077689770917549
405 => 0.0077651575689493
406 => 0.0077165306597892
407 => 0.0076726324604555
408 => 0.0075995543268059
409 => 0.0078307843552021
410 => 0.0078213968383248
411 => 0.0079733698247732
412 => 0.0079465071232316
413 => 0.0077671114279188
414 => 0.0077735185802726
415 => 0.0078166097590242
416 => 0.0079657488206899
417 => 0.0080100234483539
418 => 0.0079895136767811
419 => 0.0080380587848011
420 => 0.0080764268588366
421 => 0.0080428772241747
422 => 0.0085178693010696
423 => 0.0083206194744108
424 => 0.0084167576674688
425 => 0.0084396860600341
426 => 0.0083809554646104
427 => 0.0083936920277728
428 => 0.0084129844504582
429 => 0.0085301242631602
430 => 0.008837533026368
501 => 0.0089736822749906
502 => 0.0093832940069571
503 => 0.0089623769751815
504 => 0.0089374015004438
505 => 0.0090111849424602
506 => 0.0092516703909299
507 => 0.0094465612592649
508 => 0.0095112178038156
509 => 0.0095197632335412
510 => 0.009641063209404
511 => 0.009710590093458
512 => 0.0096263342018282
513 => 0.0095549361556315
514 => 0.0092991972164067
515 => 0.009328799694976
516 => 0.0095327314169528
517 => 0.0098207969857636
518 => 0.010067987211917
519 => 0.0099814298101675
520 => 0.010641801685517
521 => 0.01070727485958
522 => 0.010698228583926
523 => 0.010847386218158
524 => 0.010551338689632
525 => 0.010424772635536
526 => 0.0095703732236215
527 => 0.0098104246078704
528 => 0.0101593533926
529 => 0.010113171359525
530 => 0.0098597699491614
531 => 0.010067794984225
601 => 0.0099990154020884
602 => 0.0099447660919901
603 => 0.010193292698297
604 => 0.0099200274857523
605 => 0.010156627363068
606 => 0.0098531855730984
607 => 0.0099818251970876
608 => 0.0099088031249128
609 => 0.0099560573548585
610 => 0.0096798100921588
611 => 0.0098288664095883
612 => 0.009673608859302
613 => 0.009673535247008
614 => 0.0096701079279803
615 => 0.0098527677473748
616 => 0.0098587242775275
617 => 0.0097237383950113
618 => 0.009704284820465
619 => 0.0097762148815941
620 => 0.0096920036185248
621 => 0.0097314055384955
622 => 0.0096931970625413
623 => 0.0096845955298104
624 => 0.0096160570535802
625 => 0.0095865287935156
626 => 0.0095981075851364
627 => 0.0095585832000582
628 => 0.0095347683283891
629 => 0.0096653705505937
630 => 0.0095955950517484
701 => 0.0096546764546741
702 => 0.0095873457393728
703 => 0.009353948145542
704 => 0.0092197187211952
705 => 0.0087788523024173
706 => 0.0089038814718896
707 => 0.0089867759406018
708 => 0.0089593793191869
709 => 0.0090182378630711
710 => 0.0090218512996363
711 => 0.0090027157870277
712 => 0.008980559314838
713 => 0.0089697747695058
714 => 0.0090501539347998
715 => 0.0090968167456914
716 => 0.008995095509522
717 => 0.0089712636471188
718 => 0.0090741094330694
719 => 0.0091368453030873
720 => 0.0096000517190585
721 => 0.0095657358916263
722 => 0.00965186188434
723 => 0.0096421654192716
724 => 0.0097324391805821
725 => 0.0098799986277868
726 => 0.0095799690133493
727 => 0.0096320437801722
728 => 0.0096192762499292
729 => 0.0097586687972959
730 => 0.0097591039656136
731 => 0.0096755311702931
801 => 0.0097208373384501
802 => 0.0096955486782946
803 => 0.009741248705163
804 => 0.0095652775828296
805 => 0.0097795914149228
806 => 0.0099010935476414
807 => 0.0099027806048721
808 => 0.0099603716514801
809 => 0.010018887490282
810 => 0.010131203547208
811 => 0.010015755056414
812 => 0.009808074460161
813 => 0.0098230683284062
814 => 0.0097013052708102
815 => 0.0097033521298067
816 => 0.0096924258360683
817 => 0.0097252164660704
818 => 0.009572473282138
819 => 0.0096083218021082
820 => 0.0095581336642213
821 => 0.009631934680962
822 => 0.0095525369866941
823 => 0.0096192700930396
824 => 0.0096480698895007
825 => 0.0097543417584579
826 => 0.0095368405452421
827 => 0.0090933408479575
828 => 0.0091865698612408
829 => 0.0090486768276138
830 => 0.0090614393528718
831 => 0.0090872216850337
901 => 0.0090036527110427
902 => 0.0090195950377192
903 => 0.0090190254656259
904 => 0.0090141172010335
905 => 0.0089923776833115
906 => 0.0089608510815821
907 => 0.0090864433594956
908 => 0.0091077839348393
909 => 0.0091552213902903
910 => 0.009296363080579
911 => 0.0092822596973689
912 => 0.0093052629005283
913 => 0.0092550470371888
914 => 0.0090637687227495
915 => 0.0090741560554913
916 => 0.0089446258497556
917 => 0.009151909011706
918 => 0.0091028216229521
919 => 0.0090711746640901
920 => 0.0090625394981576
921 => 0.0092040310513966
922 => 0.0092463675417341
923 => 0.009219986282052
924 => 0.0091658775487796
925 => 0.0092697823124735
926 => 0.009297582843848
927 => 0.0093038063575786
928 => 0.009487905677082
929 => 0.0093140954644505
930 => 0.0093559333101558
1001 => 0.009682340239209
1002 => 0.009386334195635
1003 => 0.0095431351986387
1004 => 0.0095354606054947
1005 => 0.0096156746927747
1006 => 0.0095288807090639
1007 => 0.0095299566245137
1008 => 0.0096011812998454
1009 => 0.0095011590887799
1010 => 0.0094763921827045
1011 => 0.0094421768793454
1012 => 0.0095168847424883
1013 => 0.0095616687276964
1014 => 0.0099225947582611
1015 => 0.010155769434233
1016 => 0.010145646706594
1017 => 0.010238149488257
1018 => 0.010196476137889
1019 => 0.010061901896679
1020 => 0.010291603716845
1021 => 0.010218916449812
1022 => 0.010224908699791
1023 => 0.010224685667948
1024 => 0.010273016346094
1025 => 0.010238769631186
1026 => 0.010171265840749
1027 => 0.010216078007111
1028 => 0.010349154120563
1029 => 0.010762226459991
1030 => 0.010993387213616
1031 => 0.010748310292369
1101 => 0.010917361070935
1102 => 0.010815990842747
1103 => 0.010797568856782
1104 => 0.010903745238475
1105 => 0.01101010746787
1106 => 0.011003332653674
1107 => 0.010926119136894
1108 => 0.010882503180486
1109 => 0.011212777814826
1110 => 0.011456118539326
1111 => 0.011439524333292
1112 => 0.011512765762002
1113 => 0.011727804861964
1114 => 0.011747465342307
1115 => 0.011744988573674
1116 => 0.011696258021786
1117 => 0.011907991942054
1118 => 0.012084624103446
1119 => 0.011684978306985
1120 => 0.01183715819453
1121 => 0.011905476648978
1122 => 0.012005788409281
1123 => 0.012175031163115
1124 => 0.012358873683202
1125 => 0.012384871031273
1126 => 0.012366424668729
1127 => 0.012245175584779
1128 => 0.012446338263956
1129 => 0.012564174643572
1130 => 0.012634343510996
1201 => 0.012812280083796
1202 => 0.011905898560495
1203 => 0.011264316668217
1204 => 0.011164124391183
1205 => 0.011367869326398
1206 => 0.011421595240979
1207 => 0.011399938392178
1208 => 0.010677779642346
1209 => 0.011160322374819
1210 => 0.011679497781615
1211 => 0.011699441423399
1212 => 0.011959351487486
1213 => 0.012043988858427
1214 => 0.012253250527209
1215 => 0.01224016115285
1216 => 0.012291113039118
1217 => 0.012279400082829
1218 => 0.012667013259004
1219 => 0.013094608153438
1220 => 0.013079801901913
1221 => 0.013018330076764
1222 => 0.013109626219613
1223 => 0.013550949974523
1224 => 0.01351031995524
1225 => 0.013549788558117
1226 => 0.014070134137073
1227 => 0.014746657408011
1228 => 0.014432344426834
1229 => 0.015114313154863
1230 => 0.015543576319549
1231 => 0.016285942576233
]
'min_raw' => 0.006649189592548
'max_raw' => 0.016285942576233
'avg_raw' => 0.01146756608439
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.006649'
'max' => '$0.016285'
'avg' => '$0.011467'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0029648286376229
'max_diff' => 0.0066071025965246
'year' => 2028
]
3 => [
'items' => [
101 => 0.016192994664665
102 => 0.016481992400657
103 => 0.016026598504144
104 => 0.01498092206746
105 => 0.014815439768666
106 => 0.015146739521531
107 => 0.015961207636191
108 => 0.015121089022154
109 => 0.015291043923601
110 => 0.015242096900551
111 => 0.015239488721704
112 => 0.01533903230006
113 => 0.015194639147811
114 => 0.014606355469717
115 => 0.01487596241261
116 => 0.01477185422437
117 => 0.014887370021002
118 => 0.015510761133084
119 => 0.015235145062645
120 => 0.014944805921668
121 => 0.015308955635866
122 => 0.015772643357458
123 => 0.015743626613167
124 => 0.015687322001186
125 => 0.016004708150911
126 => 0.016528937084841
127 => 0.016670634059159
128 => 0.016775231868734
129 => 0.01678965413948
130 => 0.016938212491554
131 => 0.016139376790926
201 => 0.017407149563379
202 => 0.017626058899665
203 => 0.017584913017306
204 => 0.017828221531475
205 => 0.017756633994465
206 => 0.017652914885078
207 => 0.018038610633242
208 => 0.017596441582014
209 => 0.016968838281332
210 => 0.016624522697993
211 => 0.01707794523328
212 => 0.017354834553315
213 => 0.017537840780389
214 => 0.017593218354127
215 => 0.016201388132373
216 => 0.01545126883729
217 => 0.015932086705303
218 => 0.016518717688555
219 => 0.016136118026195
220 => 0.016151115208602
221 => 0.015605628635499
222 => 0.01656698114636
223 => 0.016426920171775
224 => 0.017153556755687
225 => 0.016980139103313
226 => 0.017572683029623
227 => 0.017416646355516
228 => 0.018064345865841
301 => 0.018322730736274
302 => 0.018756599148125
303 => 0.019075754518044
304 => 0.01926316865573
305 => 0.019251917013876
306 => 0.019994545196741
307 => 0.019556643302758
308 => 0.019006535318363
309 => 0.018996585600494
310 => 0.019281494320703
311 => 0.019878584837369
312 => 0.020033401721027
313 => 0.020119923238484
314 => 0.019987412522663
315 => 0.019512101401456
316 => 0.019306864469201
317 => 0.019481732281769
318 => 0.019267883973561
319 => 0.019637046148765
320 => 0.020143984664107
321 => 0.020039303865341
322 => 0.020389236080993
323 => 0.02075137911025
324 => 0.021269259906949
325 => 0.021404653124276
326 => 0.021628452963976
327 => 0.021858816513444
328 => 0.021932803077061
329 => 0.022074066383689
330 => 0.022073321856334
331 => 0.022499028338975
401 => 0.02296859577236
402 => 0.023145846607952
403 => 0.023553425130728
404 => 0.02285546119373
405 => 0.023384874857575
406 => 0.023862419234446
407 => 0.023293071141496
408 => 0.024077784846536
409 => 0.024108253501503
410 => 0.024568294017454
411 => 0.024101954821439
412 => 0.023825044095452
413 => 0.024624474985666
414 => 0.025011294411603
415 => 0.02489478125247
416 => 0.024008110358502
417 => 0.023492029867109
418 => 0.022141347676641
419 => 0.023741289076379
420 => 0.024520573861261
421 => 0.024006092199171
422 => 0.024265566823918
423 => 0.025681176241608
424 => 0.026220148653943
425 => 0.026108046159879
426 => 0.026126989636011
427 => 0.026417809366666
428 => 0.027707464209738
429 => 0.026934673133804
430 => 0.027525442955426
501 => 0.027838785138636
502 => 0.02812983482115
503 => 0.027415108788091
504 => 0.026485260720492
505 => 0.026190738805117
506 => 0.023954937137201
507 => 0.023838553950792
508 => 0.023773224541489
509 => 0.023361331856861
510 => 0.023037697033645
511 => 0.022780330606433
512 => 0.022104924245308
513 => 0.022332854065426
514 => 0.021256397294056
515 => 0.021945076189093
516 => 0.020227025190028
517 => 0.02165786911421
518 => 0.020879125818768
519 => 0.021402030997424
520 => 0.021400206630516
521 => 0.020437372409373
522 => 0.019882029724456
523 => 0.020235915697546
524 => 0.020615309552202
525 => 0.020676864928686
526 => 0.02116875896444
527 => 0.021306036016592
528 => 0.020890080139719
529 => 0.020191422401806
530 => 0.020353704659637
531 => 0.01987874107968
601 => 0.019046385675017
602 => 0.019644197858177
603 => 0.019848317221455
604 => 0.019938467960701
605 => 0.019119942016879
606 => 0.018862743394268
607 => 0.018725813005695
608 => 0.020085760981067
609 => 0.020160262001067
610 => 0.019779104249365
611 => 0.021501973429919
612 => 0.021112035072961
613 => 0.0215476917549
614 => 0.020338979245701
615 => 0.020385153691299
616 => 0.019812929818967
617 => 0.02013333695146
618 => 0.019906883517418
619 => 0.02010745122148
620 => 0.020227670676323
621 => 0.020799800652348
622 => 0.021664401919511
623 => 0.020714343512783
624 => 0.020300389459885
625 => 0.020557204226137
626 => 0.021241135791321
627 => 0.022277327122387
628 => 0.021663880999102
629 => 0.021936117971625
630 => 0.021995589639142
701 => 0.021543257178841
702 => 0.022294005265399
703 => 0.022696337264051
704 => 0.023109046643793
705 => 0.023467390634368
706 => 0.02294420144185
707 => 0.023504088874069
708 => 0.023052918437137
709 => 0.022648171914067
710 => 0.02264878574747
711 => 0.022394882341145
712 => 0.021902912497502
713 => 0.021812185710162
714 => 0.022284157915432
715 => 0.022662634928124
716 => 0.022693808107672
717 => 0.022903352428749
718 => 0.023027358599485
719 => 0.024242787650906
720 => 0.024731643269945
721 => 0.025329406667341
722 => 0.025562269198726
723 => 0.026263101932357
724 => 0.025697122581099
725 => 0.025574669388277
726 => 0.023874678417127
727 => 0.024153051843418
728 => 0.024598754557949
729 => 0.023882027890728
730 => 0.024336625993342
731 => 0.024426373288502
801 => 0.023857673792834
802 => 0.024161440765525
803 => 0.023354725746688
804 => 0.021681986102424
805 => 0.022295867502801
806 => 0.022747890843723
807 => 0.022102797802151
808 => 0.02325910211062
809 => 0.022583613004578
810 => 0.022369515387158
811 => 0.021534244250292
812 => 0.021928460074358
813 => 0.022461642621035
814 => 0.022132197796313
815 => 0.022815845274001
816 => 0.02378407242453
817 => 0.024474088750921
818 => 0.024527059636494
819 => 0.024083425366128
820 => 0.024794352115626
821 => 0.024799530440859
822 => 0.023997602163205
823 => 0.023506425558298
824 => 0.023394829200218
825 => 0.023673618782456
826 => 0.024012120802688
827 => 0.024545844142763
828 => 0.024868361979113
829 => 0.025709317446072
830 => 0.025936855883348
831 => 0.026186851640571
901 => 0.026520923068057
902 => 0.02692206147091
903 => 0.02604439348229
904 => 0.026079264867655
905 => 0.025261992588793
906 => 0.024388619950127
907 => 0.025051400915438
908 => 0.025917898861525
909 => 0.025719123275297
910 => 0.02569675696123
911 => 0.025734370897593
912 => 0.025584500596981
913 => 0.024906642781767
914 => 0.024566226830581
915 => 0.025005450256982
916 => 0.025238877960529
917 => 0.025600903971695
918 => 0.025556276624377
919 => 0.026488816750385
920 => 0.026851173644803
921 => 0.026758467245085
922 => 0.026775527453737
923 => 0.027431557302658
924 => 0.028161197417487
925 => 0.028844601669518
926 => 0.029539789827579
927 => 0.028701713369381
928 => 0.028276189829278
929 => 0.028715221504471
930 => 0.028482265117795
1001 => 0.029820901614989
1002 => 0.029913585901656
1003 => 0.031252125600194
1004 => 0.03252255916445
1005 => 0.031724622604922
1006 => 0.032477040840705
1007 => 0.033290842508262
1008 => 0.034860797959542
1009 => 0.03433209219525
1010 => 0.033927111865677
1011 => 0.033544407411082
1012 => 0.034340754628473
1013 => 0.03536524260169
1014 => 0.035585907498697
1015 => 0.035943468932327
1016 => 0.035567536805397
1017 => 0.036020305644718
1018 => 0.037618778604233
1019 => 0.037186857100461
1020 => 0.036573459130258
1021 => 0.03783530001282
1022 => 0.038291955322937
1023 => 0.04149700144158
1024 => 0.045543504560218
1025 => 0.043868225698329
1026 => 0.042828326047844
1027 => 0.043072727132458
1028 => 0.044550373088609
1029 => 0.045024946071587
1030 => 0.043734893108737
1031 => 0.04419056162438
1101 => 0.046701339945913
1102 => 0.048048291960002
1103 => 0.046218950205078
1104 => 0.041171868855989
1105 => 0.036518229354374
1106 => 0.03775258410632
1107 => 0.037612646583937
1108 => 0.04031016466445
1109 => 0.037176555915442
1110 => 0.037229317850188
1111 => 0.039982617747884
1112 => 0.039248084538689
1113 => 0.038058234811698
1114 => 0.036526916574148
1115 => 0.033696133182243
1116 => 0.031188829389799
1117 => 0.036106229524361
1118 => 0.035894182288846
1119 => 0.035587106468182
1120 => 0.036270470477996
1121 => 0.039588692133395
1122 => 0.039512196384203
1123 => 0.039025569456315
1124 => 0.039394671692185
1125 => 0.037993529405167
1126 => 0.038354635675948
1127 => 0.036517492194101
1128 => 0.037347957773785
1129 => 0.038055681928572
1130 => 0.038197768030681
1201 => 0.038517895273828
1202 => 0.035782443031231
1203 => 0.037010580779499
1204 => 0.037731996645661
1205 => 0.034472613517006
1206 => 0.037667569120923
1207 => 0.03573482489352
1208 => 0.035078822473895
1209 => 0.035962043310173
1210 => 0.035617851291315
1211 => 0.035321935205134
1212 => 0.035156808944562
1213 => 0.035805348849198
1214 => 0.035775093687474
1215 => 0.034713956527318
1216 => 0.033329746359378
1217 => 0.033794332726889
1218 => 0.033625544144052
1219 => 0.03301383254569
1220 => 0.033426052304646
1221 => 0.031610845105851
1222 => 0.028487875466585
1223 => 0.030551004869431
1224 => 0.030471576631675
1225 => 0.030431525312414
1226 => 0.031981910037945
1227 => 0.031832876320046
1228 => 0.031562378662718
1229 => 0.033008864644087
1230 => 0.032480877802905
1231 => 0.034108008838081
]
'min_raw' => 0.014606355469717
'max_raw' => 0.048048291960002
'avg_raw' => 0.03132732371486
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.0146063'
'max' => '$0.048048'
'avg' => '$0.031327'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.007957165877169
'max_diff' => 0.031762349383769
'year' => 2029
]
4 => [
'items' => [
101 => 0.035179742574085
102 => 0.03490791623168
103 => 0.035915886990531
104 => 0.033805035858464
105 => 0.034506175931888
106 => 0.034650679929283
107 => 0.032991015231609
108 => 0.031857260079426
109 => 0.03178165153653
110 => 0.029815876343728
111 => 0.03086597758454
112 => 0.031790023220312
113 => 0.031347477069615
114 => 0.031207380178995
115 => 0.031923104809866
116 => 0.031978722743452
117 => 0.030710627963575
118 => 0.03097430502365
119 => 0.032073882196829
120 => 0.030946598500111
121 => 0.028756470418133
122 => 0.028213288372913
123 => 0.02814081787525
124 => 0.026667665088301
125 => 0.028249586394501
126 => 0.02755903535149
127 => 0.029740477822291
128 => 0.02849444958228
129 => 0.028440735795258
130 => 0.028359539528075
131 => 0.027091536069173
201 => 0.027369148240849
202 => 0.028291973381027
203 => 0.028621247787412
204 => 0.02858690176916
205 => 0.028287451034395
206 => 0.028424538047334
207 => 0.027982933014374
208 => 0.027826993086022
209 => 0.027334803777485
210 => 0.026611421464704
211 => 0.026712012212058
212 => 0.025278802567159
213 => 0.024497913886426
214 => 0.024281774191546
215 => 0.023992743158453
216 => 0.024314421015816
217 => 0.025274742464309
218 => 0.024116391053866
219 => 0.022130478809566
220 => 0.022249835519278
221 => 0.022517994608676
222 => 0.022018281919632
223 => 0.02154534579716
224 => 0.021956525385129
225 => 0.021115068187401
226 => 0.022619680690912
227 => 0.02257898513932
228 => 0.023139811636016
301 => 0.023490507953719
302 => 0.022682266480696
303 => 0.022478995935948
304 => 0.022594788076368
305 => 0.020681001925413
306 => 0.022983414478084
307 => 0.02300332583745
308 => 0.022832832690027
309 => 0.024058796295313
310 => 0.026645961890102
311 => 0.025672566124848
312 => 0.025295637863498
313 => 0.02457909696314
314 => 0.025533845168878
315 => 0.02546053540307
316 => 0.025129000840181
317 => 0.024928487702094
318 => 0.025297939307087
319 => 0.024882708559696
320 => 0.024808121707687
321 => 0.024356206535806
322 => 0.024194893380275
323 => 0.024075463541981
324 => 0.023943983024953
325 => 0.024233996282613
326 => 0.023576788086335
327 => 0.022784259428538
328 => 0.022718369245921
329 => 0.02290029783325
330 => 0.022819807976347
331 => 0.022717983891452
401 => 0.022523573983249
402 => 0.022465896716395
403 => 0.022653319852638
404 => 0.022441730059268
405 => 0.022753942325277
406 => 0.022669037864415
407 => 0.022194768447892
408 => 0.021603653157875
409 => 0.021598390991888
410 => 0.021471036172277
411 => 0.021308830661578
412 => 0.021263708799261
413 => 0.021921896987104
414 => 0.023284326838024
415 => 0.023016849258105
416 => 0.023210129221801
417 => 0.024160875346976
418 => 0.024463088950235
419 => 0.024248584892963
420 => 0.023954958509335
421 => 0.023967876580036
422 => 0.024971286819644
423 => 0.02503386828548
424 => 0.025191991460103
425 => 0.025395224425096
426 => 0.024283196345706
427 => 0.023915500157499
428 => 0.023741265304519
429 => 0.023204689394715
430 => 0.023783340510897
501 => 0.023446185285809
502 => 0.023491679044536
503 => 0.023462051174483
504 => 0.02347822999496
505 => 0.022619260121054
506 => 0.022932223596977
507 => 0.02241186111799
508 => 0.021715154172054
509 => 0.021712818566075
510 => 0.021883336604068
511 => 0.021781905802698
512 => 0.021508958124235
513 => 0.021547729053684
514 => 0.021208054915023
515 => 0.021588971644117
516 => 0.021599894972922
517 => 0.021453221283546
518 => 0.022040076061094
519 => 0.022280510942283
520 => 0.022183967177882
521 => 0.022273737174407
522 => 0.023027964159139
523 => 0.023150936066881
524 => 0.023205552065232
525 => 0.023132373862675
526 => 0.022287523059134
527 => 0.022324995784854
528 => 0.022050045787064
529 => 0.021817742012449
530 => 0.021827032945161
531 => 0.02194646728269
601 => 0.022468044039411
602 => 0.023565671575301
603 => 0.023607325737932
604 => 0.02365781179818
605 => 0.023452459618893
606 => 0.023390523436665
607 => 0.023472233248109
608 => 0.023884444440075
609 => 0.024944763540059
610 => 0.024569975953793
611 => 0.024265267812243
612 => 0.024532579001107
613 => 0.024491428538836
614 => 0.024144077224904
615 => 0.024134328230411
616 => 0.023467650004043
617 => 0.023221194243284
618 => 0.023015237362699
619 => 0.022790337825741
620 => 0.022657009841531
621 => 0.022861862221762
622 => 0.022908714384863
623 => 0.022460801075282
624 => 0.022399752146282
625 => 0.022765527823767
626 => 0.022604563585598
627 => 0.022770119296276
628 => 0.022808529641264
629 => 0.022802344691055
630 => 0.022634279539782
701 => 0.022741399255428
702 => 0.022488029193999
703 => 0.022212527307148
704 => 0.022036774267711
705 => 0.021883406430544
706 => 0.021968503820395
707 => 0.021665147163746
708 => 0.02156809726392
709 => 0.022705109506037
710 => 0.02354503267423
711 => 0.023532819858719
712 => 0.023458477485173
713 => 0.023348019797884
714 => 0.023876363772251
715 => 0.023692299296153
716 => 0.023826221581616
717 => 0.023860310423967
718 => 0.023963487082861
719 => 0.024000363870083
720 => 0.023888896606525
721 => 0.023514798855445
722 => 0.022582582827901
723 => 0.022148633750611
724 => 0.022005423327111
725 => 0.02201062875401
726 => 0.02186703984209
727 => 0.021909333211854
728 => 0.021852331934067
729 => 0.021744385304027
730 => 0.021961838420176
731 => 0.021986897866096
801 => 0.021936141710416
802 => 0.021948096622478
803 => 0.021527857331683
804 => 0.021559807212251
805 => 0.021381906217257
806 => 0.021348551925324
807 => 0.020898833701592
808 => 0.020102092680551
809 => 0.02054356454773
810 => 0.020010328612516
811 => 0.019808384084008
812 => 0.020764358073148
813 => 0.02066840479923
814 => 0.020504174504167
815 => 0.020261243669176
816 => 0.020171138259398
817 => 0.019623686313497
818 => 0.01959133993199
819 => 0.019862671898825
820 => 0.019737461532094
821 => 0.019561618756329
822 => 0.018924734047405
823 => 0.018208664769294
824 => 0.018230278399749
825 => 0.018458046714174
826 => 0.019120313807105
827 => 0.01886155459656
828 => 0.01867382182039
829 => 0.018638665114639
830 => 0.019078724892652
831 => 0.019701501673913
901 => 0.019993694605836
902 => 0.019704140284332
903 => 0.0193715158705
904 => 0.019391761177337
905 => 0.019526444133665
906 => 0.019540597408061
907 => 0.019324093108998
908 => 0.019385037801003
909 => 0.019292457240948
910 => 0.018724290514781
911 => 0.018714014180381
912 => 0.018574576902854
913 => 0.018570354797506
914 => 0.018333137204173
915 => 0.018299948823058
916 => 0.017828938893416
917 => 0.018138959055456
918 => 0.017931013807549
919 => 0.017617591269628
920 => 0.017563557105954
921 => 0.017561932773746
922 => 0.017883747640194
923 => 0.018135198461372
924 => 0.017934631104165
925 => 0.017888965804764
926 => 0.018376551732202
927 => 0.018314501978491
928 => 0.018260767291955
929 => 0.019645738843827
930 => 0.018549425789843
1001 => 0.018071370722944
1002 => 0.017479686797462
1003 => 0.017672342067128
1004 => 0.017712937363142
1005 => 0.016290044181402
1006 => 0.01571277659478
1007 => 0.015514680112921
1008 => 0.015400672786938
1009 => 0.015452627357003
1010 => 0.014933018822308
1011 => 0.015282204351155
1012 => 0.014832267281525
1013 => 0.01475683386758
1014 => 0.015561377084585
1015 => 0.015673324573157
1016 => 0.015195721807547
1017 => 0.015502420099933
1018 => 0.015391207035689
1019 => 0.014839980161187
1020 => 0.014818927349131
1021 => 0.014542341080067
1022 => 0.014109537126638
1023 => 0.01391173410624
1024 => 0.013808716575812
1025 => 0.013851223616638
1026 => 0.01382973075606
1027 => 0.013689475302453
1028 => 0.013837770034483
1029 => 0.013458938273761
1030 => 0.013308084414186
1031 => 0.013239947225599
1101 => 0.012903712233215
1102 => 0.013438811630478
1103 => 0.013544232952743
1104 => 0.01364986198758
1105 => 0.014569290619826
1106 => 0.014523358563638
1107 => 0.014938561981765
1108 => 0.014922427940447
1109 => 0.014804005199747
1110 => 0.014304399136332
1111 => 0.014503533208588
1112 => 0.013890629486491
1113 => 0.014349858628488
1114 => 0.014140285625948
1115 => 0.014279001785518
1116 => 0.01402957762308
1117 => 0.014167619253044
1118 => 0.013569232259125
1119 => 0.013010466903736
1120 => 0.013235330394122
1121 => 0.013479782724431
1122 => 0.014009817661837
1123 => 0.013694133225812
1124 => 0.013807665286356
1125 => 0.013427351888569
1126 => 0.012642656717781
1127 => 0.01264709800723
1128 => 0.012526389750718
1129 => 0.012422080193397
1130 => 0.013730393380785
1201 => 0.013567683954563
1202 => 0.01330842777876
1203 => 0.013655452472503
1204 => 0.01374721130955
1205 => 0.013749823554643
1206 => 0.014003003813194
1207 => 0.014138126162568
1208 => 0.014161942062298
1209 => 0.014560326669449
1210 => 0.014693859934946
1211 => 0.015243864557193
1212 => 0.014126661975271
1213 => 0.014103653923291
1214 => 0.013660335821602
1215 => 0.013379176472929
1216 => 0.013679587042748
1217 => 0.013945709797476
1218 => 0.013668604997406
1219 => 0.013704789034293
1220 => 0.013332798480494
1221 => 0.013465767599695
1222 => 0.013580298518025
1223 => 0.013517061276739
1224 => 0.013422392065817
1225 => 0.013923890766412
1226 => 0.013895594244335
1227 => 0.014362601363734
1228 => 0.014726666809306
1229 => 0.015379137172252
1230 => 0.014698250334468
1231 => 0.014673436111819
]
'min_raw' => 0.012422080193397
'max_raw' => 0.035915886990531
'avg_raw' => 0.024168983591964
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.012422'
'max' => '$0.035915'
'avg' => '$0.024168'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0021842752763198
'max_diff' => -0.012132404969471
'year' => 2030
]
5 => [
'items' => [
101 => 0.014915999118539
102 => 0.014693822799814
103 => 0.014834230563982
104 => 0.015356515310749
105 => 0.015367550364442
106 => 0.01518269899721
107 => 0.015171450774715
108 => 0.015206953501844
109 => 0.015414894083548
110 => 0.015342233254932
111 => 0.015426318205354
112 => 0.01553146772341
113 => 0.015966410712565
114 => 0.016071273994757
115 => 0.015816510584408
116 => 0.015839512867897
117 => 0.015744224359014
118 => 0.015652176853395
119 => 0.015859086203569
120 => 0.016237217107824
121 => 0.016234864775094
122 => 0.016322583795066
123 => 0.016377232017806
124 => 0.016142641840864
125 => 0.015989932261795
126 => 0.016048490831573
127 => 0.016142127259888
128 => 0.016018125799871
129 => 0.01525273134558
130 => 0.015484903129425
131 => 0.015446258391973
201 => 0.015391223586481
202 => 0.015624674110468
203 => 0.015602157237923
204 => 0.014927689485755
205 => 0.014970866722943
206 => 0.014930315236556
207 => 0.015061345385128
208 => 0.014686746741787
209 => 0.014801970761518
210 => 0.014874238186535
211 => 0.014916804255055
212 => 0.015070582082375
213 => 0.015052538029236
214 => 0.015069460438697
215 => 0.015297472360771
216 => 0.016450678418379
217 => 0.016513444879689
218 => 0.016204359868445
219 => 0.016327833234005
220 => 0.016090791372786
221 => 0.016249919162265
222 => 0.016358790354418
223 => 0.015866822371803
224 => 0.015837691220718
225 => 0.015599671003418
226 => 0.015727569586041
227 => 0.015524073744855
228 => 0.0155740045063
301 => 0.015434393744414
302 => 0.015685665319582
303 => 0.015966625984275
304 => 0.01603760774365
305 => 0.015850885294305
306 => 0.01571568593537
307 => 0.015478320398517
308 => 0.015873064576339
309 => 0.015988499803545
310 => 0.015872458244233
311 => 0.015845568879382
312 => 0.015794613581578
313 => 0.015856379286692
314 => 0.015987871118506
315 => 0.015925861998896
316 => 0.015966820114858
317 => 0.015810730012634
318 => 0.016142719499974
319 => 0.016669998703492
320 => 0.01667169399235
321 => 0.016609684538487
322 => 0.016584311605978
323 => 0.01664793706869
324 => 0.016682451272158
325 => 0.016888204351653
326 => 0.017108985603515
327 => 0.01813927537155
328 => 0.017849974127457
329 => 0.01876410850187
330 => 0.019487070106539
331 => 0.019703854680499
401 => 0.019504423072958
402 => 0.018822178316643
403 => 0.018788704134078
404 => 0.019808265836319
405 => 0.019520192956551
406 => 0.019485927604143
407 => 0.019121402146748
408 => 0.019336881839425
409 => 0.01928975326974
410 => 0.019215358516884
411 => 0.019626478760066
412 => 0.020396059154344
413 => 0.020276112832817
414 => 0.020186578467946
415 => 0.019794264944145
416 => 0.020030525311871
417 => 0.019946397520193
418 => 0.020307863902058
419 => 0.020093739224902
420 => 0.01951801052116
421 => 0.019609697214857
422 => 0.019595838955553
423 => 0.01988104095003
424 => 0.019795430390436
425 => 0.019579122119792
426 => 0.020393428812221
427 => 0.020340552265026
428 => 0.020415519119686
429 => 0.020448521847535
430 => 0.020944175981523
501 => 0.021147229621054
502 => 0.021193326352182
503 => 0.021386211605005
504 => 0.021188527191378
505 => 0.021979405792486
506 => 0.022505293913178
507 => 0.023116140027316
508 => 0.02400875038003
509 => 0.024344380129757
510 => 0.024283751619575
511 => 0.024960518601781
512 => 0.02617665382512
513 => 0.024529567318848
514 => 0.026263953409391
515 => 0.025714866797576
516 => 0.024412992318607
517 => 0.024329166950254
518 => 0.025210811462484
519 => 0.027166214135473
520 => 0.026676407943883
521 => 0.027167015282934
522 => 0.026594695761788
523 => 0.026566275273675
524 => 0.027139219001233
525 => 0.028477933250209
526 => 0.027841960291474
527 => 0.02693013710816
528 => 0.027603413157179
529 => 0.027020159134761
530 => 0.025705924579734
531 => 0.026676033398319
601 => 0.026027349258439
602 => 0.026216669776402
603 => 0.027580107353945
604 => 0.027416054937407
605 => 0.027628353955252
606 => 0.027253651745588
607 => 0.026903620796646
608 => 0.026250262036807
609 => 0.026056834718216
610 => 0.026110291070289
611 => 0.026056808227903
612 => 0.02569126000645
613 => 0.025612319902831
614 => 0.025480749605021
615 => 0.025521528741882
616 => 0.025274138089751
617 => 0.025741015363838
618 => 0.025827671900017
619 => 0.026167426245764
620 => 0.026202700669032
621 => 0.027148911685837
622 => 0.026627754558211
623 => 0.026977391753964
624 => 0.026946116912263
625 => 0.024441207886195
626 => 0.024786362248988
627 => 0.025323314122087
628 => 0.025081418031077
629 => 0.024739433553357
630 => 0.02446326275155
701 => 0.024044835746898
702 => 0.024633763720766
703 => 0.025408141380896
704 => 0.02622234016441
705 => 0.027200546654385
706 => 0.026982222353402
707 => 0.026204053274506
708 => 0.026238961370933
709 => 0.026454749487211
710 => 0.026175284270213
711 => 0.026092864521911
712 => 0.026443426279436
713 => 0.026445840405594
714 => 0.026124281898938
715 => 0.025766928463376
716 => 0.025765431139433
717 => 0.025701843547199
718 => 0.026606007853185
719 => 0.027103206800155
720 => 0.027160209858149
721 => 0.027099370040176
722 => 0.027122784871468
723 => 0.026833475759257
724 => 0.027494750597819
725 => 0.028101601782986
726 => 0.027938952701877
727 => 0.027695118607364
728 => 0.027500893006444
729 => 0.027893199322878
730 => 0.027875730540155
731 => 0.028096301467289
801 => 0.028086295095955
802 => 0.028012125389252
803 => 0.027938955350711
804 => 0.028229066282761
805 => 0.028145518993369
806 => 0.028061841931961
807 => 0.02789401477499
808 => 0.027916825272936
809 => 0.027673033279818
810 => 0.027560243948639
811 => 0.025864163027151
812 => 0.025410914783887
813 => 0.025553515907937
814 => 0.025600463900611
815 => 0.025403209684288
816 => 0.025686021560044
817 => 0.025641945628779
818 => 0.025813419293772
819 => 0.025706289992406
820 => 0.025710686616302
821 => 0.026025731049246
822 => 0.026117189788424
823 => 0.026070673135515
824 => 0.026103251804715
825 => 0.026854013485825
826 => 0.026747279182778
827 => 0.026690578711578
828 => 0.026706285129598
829 => 0.026898120835634
830 => 0.026951824359483
831 => 0.026724278755256
901 => 0.026831590577635
902 => 0.027288510697425
903 => 0.027448406879913
904 => 0.027958718739892
905 => 0.027741929191703
906 => 0.028139855789836
907 => 0.029362946489323
908 => 0.030340035971512
909 => 0.029441464103761
910 => 0.031235764506205
911 => 0.032632884746615
912 => 0.032579260944762
913 => 0.032335640714873
914 => 0.030745056465531
915 => 0.029281377125011
916 => 0.030505807044464
917 => 0.030508928368135
918 => 0.03040374875216
919 => 0.029750487190616
920 => 0.030381016665845
921 => 0.030431065805842
922 => 0.030403051596584
923 => 0.029902197489001
924 => 0.029137485840033
925 => 0.02928690866578
926 => 0.029531666302497
927 => 0.0290682890344
928 => 0.028920211920224
929 => 0.0291955154483
930 => 0.030082600777532
1001 => 0.029914902434576
1002 => 0.029910523153119
1003 => 0.030628007779449
1004 => 0.03011444362987
1005 => 0.029288793366131
1006 => 0.029080305785548
1007 => 0.02834031532854
1008 => 0.028851429372951
1009 => 0.02886982345749
1010 => 0.028589891518825
1011 => 0.02931150830016
1012 => 0.029304858474482
1013 => 0.029989926209876
1014 => 0.031299518420259
1015 => 0.03091220756253
1016 => 0.030461807174293
1017 => 0.030510778184742
1018 => 0.03104786929862
1019 => 0.030723131750572
1020 => 0.030839909637001
1021 => 0.031047692541303
1022 => 0.031173053126428
1023 => 0.030492740725732
1024 => 0.030334127362027
1025 => 0.03000966008561
1026 => 0.029925012629662
1027 => 0.030189284456071
1028 => 0.030119658166674
1029 => 0.02886827750591
1030 => 0.028737501264244
1031 => 0.02874151198487
1101 => 0.02841266890713
1102 => 0.027911104282194
1103 => 0.029229186169658
1104 => 0.029123325747551
1105 => 0.02900646403449
1106 => 0.029020778927536
1107 => 0.029592913600945
1108 => 0.029261046596874
1109 => 0.030143369419128
1110 => 0.029961990371924
1111 => 0.029775959636566
1112 => 0.029750244522304
1113 => 0.029678638560588
1114 => 0.029433075074457
1115 => 0.029136542408876
1116 => 0.02894074585784
1117 => 0.02669630825182
1118 => 0.027112862816204
1119 => 0.027592070872385
1120 => 0.027757491573073
1121 => 0.027474528017783
1122 => 0.029444248200303
1123 => 0.029804135058345
1124 => 0.028714014290496
1125 => 0.028510097204169
1126 => 0.029457616970534
1127 => 0.028886146721835
1128 => 0.029143479739833
1129 => 0.028587266508558
1130 => 0.02971744885296
1201 => 0.029708838757069
1202 => 0.029269172298771
1203 => 0.029640775378619
1204 => 0.029576200198793
1205 => 0.029079817850224
1206 => 0.029733185058791
1207 => 0.029733509120775
1208 => 0.029310339713836
1209 => 0.028816170490226
1210 => 0.0287278247048
1211 => 0.028661268023068
1212 => 0.029127110876126
1213 => 0.029544784121524
1214 => 0.030321970481232
1215 => 0.030517373597555
1216 => 0.031280044969285
1217 => 0.030825911301215
1218 => 0.031027222874255
1219 => 0.031245775064051
1220 => 0.031350557020829
1221 => 0.031179820445168
1222 => 0.032364563013526
1223 => 0.03246459158587
1224 => 0.032498130300933
1225 => 0.032098641772762
1226 => 0.032453481087232
1227 => 0.032287463523034
1228 => 0.032719395104069
1229 => 0.032787127491155
1230 => 0.032729760568943
1231 => 0.032751259897687
]
'min_raw' => 0.014686746741787
'max_raw' => 0.032787127491155
'avg_raw' => 0.023736937116471
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.014686'
'max' => '$0.032787'
'avg' => '$0.023736'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0022646665483894
'max_diff' => -0.0031287594993759
'year' => 2031
]
6 => [
'items' => [
101 => 0.031740291118504
102 => 0.031687867054018
103 => 0.030973061214912
104 => 0.031264349877926
105 => 0.030719799684251
106 => 0.030892482160154
107 => 0.030968598950153
108 => 0.030928839858647
109 => 0.031280818901887
110 => 0.030981564810565
111 => 0.03019178406164
112 => 0.029401788137478
113 => 0.029391870382167
114 => 0.029183878399921
115 => 0.029033538292389
116 => 0.029062499130702
117 => 0.029164560902337
118 => 0.029027606276684
119 => 0.029056832489843
120 => 0.029542182361518
121 => 0.029639515816926
122 => 0.029308738704815
123 => 0.027980620868779
124 => 0.027654697420485
125 => 0.027888964731776
126 => 0.027777000045726
127 => 0.022418206942868
128 => 0.023677175894283
129 => 0.022929139293898
130 => 0.023273868974865
131 => 0.02251031730901
201 => 0.022874724185128
202 => 0.022807431541117
203 => 0.024831816359393
204 => 0.024800208374906
205 => 0.024815337444422
206 => 0.024093187537811
207 => 0.025243591947549
208 => 0.025810322526991
209 => 0.025705435779782
210 => 0.025731833514358
211 => 0.025278232974461
212 => 0.02481972928917
213 => 0.024311178138971
214 => 0.025256003317219
215 => 0.025150954886101
216 => 0.025391898191852
217 => 0.026004684857444
218 => 0.026094920021703
219 => 0.026216196997541
220 => 0.026172727834786
221 => 0.027208339647244
222 => 0.027082920223569
223 => 0.027385144948995
224 => 0.026763445758947
225 => 0.026059934113179
226 => 0.026193648677511
227 => 0.026180770889701
228 => 0.026016821870446
229 => 0.025868816026518
301 => 0.025622427996766
302 => 0.026402036181468
303 => 0.026370385512901
304 => 0.026882773047127
305 => 0.026792203573386
306 => 0.026187358461631
307 => 0.026208960623125
308 => 0.026354245540816
309 => 0.026857078299778
310 => 0.027006353298103
311 => 0.026937203171299
312 => 0.0271008763923
313 => 0.027230237032684
314 => 0.027117122097061
315 => 0.0287185910472
316 => 0.028053549485076
317 => 0.028377686115126
318 => 0.028454990791469
319 => 0.028256976488559
320 => 0.028299918700499
321 => 0.028364964450537
322 => 0.028759909507502
323 => 0.029796359615252
324 => 0.03025539631262
325 => 0.031636430865123
326 => 0.030217279705003
327 => 0.030133073148193
328 => 0.030381839174346
329 => 0.03119265265402
330 => 0.031849740823457
331 => 0.032067734877586
401 => 0.032096546390528
402 => 0.032505517728044
403 => 0.032739932471844
404 => 0.032455857850655
405 => 0.032215134353051
406 => 0.031352892664332
407 => 0.031452699487607
408 => 0.03214026952631
409 => 0.033111502703651
410 => 0.0339449218094
411 => 0.033653087486155
412 => 0.035879577369587
413 => 0.036100324747134
414 => 0.036069824597174
415 => 0.03657271997484
416 => 0.035574575063036
417 => 0.035147848775093
418 => 0.032267181505561
419 => 0.033076531507408
420 => 0.034252969266553
421 => 0.034097263317715
422 => 0.033242902770753
423 => 0.033944273700312
424 => 0.033712378537103
425 => 0.033529473200541
426 => 0.034367398005277
427 => 0.033446065262416
428 => 0.03424377826766
429 => 0.03322070308715
430 => 0.033654420560761
501 => 0.033408221546186
502 => 0.033567542481632
503 => 0.032636155548472
504 => 0.033138709329466
505 => 0.032615247658939
506 => 0.032614999469951
507 => 0.032603444024561
508 => 0.033219294358551
509 => 0.033239377215833
510 => 0.032784262888516
511 => 0.032718673803728
512 => 0.032961191026821
513 => 0.03267726687394
514 => 0.032810113198076
515 => 0.032681290653765
516 => 0.032652289985623
517 => 0.03242120772781
518 => 0.032321651137404
519 => 0.03236068984176
520 => 0.032227430617964
521 => 0.03214713711543
522 => 0.032587471625949
523 => 0.032352218660022
524 => 0.032551415734918
525 => 0.032324405527399
526 => 0.031537489244499
527 => 0.031084925368715
528 => 0.029598513457495
529 => 0.030020058031628
530 => 0.030299542520399
531 => 0.030207172898527
601 => 0.030405618588605
602 => 0.030417801542267
603 => 0.030353284825508
604 => 0.030278582732605
605 => 0.030242221885064
606 => 0.030513225852748
607 => 0.030670552777562
608 => 0.030327592527867
609 => 0.030247241739887
610 => 0.030593993487683
611 => 0.030805511853527
612 => 0.032367244625013
613 => 0.032251546416971
614 => 0.03254192621453
615 => 0.032509233905566
616 => 0.032813598194537
617 => 0.03331110517306
618 => 0.032299534380585
619 => 0.032475108092672
620 => 0.032432061473057
621 => 0.032902033178581
622 => 0.032903500378947
623 => 0.032621728864657
624 => 0.032774481773774
625 => 0.032689219290462
626 => 0.032843300121723
627 => 0.032250001196865
628 => 0.032972575244681
629 => 0.033382228168149
630 => 0.033387916199389
701 => 0.033582088433907
702 => 0.033779378669874
703 => 0.034158060097455
704 => 0.033768817450388
705 => 0.033068607820324
706 => 0.033119160693951
707 => 0.032708628044041
708 => 0.032715529172055
709 => 0.032678690409866
710 => 0.032789246308287
711 => 0.03227426199947
712 => 0.032395127787414
713 => 0.032225914976504
714 => 0.032474740257068
715 => 0.032207045387474
716 => 0.032432040714674
717 => 0.032529141239181
718 => 0.032887444265034
719 => 0.032154123739228
720 => 0.030658833545673
721 => 0.030973161672999
722 => 0.030508245682742
723 => 0.0305512754277
724 => 0.030638202360649
725 => 0.030356443730239
726 => 0.030410194397686
727 => 0.030408274045607
728 => 0.03039172548885
729 => 0.030318429187046
730 => 0.030212135048198
731 => 0.030635578181756
801 => 0.030707529421479
802 => 0.030867468114509
803 => 0.031343337177516
804 => 0.031295786636356
805 => 0.03137334354184
806 => 0.031204037252631
807 => 0.030559129060874
808 => 0.030594150678433
809 => 0.030157430546285
810 => 0.030856300198849
811 => 0.030690798640493
812 => 0.03058409870917
813 => 0.030554984644341
814 => 0.031032033294711
815 => 0.031174773727723
816 => 0.031085827468824
817 => 0.030903396096845
818 => 0.031253718262038
819 => 0.031347449694538
820 => 0.031368432705593
821 => 0.031989136414702
822 => 0.031403123147774
823 => 0.031544182365595
824 => 0.032644686115901
825 => 0.03164668107351
826 => 0.032175346602633
827 => 0.032149471176025
828 => 0.032419918571658
829 => 0.032127286595815
830 => 0.032130914119872
831 => 0.032371053085501
901 => 0.032033821217566
902 => 0.031950317864562
903 => 0.031834958580451
904 => 0.032086841356974
905 => 0.032237833689821
906 => 0.03345472100092
907 => 0.034240885700694
908 => 0.034206756217715
909 => 0.034518635804429
910 => 0.034378131194125
911 => 0.033924404744209
912 => 0.034698860468169
913 => 0.034453790272504
914 => 0.034473993561675
915 => 0.034473241594243
916 => 0.034636191849951
917 => 0.03452072665961
918 => 0.034293132917189
919 => 0.034444220264763
920 => 0.034892895672344
921 => 0.036285597904517
922 => 0.037064972524492
923 => 0.036238678573783
924 => 0.036808645076465
925 => 0.036466868274686
926 => 0.036404757262824
927 => 0.036762738346702
928 => 0.037121346029078
929 => 0.037098504270015
930 => 0.036838173507318
1001 => 0.036691119265119
1002 => 0.037804663253835
1003 => 0.038625103495994
1004 => 0.03856915497178
1005 => 0.038816093562226
1006 => 0.039541112901299
1007 => 0.039607399583425
1008 => 0.039599048985059
1009 => 0.039434750527108
1010 => 0.040148626222084
1011 => 0.04074415388628
1012 => 0.039396720181132
1013 => 0.03990980529685
1014 => 0.040140145735866
1015 => 0.04047835383927
1016 => 0.041048967599972
1017 => 0.04166880549192
1018 => 0.041756457366018
1019 => 0.041694264166817
1020 => 0.041285464414941
1021 => 0.041963698432514
1022 => 0.042360992013463
1023 => 0.042597571249017
1024 => 0.043197496827349
1025 => 0.04014156824
1026 => 0.037978430096368
1027 => 0.037640624839147
1028 => 0.038327565113242
1029 => 0.038508705785275
1030 => 0.03843568820751
1031 => 0.036000879562937
1101 => 0.037627806075528
1102 => 0.03937824220721
1103 => 0.039445483587904
1104 => 0.040321788515317
1105 => 0.040607149320636
1106 => 0.041312689647116
1107 => 0.041268557907597
1108 => 0.041440345749496
1109 => 0.041400854699594
1110 => 0.042707719585355
1111 => 0.044149385625663
1112 => 0.044099465314905
1113 => 0.043892208764592
1114 => 0.0442000200843
1115 => 0.045687973936219
1116 => 0.045550986989509
1117 => 0.045684058139718
1118 => 0.047438439588536
1119 => 0.04971938502985
1120 => 0.048659656869181
1121 => 0.050958962049268
1122 => 0.052406252779203
1123 => 0.05490919244397
1124 => 0.054595812070703
1125 => 0.055570188114777
1126 => 0.054034795798098
1127 => 0.05050922468502
1128 => 0.049951289561031
1129 => 0.051068289808424
1130 => 0.05381432592135
1201 => 0.050981807358916
1202 => 0.051554822175016
1203 => 0.05138979386943
1204 => 0.051381000212351
1205 => 0.051716618336688
1206 => 0.051229786742673
1207 => 0.049246347249324
1208 => 0.050155345880644
1209 => 0.049804337855392
1210 => 0.05019380742879
1211 => 0.052295614086953
1212 => 0.051366355262567
1213 => 0.050387456577932
1214 => 0.051615212763472
1215 => 0.053178568290462
1216 => 0.053080736311203
1217 => 0.052890901380845
1218 => 0.053960990943837
1219 => 0.055728465395075
1220 => 0.056206206636958
1221 => 0.056558865454725
1222 => 0.056607491147476
1223 => 0.057108366003507
1224 => 0.054415035665912
1225 => 0.058689420081304
1226 => 0.059427488192356
1227 => 0.059288761977267
1228 => 0.060109093620047
1229 => 0.059867731240936
1230 => 0.059518035022201
1231 => 0.060818435165552
]
'min_raw' => 0.022418206942868
'max_raw' => 0.060818435165552
'avg_raw' => 0.04161832105421
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.022418'
'max' => '$0.060818'
'avg' => '$0.041618'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.0077314602010816
'max_diff' => 0.028031307674397
'year' => 2032
]
7 => [
'items' => [
101 => 0.059327631338081
102 => 0.057211622991968
103 => 0.056050738963392
104 => 0.057579484698065
105 => 0.058513036372356
106 => 0.059130054644024
107 => 0.059316764000219
108 => 0.054624111233091
109 => 0.052095031658064
110 => 0.0537161426697
111 => 0.055694009987002
112 => 0.0544040485131
113 => 0.054454612560656
114 => 0.052615466494783
115 => 0.055856733604641
116 => 0.055384508250082
117 => 0.057834414224885
118 => 0.057249724502275
119 => 0.059247527719925
120 => 0.058721439179041
121 => 0.060905203299037
122 => 0.061776365929556
123 => 0.063239183571836
124 => 0.064315238184235
125 => 0.064947118034281
126 => 0.064909182338206
127 => 0.067413005105379
128 => 0.065936588296481
129 => 0.064081860819782
130 => 0.064048314651319
131 => 0.065008904293193
201 => 0.067022036657663
202 => 0.067544012589885
203 => 0.067835725926731
204 => 0.067388956796737
205 => 0.065786412166425
206 => 0.065094441520142
207 => 0.065684020559095
208 => 0.06496301605756
209 => 0.066207672105342
210 => 0.067916850703133
211 => 0.067563912081514
212 => 0.068743732978072
213 => 0.069964723485231
214 => 0.071710794748583
215 => 0.072167282433655
216 => 0.072921839218408
217 => 0.073698526008909
218 => 0.073947976873722
219 => 0.074424255974708
220 => 0.074421745748748
221 => 0.07585704487685
222 => 0.07744022426266
223 => 0.078037837830116
224 => 0.079412017275877
225 => 0.077058783132002
226 => 0.078843738262137
227 => 0.080453812469843
228 => 0.078534215623848
301 => 0.081179932667351
302 => 0.081282659864826
303 => 0.08283371858336
304 => 0.08126142342523
305 => 0.080327799579277
306 => 0.083023136640115
307 => 0.084327325341533
308 => 0.083934493090826
309 => 0.080945020266428
310 => 0.079205018858107
311 => 0.074651099551325
312 => 0.080045413684882
313 => 0.082672826745037
314 => 0.080938215901338
315 => 0.081813052714613
316 => 0.086585878701049
317 => 0.088403061819087
318 => 0.088025100433604
319 => 0.088088969685976
320 => 0.089069488712263
321 => 0.093417650056507
322 => 0.090812130989445
323 => 0.092803952689277
324 => 0.093860407736821
325 => 0.094841702061859
326 => 0.092431953340822
327 => 0.089296905660992
328 => 0.088303904460442
329 => 0.080765743038376
330 => 0.080373348999781
331 => 0.080153086335162
401 => 0.07876436139151
402 => 0.077673203989576
403 => 0.076805475111481
404 => 0.074528295409582
405 => 0.075296776711662
406 => 0.071667427551175
407 => 0.073989356527818
408 => 0.068196827633982
409 => 0.073021017822694
410 => 0.07039543043199
411 => 0.072158441749901
412 => 0.072152290769499
413 => 0.068906027969977
414 => 0.06703365133499
415 => 0.068226802600793
416 => 0.069505955470199
417 => 0.069713493719673
418 => 0.071371948804164
419 => 0.071834787969873
420 => 0.070432363689881
421 => 0.068076790347783
422 => 0.068623936310244
423 => 0.067022563439524
424 => 0.064216219079504
425 => 0.066231784592942
426 => 0.06691998727739
427 => 0.067223936788884
428 => 0.064464219421632
429 => 0.063597056308462
430 => 0.063135385943214
501 => 0.067720545490717
502 => 0.067971730881142
503 => 0.066686630909694
504 => 0.072495404638818
505 => 0.071180700243707
506 => 0.072649547163443
507 => 0.068574288549064
508 => 0.068729968916196
509 => 0.066800676179233
510 => 0.067880951196545
511 => 0.067117447633198
512 => 0.067793675650632
513 => 0.06819900393609
514 => 0.070127980095099
515 => 0.073043043631873
516 => 0.069839855382629
517 => 0.068444180391933
518 => 0.069310049306587
519 => 0.071615972329181
520 => 0.075109563746439
521 => 0.073041287312343
522 => 0.073959153272183
523 => 0.074159666151394
524 => 0.072634595680647
525 => 0.075165795270033
526 => 0.076522285693414
527 => 0.077913764181661
528 => 0.079121945964664
529 => 0.077357977074188
530 => 0.079245676642005
531 => 0.077724524014175
601 => 0.076359892853144
602 => 0.07636196243532
603 => 0.075505909373924
604 => 0.073847198697844
605 => 0.073541306999987
606 => 0.075132594242101
607 => 0.076408655914813
608 => 0.076513758466101
609 => 0.07722025177453
610 => 0.077638347236999
611 => 0.081736251142414
612 => 0.083384461992811
613 => 0.085399863021641
614 => 0.086184975304149
615 => 0.088547881796165
616 => 0.086639642897979
617 => 0.086226783408971
618 => 0.080495145160162
619 => 0.081433700602312
620 => 0.082936418422325
621 => 0.080519924423529
622 => 0.082052633665519
623 => 0.082355222937108
624 => 0.080437812882133
625 => 0.081461984438893
626 => 0.078742088429841
627 => 0.073102329932252
628 => 0.075172073933452
629 => 0.076696102186632
630 => 0.074521125958015
701 => 0.078419686664607
702 => 0.076142227982444
703 => 0.075420382917495
704 => 0.07260420796278
705 => 0.073933334136891
706 => 0.075730996318629
707 => 0.074620250090975
708 => 0.076925215292743
709 => 0.080189660730212
710 => 0.082516098950039
711 => 0.082694693989059
712 => 0.081198950072966
713 => 0.083595889244216
714 => 0.08361334832928
715 => 0.080909591152326
716 => 0.079253554936025
717 => 0.078877300023351
718 => 0.079817258564331
719 => 0.080958541758999
720 => 0.082758027263436
721 => 0.083845418666168
722 => 0.086680758736655
723 => 0.087447920464158
724 => 0.088290798613781
725 => 0.089417143755673
726 => 0.090769609887481
727 => 0.087810490987025
728 => 0.087928062297428
729 => 0.085172571749114
730 => 0.082227934920923
731 => 0.084462547219357
801 => 0.087384005541544
802 => 0.086713819774509
803 => 0.086638410185065
804 => 0.086765228197635
805 => 0.086259930015512
806 => 0.083974485064995
807 => 0.082826748918488
808 => 0.084307621366201
809 => 0.085094639166111
810 => 0.086315235138606
811 => 0.086164770921341
812 => 0.089308895064051
813 => 0.090530606632529
814 => 0.090218040533327
815 => 0.090275560217904
816 => 0.092487410656083
817 => 0.094947443245075
818 => 0.097251588394558
819 => 0.099595463805948
820 => 0.096769830514503
821 => 0.09533514818994
822 => 0.096815374135069
823 => 0.096029945412895
824 => 0.1005432518238
825 => 0.10085574336731
826 => 0.10536872341479
827 => 0.10965207887551
828 => 0.10696178005491
829 => 0.10949861066902
830 => 0.112242399809
831 => 0.11753561422379
901 => 0.11575304582642
902 => 0.11438762637044
903 => 0.1130973115822
904 => 0.11578225182482
905 => 0.11923638455399
906 => 0.11998037166058
907 => 0.1211859149982
908 => 0.11991843358552
909 => 0.1214449753386
910 => 0.12683433852342
911 => 0.12537808501766
912 => 0.12330997093504
913 => 0.12756435556951
914 => 0.12910400083023
915 => 0.13991003758841
916 => 0.15355310537072
917 => 0.14790478572363
918 => 0.14439869144854
919 => 0.14522270676886
920 => 0.15020469327597
921 => 0.1518047492217
922 => 0.14745524558883
923 => 0.14899156380308
924 => 0.15745682821108
925 => 0.16199817096777
926 => 0.15583041752048
927 => 0.13881383037606
928 => 0.12312375988963
929 => 0.12728547311571
930 => 0.12681366398887
1001 => 0.13590853453202
1002 => 0.12534335385316
1003 => 0.12552124439987
1004 => 0.13480418723422
1005 => 0.13232765723595
1006 => 0.12831599580874
1007 => 0.12315304945762
1008 => 0.11360886561282
1009 => 0.10515531582224
1010 => 0.12173467369783
1011 => 0.12101974163862
1012 => 0.11998441406991
1013 => 0.12228842353995
1014 => 0.13347603952196
1015 => 0.1332181287628
1016 => 0.13157743210022
1017 => 0.13282188605835
1018 => 0.12809783701303
1019 => 0.12931533201661
1020 => 0.1231212745023
1021 => 0.12592124718546
1022 => 0.12830738858505
1023 => 0.12878644179844
1024 => 0.12986577314928
1025 => 0.12064300493019
1026 => 0.12478375709431
1027 => 0.12721606105473
1028 => 0.1162268232736
1029 => 0.12699883915689
1030 => 0.1204824570543
1031 => 0.11827069909591
1101 => 0.12124853980993
1102 => 0.12008807238763
1103 => 0.11909037064287
1104 => 0.11853363592661
1105 => 0.1207202334947
1106 => 0.1206182261046
1107 => 0.1170405280829
1108 => 0.11237356685922
1109 => 0.11393995223367
1110 => 0.11337086974219
1111 => 0.11130844137998
1112 => 0.11269826907756
1113 => 0.1065781712731
1114 => 0.096048861095541
1115 => 0.10300484592033
1116 => 0.10273704807123
1117 => 0.10260201225205
1118 => 0.10782924259858
1119 => 0.10732676501349
1120 => 0.10641476327626
1121 => 0.11129169175287
1122 => 0.10951154725497
1123 => 0.11499753314272
1124 => 0.11861095825972
1125 => 0.11769447676799
1126 => 0.12109292055573
1127 => 0.11397603858904
1128 => 0.11633998129863
1129 => 0.11682718661479
1130 => 0.1112315112125
1201 => 0.10740897656065
1202 => 0.10715405707946
1203 => 0.10052630877089
1204 => 0.10406679842001
1205 => 0.10718228279583
1206 => 0.10569020755117
1207 => 0.10521786110319
1208 => 0.10763097666647
1209 => 0.10781849641267
1210 => 0.10354302632677
1211 => 0.10443203194416
1212 => 0.10813933315355
1213 => 0.10433861746563
1214 => 0.096954447727387
1215 => 0.095123071538168
1216 => 0.094878732195567
1217 => 0.089911894722127
1218 => 0.095245452852198
1219 => 0.092917211797951
1220 => 0.10027209739171
1221 => 0.096071026185596
1222 => 0.095889926402475
1223 => 0.095616167518726
1224 => 0.091341005327865
1225 => 0.092276994146932
1226 => 0.095388363536635
1227 => 0.096498535186966
1228 => 0.096382735188469
1229 => 0.095373116129224
1230 => 0.09583531456446
1231 => 0.094346412363955
]
'min_raw' => 0.052095031658064
'max_raw' => 0.16199817096777
'avg_raw' => 0.10704660131291
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.052095'
'max' => '$0.161998'
'avg' => '$0.107046'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.029676824715196
'max_diff' => 0.10117973580221
'year' => 2033
]
8 => [
'items' => [
101 => 0.093820650008137
102 => 0.092161199390847
103 => 0.089722265418364
104 => 0.090061414146089
105 => 0.085229247764812
106 => 0.082596427057812
107 => 0.081867696986133
108 => 0.080893208678559
109 => 0.081977768033488
110 => 0.085215558844584
111 => 0.081310096190763
112 => 0.07461445440714
113 => 0.075016873887154
114 => 0.07592099097933
115 => 0.074236174759394
116 => 0.07264163760313
117 => 0.074027958291613
118 => 0.071190926600806
119 => 0.076263832705085
120 => 0.076126624811619
121 => 0.078017490500886
122 => 0.079199887620854
123 => 0.07647484506494
124 => 0.075789504231427
125 => 0.0761799055172
126 => 0.069727441892973
127 => 0.077490186563618
128 => 0.077557319101884
129 => 0.076982489551899
130 => 0.081115911441164
131 => 0.08983872087413
201 => 0.086556849091252
202 => 0.085286009141821
203 => 0.082870141468976
204 => 0.086089141703014
205 => 0.085841972709266
206 => 0.084724180783481
207 => 0.084048136739043
208 => 0.085293768619562
209 => 0.083893789164249
210 => 0.083642314385212
211 => 0.082118650831506
212 => 0.081574772265108
213 => 0.081172106226976
214 => 0.080728810484141
215 => 0.081706610430419
216 => 0.079490787111857
217 => 0.076818721409509
218 => 0.07659656805851
219 => 0.07720995299254
220 => 0.07693857582037
221 => 0.076595268809016
222 => 0.075939802230242
223 => 0.075745339298147
224 => 0.076377249487453
225 => 0.075663859726379
226 => 0.076716505179194
227 => 0.076430243861558
228 => 0.074831211411315
301 => 0.072838224940674
302 => 0.072820483180655
303 => 0.072391097514708
304 => 0.071844210310558
305 => 0.071692078801448
306 => 0.073911206229991
307 => 0.078504733594182
308 => 0.077602914258798
309 => 0.078254571150776
310 => 0.081460078090778
311 => 0.082479012354047
312 => 0.081755796948759
313 => 0.080765815096017
314 => 0.080809369273295
315 => 0.084192436952001
316 => 0.084403434733366
317 => 0.084936558056413
318 => 0.085621772187161
319 => 0.081872491878175
320 => 0.080632778507909
321 => 0.080045333536398
322 => 0.078236230393957
323 => 0.080187193032298
324 => 0.079050450651486
325 => 0.079203836035307
326 => 0.079103943602873
327 => 0.079158491625679
328 => 0.076262414724443
329 => 0.077317592933932
330 => 0.075563154505477
331 => 0.07321415839473
401 => 0.073206283736103
402 => 0.073781197206387
403 => 0.073439216177896
404 => 0.072518954023361
405 => 0.072649672918898
406 => 0.071504437845109
407 => 0.072788725192006
408 => 0.072825553957714
409 => 0.072331033373554
410 => 0.07430965522895
411 => 0.075120298217507
412 => 0.074794794175356
413 => 0.075097459986182
414 => 0.077640388923653
415 => 0.078054997296229
416 => 0.078239138947836
417 => 0.077992413528777
418 => 0.075143940059039
419 => 0.075270281970066
420 => 0.074343268856123
421 => 0.073560040461076
422 => 0.073591365489386
423 => 0.073994046697004
424 => 0.075752579147615
425 => 0.079453307018775
426 => 0.079593746936288
427 => 0.079763964213236
428 => 0.07907160500354
429 => 0.07886278284091
430 => 0.079138273174992
501 => 0.080528071988372
502 => 0.084103011863083
503 => 0.082839389349154
504 => 0.081812044575874
505 => 0.082713302912203
506 => 0.082574561255621
507 => 0.081403442049405
508 => 0.08137057263382
509 => 0.079122820447632
510 => 0.07829187764324
511 => 0.077597479640898
512 => 0.07683921515006
513 => 0.076389690542635
514 => 0.07708036464492
515 => 0.077238329983928
516 => 0.075728158988365
517 => 0.075522328261944
518 => 0.076755566496225
519 => 0.076212864329074
520 => 0.076771046966355
521 => 0.076900550126207
522 => 0.07687969713476
523 => 0.076313053743306
524 => 0.07667421534347
525 => 0.075819960491629
526 => 0.074891086645182
527 => 0.074298523002034
528 => 0.073781432631226
529 => 0.074068344422419
530 => 0.073045556274839
531 => 0.07271834576177
601 => 0.076551861919728
602 => 0.079383721522854
603 => 0.079342545162685
604 => 0.079091894659857
605 => 0.078719478855252
606 => 0.080500827452631
607 => 0.079880241220493
608 => 0.080331769556088
609 => 0.080446702468082
610 => 0.080794569777107
611 => 0.080918902439878
612 => 0.080543082778397
613 => 0.079281786091962
614 => 0.076138754669854
615 => 0.074675665058411
616 => 0.07419282111695
617 => 0.074210371577171
618 => 0.073726251535574
619 => 0.073868846584563
620 => 0.0736766627968
621 => 0.07331271319703
622 => 0.074045871560216
623 => 0.074130361231731
624 => 0.073959233309173
625 => 0.073999540129857
626 => 0.072582674020771
627 => 0.072690395273773
628 => 0.072090589648501
629 => 0.071978133324528
630 => 0.07046187693489
701 => 0.06777560895577
702 => 0.069264062178544
703 => 0.067466219993628
704 => 0.066785349916445
705 => 0.070008482964805
706 => 0.069684969802545
707 => 0.069131255896546
708 => 0.068312197625485
709 => 0.068008400945461
710 => 0.06616262848798
711 => 0.066053570404379
712 => 0.066968385074355
713 => 0.066546229581012
714 => 0.065953363385571
715 => 0.063806062123564
716 => 0.061391784558053
717 => 0.061464656422148
718 => 0.062232593196506
719 => 0.064465472938335
720 => 0.063593048193991
721 => 0.062960094032048
722 => 0.062841560744049
723 => 0.064325253009611
724 => 0.06642498840852
725 => 0.067410137278757
726 => 0.066433884667768
727 => 0.065312418233438
728 => 0.065380676698921
729 => 0.065834769689445
730 => 0.06588248844222
731 => 0.065152529082083
801 => 0.0653580083662
802 => 0.065045866544207
803 => 0.063130252758802
804 => 0.063095605379901
805 => 0.062625482863518
806 => 0.06261124774056
807 => 0.061811452062634
808 => 0.061699555118566
809 => 0.060111512255916
810 => 0.061156766877149
811 => 0.060455664955557
812 => 0.059398938986493
813 => 0.059216759031123
814 => 0.059211282481675
815 => 0.060296303772301
816 => 0.061144087771638
817 => 0.060467860923651
818 => 0.060313897178471
819 => 0.061957827174989
820 => 0.061748622098177
821 => 0.061567451850886
822 => 0.066236980133647
823 => 0.062540684130006
824 => 0.060928888095219
825 => 0.058933984430404
826 => 0.059583535122845
827 => 0.059720404997627
828 => 0.054923021292161
829 => 0.052976723320329
830 => 0.052308827201088
831 => 0.0519244435418
901 => 0.052099612002123
902 => 0.050347715549492
903 => 0.051525018939353
904 => 0.050008024695495
905 => 0.049753695673786
906 => 0.05246626930133
907 => 0.052843708074977
908 => 0.051233437005562
909 => 0.052267491711333
910 => 0.051892529100585
911 => 0.050034029207769
912 => 0.049963048182063
913 => 0.049030518265278
914 => 0.047571289518883
915 => 0.046904382825446
916 => 0.046557052029155
917 => 0.046700367485047
918 => 0.046627902805023
919 => 0.046155021750866
920 => 0.046655007793512
921 => 0.045377750063047
922 => 0.04486913574321
923 => 0.044639406454703
924 => 0.043505766702702
925 => 0.045309891680021
926 => 0.04566532702832
927 => 0.046021462694055
928 => 0.049121380520133
929 => 0.048966517385819
930 => 0.050366404698612
1001 => 0.050312007651865
1002 => 0.049912737113585
1003 => 0.048228280389399
1004 => 0.048899674817106
1005 => 0.046833227126485
1006 => 0.048381550241082
1007 => 0.047674960231099
1008 => 0.048142651447942
1009 => 0.047301700470042
1010 => 0.047767117463227
1011 => 0.045749613935184
1012 => 0.043865697527739
1013 => 0.044623840485043
1014 => 0.045448028583797
1015 => 0.047235078381116
1016 => 0.046170726264673
1017 => 0.046553507533356
1018 => 0.045271254360081
1019 => 0.042625599806103
1020 => 0.042640573923561
1021 => 0.042233597609149
1022 => 0.041881910653982
1023 => 0.04629297990877
1024 => 0.045744393718251
1025 => 0.044870293420846
1026 => 0.046040311404288
1027 => 0.046349682729793
1028 => 0.046358490096505
1029 => 0.047212105014689
1030 => 0.047667679449543
1031 => 0.047747976418259
1101 => 0.049091157935593
1102 => 0.049541374663211
1103 => 0.051395753647213
1104 => 0.047629027141668
1105 => 0.047551453888049
1106 => 0.046056775956723
1107 => 0.045108827582752
1108 => 0.046121682792894
1109 => 0.047018934240555
1110 => 0.04608465606028
1111 => 0.046206653066935
1112 => 0.044952460943248
1113 => 0.045400775612242
1114 => 0.045786924599687
1115 => 0.045573715825608
1116 => 0.045254531971391
1117 => 0.046945369853967
1118 => 0.046849966154185
1119 => 0.048424513262635
1120 => 0.049651985330616
1121 => 0.051851834713316
1122 => 0.049556177201727
1123 => 0.049472514317592
1124 => 0.050290332429956
1125 => 0.049541249459519
1126 => 0.05001464403937
1127 => 0.05177556352785
1128 => 0.051812768981821
1129 => 0.051189529691287
1130 => 0.051151605523818
1201 => 0.051271305447056
1202 => 0.051972391636219
1203 => 0.051727410579523
1204 => 0.052010908860493
1205 => 0.052365427801926
1206 => 0.05383186845661
1207 => 0.054185422333843
1208 => 0.053326469708835
1209 => 0.053404023513589
1210 => 0.053082751653059
1211 => 0.052772407061312
1212 => 0.053470016381371
1213 => 0.054744911125325
1214 => 0.05473698007129
1215 => 0.055032730871475
1216 => 0.055216981169858
1217 => 0.054426044009736
1218 => 0.053911173002062
1219 => 0.054108607308497
1220 => 0.054424309064048
1221 => 0.054006229484094
1222 => 0.05142564864332
1223 => 0.052208432022269
1224 => 0.05207813859186
1225 => 0.051892584902735
1226 => 0.052679679643353
1227 => 0.05260376243549
1228 => 0.050329747319221
1229 => 0.05047532238894
1230 => 0.05033860022137
1231 => 0.050780377515513
]
'min_raw' => 0.041881910653982
'max_raw' => 0.093820650008137
'avg_raw' => 0.06785128033106
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.041881'
'max' => '$0.09382'
'avg' => '$0.067851'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.010213121004082
'max_diff' => -0.068177520959628
'year' => 2034
]
9 => [
'items' => [
101 => 0.049517392035846
102 => 0.049905877863055
103 => 0.050149532532051
104 => 0.050293047003934
105 => 0.050811519685168
106 => 0.050750682900214
107 => 0.050807737985197
108 => 0.051576496099754
109 => 0.055464610837255
110 => 0.055676232343776
111 => 0.054634130648739
112 => 0.055050429721359
113 => 0.054251226536527
114 => 0.054787736988701
115 => 0.05515480381419
116 => 0.053496099412696
117 => 0.053397881702942
118 => 0.052595379922274
119 => 0.053026598923181
120 => 0.052340498486995
121 => 0.05250884353526
122 => 0.052038136104252
123 => 0.052885315763152
124 => 0.053832594260212
125 => 0.054071914217731
126 => 0.053442366443219
127 => 0.052986532365252
128 => 0.052186237885422
129 => 0.053517145441105
130 => 0.053906343369059
131 => 0.053515101150076
201 => 0.053424441779126
202 => 0.053252642434994
203 => 0.053460889822132
204 => 0.053904223713559
205 => 0.053695155637453
206 => 0.053833248785027
207 => 0.053306980107513
208 => 0.054426305842847
209 => 0.056204064490965
210 => 0.056209780275711
211 => 0.056000711072651
212 => 0.055915164459217
213 => 0.056129682148937
214 => 0.056246049195634
215 => 0.056939760068373
216 => 0.057684139473482
217 => 0.061157833358946
218 => 0.060182434016118
219 => 0.063264501882276
220 => 0.065702017407983
221 => 0.066432921734506
222 => 0.065760524145811
223 => 0.063460288317087
224 => 0.063347427773475
225 => 0.066784951236106
226 => 0.065813693409364
227 => 0.06569816538139
228 => 0.064469142351428
301 => 0.065195647179599
302 => 0.065036749916495
303 => 0.064785922813166
304 => 0.06617204341655
305 => 0.068766737446247
306 => 0.068362330048833
307 => 0.068060458686582
308 => 0.066737746250631
309 => 0.067534314575592
310 => 0.067250671852334
311 => 0.068469380995567
312 => 0.067747444696829
313 => 0.065806335176068
314 => 0.06611546326523
315 => 0.066068739176432
316 => 0.067030317612978
317 => 0.066741675634171
318 => 0.066012377197532
319 => 0.068757869064133
320 => 0.068579592093544
321 => 0.06883234807805
322 => 0.068943619079168
323 => 0.070614751597375
324 => 0.071299361119808
325 => 0.071454779467177
326 => 0.072105105563888
327 => 0.071438598761457
328 => 0.074105101182476
329 => 0.075878169697724
330 => 0.077937680019456
331 => 0.080947178143693
401 => 0.082078777277821
402 => 0.081874364022792
403 => 0.084156131153661
404 => 0.088256415967001
405 => 0.082703148815197
406 => 0.088550752610432
407 => 0.086699468762693
408 => 0.082310108062878
409 => 0.082027484980973
410 => 0.085000011008413
411 => 0.091592787642249
412 => 0.089941371870127
413 => 0.091595488766848
414 => 0.08966587354323
415 => 0.089570051883304
416 => 0.091501771662419
417 => 0.096015340218886
418 => 0.093871112986296
419 => 0.09079683746229
420 => 0.093066834668191
421 => 0.091100353010116
422 => 0.086669319450913
423 => 0.089940109063609
424 => 0.087753025196324
425 => 0.088391332540571
426 => 0.09298825752543
427 => 0.092435143349297
428 => 0.093150924310207
429 => 0.09188758964945
430 => 0.090707435866713
501 => 0.088504591191863
502 => 0.08785243748257
503 => 0.088032669305787
504 => 0.08785234816863
505 => 0.086619876818239
506 => 0.086353724747467
507 => 0.085910126302456
508 => 0.08604761600949
509 => 0.085213521153568
510 => 0.086787630479483
511 => 0.087079799041377
512 => 0.088225304538953
513 => 0.088344234719781
514 => 0.091534451225282
515 => 0.089777333583462
516 => 0.090956159799833
517 => 0.090850714487498
518 => 0.082405238818949
519 => 0.083568950851012
520 => 0.08537932157995
521 => 0.084563752020463
522 => 0.083410727477234
523 => 0.082479598337312
524 => 0.081068842477488
525 => 0.083054454259024
526 => 0.085665322605473
527 => 0.088410450649635
528 => 0.091708542126782
529 => 0.0909724465031
530 => 0.088348795123575
531 => 0.088466490207882
601 => 0.089194034907759
602 => 0.088251798417012
603 => 0.087973914481249
604 => 0.089155857922183
605 => 0.089163997317076
606 => 0.088079840361388
607 => 0.086874998303768
608 => 0.086869949971555
609 => 0.086655559964795
610 => 0.089704013049163
611 => 0.091380354012195
612 => 0.091572543802048
613 => 0.09136741810805
614 => 0.091446362846522
615 => 0.090470936975786
616 => 0.092700471262731
617 => 0.09474651240252
618 => 0.094198129669764
619 => 0.093376025996162
620 => 0.092721180822261
621 => 0.094043868958071
622 => 0.093984971737488
623 => 0.094728642018092
624 => 0.094694904838516
625 => 0.094444836494003
626 => 0.094198138600492
627 => 0.095176267862798
628 => 0.094894582343529
629 => 0.094612459288845
630 => 0.094046618311798
701 => 0.094123525498202
702 => 0.093301563772391
703 => 0.092921286667621
704 => 0.087202831424238
705 => 0.08567467332729
706 => 0.086155462973117
707 => 0.08631375140822
708 => 0.085648695046041
709 => 0.086602215030444
710 => 0.086453609950902
711 => 0.087031745384335
712 => 0.086670551465249
713 => 0.086685374989678
714 => 0.087747569291047
715 => 0.088055928815633
716 => 0.087899094672662
717 => 0.088008935930439
718 => 0.090540181354807
719 => 0.090180319200134
720 => 0.089989149602783
721 => 0.090042104887725
722 => 0.090688892364165
723 => 0.090869957544282
724 => 0.090102771652905
725 => 0.090464580954327
726 => 0.092005119039346
727 => 0.092544220182198
728 => 0.094264772246954
729 => 0.093533851149471
730 => 0.094875488457425
731 => 0.098999224144211
801 => 0.10229354955162
802 => 0.099263951763211
803 => 0.10531356084411
804 => 0.11002404927847
805 => 0.10984325288663
806 => 0.10902187027254
807 => 0.10365910442483
808 => 0.098724207337441
809 => 0.10285245829784
810 => 0.10286298205852
811 => 0.10250836163986
812 => 0.10030584467585
813 => 0.10243171882374
814 => 0.10260046299356
815 => 0.10250601113116
816 => 0.10081734653893
817 => 0.098239067823968
818 => 0.098742857313343
819 => 0.099568074773968
820 => 0.098005765962609
821 => 0.097506513633751
822 => 0.09843471869974
823 => 0.10142558882156
824 => 0.10086018214996
825 => 0.10084541709678
826 => 0.10326446660763
827 => 0.10153294922142
828 => 0.098749211712162
829 => 0.098046281278087
830 => 0.095551351787802
831 => 0.097274608473376
901 => 0.097336625413635
902 => 0.096392815338203
903 => 0.098825796698149
904 => 0.098803376346599
905 => 0.10111313004638
906 => 0.10552851161649
907 => 0.10422266601848
908 => 0.10270410966359
909 => 0.10286921884437
910 => 0.10468005903331
911 => 0.10358518371761
912 => 0.10397890851488
913 => 0.10467946308367
914 => 0.10510212504882
915 => 0.10280840429198
916 => 0.10227362826221
917 => 0.10117966418619
918 => 0.10089426937857
919 => 0.10178528029218
920 => 0.10155053039632
921 => 0.097331413129948
922 => 0.096890491900665
923 => 0.096904014325277
924 => 0.095795296929584
925 => 0.094104236778487
926 => 0.098548241887614
927 => 0.098191326083539
928 => 0.09779731865893
929 => 0.097845582320269
930 => 0.099774574316833
1001 => 0.098655661542395
1002 => 0.10163047453944
1003 => 0.10101894241831
1004 => 0.1003917268058
1005 => 0.10030502650269
1006 => 0.1000636020034
1007 => 0.099235667565211
1008 => 0.098235886979956
1009 => 0.09757574523806
1010 => 0.090008467147732
1011 => 0.091412909944465
1012 => 0.093028593363118
1013 => 0.093586320804792
1014 => 0.092632289422244
1015 => 0.099273338539084
1016 => 0.10048672220747
1017 => 0.096811303928866
1018 => 0.096123783235278
1019 => 0.099318412281296
1020 => 0.097391660439029
1021 => 0.098259276675625
1022 => 0.096383964932813
1023 => 0.10019445361378
1024 => 0.10016542407434
1025 => 0.098683057913658
1026 => 0.099935943641864
1027 => 0.099718223914585
1028 => 0.098044636170078
1029 => 0.1002475093304
1030 => 0.10024860192801
1031 => 0.098821856727767
1101 => 0.097155730688572
1102 => 0.096857866704904
1103 => 0.096633466205607
1104 => 0.098204087908799
1105 => 0.099612302416674
1106 => 0.10223264048985
1107 => 0.10289145573914
1108 => 0.10546285551694
1109 => 0.10393171214844
1110 => 0.10461044817207
1111 => 0.1053473121388
1112 => 0.10570059182172
1113 => 0.10512494153643
1114 => 0.10911938382173
1115 => 0.10945663713716
1116 => 0.1095697152566
1117 => 0.10822281179247
1118 => 0.1094191773153
1119 => 0.10885943750663
1120 => 0.11031572498859
1121 => 0.11054408946057
1122 => 0.1103506728771
1123 => 0.110423159365
1124 => 0.1070146075424
1125 => 0.10683785614885
1126 => 0.10442783835616
1127 => 0.10540993842063
1128 => 0.10357394942338
1129 => 0.10415616044719
1130 => 0.10441279351897
1201 => 0.10427874296607
1202 => 0.10546546488475
1203 => 0.1044565088226
1204 => 0.10179370788687
1205 => 0.099130181472802
1206 => 0.099096743068335
1207 => 0.098395483578657
1208 => 0.097888601409703
1209 => 0.097986244898054
1210 => 0.098330353286846
1211 => 0.097868601204591
1212 => 0.097967139422765
1213 => 0.099603530401165
1214 => 0.099931696941677
1215 => 0.098816458814074
1216 => 0.094338616803655
1217 => 0.093239743142482
1218 => 0.094029591738521
1219 => 0.093652094982379
1220 => 0.075584549897106
1221 => 0.079829251615207
1222 => 0.077307193990762
1223 => 0.078469474178398
1224 => 0.075895106427495
1225 => 0.0771237296524
1226 => 0.076896847804896
1227 => 0.083722202557747
1228 => 0.08361563403125
1229 => 0.083666642745403
1230 => 0.081231863916368
1231 => 0.08511053270247
]
'min_raw' => 0.049517392035846
'max_raw' => 0.11054408946057
'avg_raw' => 0.080030740748208
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.049517'
'max' => '$0.110544'
'avg' => '$0.08003'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.0076354813818641
'max_diff' => 0.016723439452432
'year' => 2035
]
10 => [
'items' => [
101 => 0.087021304418922
102 => 0.08666767142775
103 => 0.086756673232904
104 => 0.085227327343262
105 => 0.083681450156599
106 => 0.081966834447796
107 => 0.085152378501845
108 => 0.084798200382085
109 => 0.085610557559549
110 => 0.087676610585991
111 => 0.087980844742307
112 => 0.088389738533634
113 => 0.088243179216485
114 => 0.091734816746295
115 => 0.091311956402868
116 => 0.092330928165302
117 => 0.090234825940403
118 => 0.08786288730908
119 => 0.088313715298378
120 => 0.088270296937679
121 => 0.087717531372704
122 => 0.087218519336463
123 => 0.086387804891891
124 => 0.089016308317122
125 => 0.088909595878269
126 => 0.090637146223666
127 => 0.090331784919588
128 => 0.088292507396371
129 => 0.088365340592062
130 => 0.088855178835526
131 => 0.090550514589031
201 => 0.091053805667931
202 => 0.090820661187503
203 => 0.091372496879406
204 => 0.091808645310133
205 => 0.091427270407246
206 => 0.096826734783631
207 => 0.094584500725213
208 => 0.095677350003922
209 => 0.095937988117452
210 => 0.095270369070273
211 => 0.095415151735961
212 => 0.095634458023562
213 => 0.096966042857304
214 => 0.10046050675822
215 => 0.10200818103231
216 => 0.10666443544683
217 => 0.10187966822852
218 => 0.10159575994312
219 => 0.10243449196858
220 => 0.10516820622449
221 => 0.10738362486418
222 => 0.10811860703753
223 => 0.10821574706497
224 => 0.10959462248287
225 => 0.11038496815791
226 => 0.10942719073912
227 => 0.10861557466017
228 => 0.10570846660686
229 => 0.10604497227982
301 => 0.10836316266991
302 => 0.11163774313666
303 => 0.11444767383915
304 => 0.11346373404311
305 => 0.12097050013366
306 => 0.12171476532915
307 => 0.12161193194411
308 => 0.12330747882094
309 => 0.11994216356254
310 => 0.11850342608966
311 => 0.10879105526867
312 => 0.11151983530691
313 => 0.11548627734813
314 => 0.11496130387058
315 => 0.11208076763695
316 => 0.11444548869411
317 => 0.11366363796095
318 => 0.11304695984869
319 => 0.1158720818299
320 => 0.11276574416194
321 => 0.11545528925367
322 => 0.11200591985375
323 => 0.11346822859722
324 => 0.11263815143051
325 => 0.1131753130878
326 => 0.11003507701529
327 => 0.11172947217509
328 => 0.10996458460599
329 => 0.10996374781949
330 => 0.10992478782858
331 => 0.11200117022692
401 => 0.11206888098239
402 => 0.11053443125277
403 => 0.11031329307412
404 => 0.1111309568238
405 => 0.11017368671941
406 => 0.11062158737626
407 => 0.11018725317402
408 => 0.11008947539662
409 => 0.10931036543075
410 => 0.10897470343538
411 => 0.10910632515271
412 => 0.10865703237582
413 => 0.10838631722611
414 => 0.1098709357715
415 => 0.10907776397204
416 => 0.10974937081755
417 => 0.10898399005355
418 => 0.10633084686501
419 => 0.10480499616081
420 => 0.099793454624161
421 => 0.10121472158716
422 => 0.10215702305403
423 => 0.10184559242485
424 => 0.10251466592398
425 => 0.10255574160284
426 => 0.10233821898787
427 => 0.10208635566612
428 => 0.10196376253
429 => 0.10287747132794
430 => 0.10340791003916
501 => 0.1022515956126
502 => 0.10198068732101
503 => 0.10314978504814
504 => 0.10386293398632
505 => 0.10912842506209
506 => 0.10873834047588
507 => 0.10971737623702
508 => 0.10960715183485
509 => 0.11063333728515
510 => 0.11231071679806
511 => 0.10890013524562
512 => 0.10949209427409
513 => 0.10934695959064
514 => 0.11093150200819
515 => 0.11093644877665
516 => 0.10998643644357
517 => 0.11050145354153
518 => 0.1102139851262
519 => 0.11073347940638
520 => 0.10873313065841
521 => 0.11116933950913
522 => 0.11255051294166
523 => 0.11256969053611
524 => 0.11322435578146
525 => 0.11388953358639
526 => 0.11516628445817
527 => 0.11385392569753
528 => 0.11149312004269
529 => 0.11166356258562
530 => 0.11027942309397
531 => 0.11030269072889
601 => 0.11017848627017
602 => 0.11055123320046
603 => 0.10881492764823
604 => 0.10922243509086
605 => 0.10865192228482
606 => 0.10949085409067
607 => 0.10858830214797
608 => 0.1093468896023
609 => 0.10967427080001
610 => 0.1108823144676
611 => 0.10840987311604
612 => 0.10336839783064
613 => 0.10442817705761
614 => 0.10286068033706
615 => 0.10300575812642
616 => 0.10329883834991
617 => 0.10234886945572
618 => 0.10253009358377
619 => 0.10252361898266
620 => 0.10246782436817
621 => 0.10222070076925
622 => 0.10186232265891
623 => 0.10328999074756
624 => 0.10353257937576
625 => 0.10407182384587
626 => 0.10567624961591
627 => 0.10551592964652
628 => 0.10577741816821
629 => 0.10520659019356
630 => 0.10303223719899
701 => 0.10315031502773
702 => 0.10167788261136
703 => 0.1040341704385
704 => 0.10347617037956
705 => 0.10311642411155
706 => 0.1030182640093
707 => 0.10462666684049
708 => 0.10510792617621
709 => 0.10480803765431
710 => 0.10419295754673
711 => 0.10537409318539
712 => 0.10569011525418
713 => 0.10576086094094
714 => 0.10785360683235
715 => 0.10587782218876
716 => 0.10635341319009
717 => 0.11006383841896
718 => 0.10669899474005
719 => 0.10848142748174
720 => 0.10839418667437
721 => 0.10930601895078
722 => 0.10831938981331
723 => 0.10833162026393
724 => 0.10914126555252
725 => 0.108004264765
726 => 0.10772272738033
727 => 0.10733378549982
728 => 0.10818302586676
729 => 0.1086921070589
730 => 0.11279492758863
731 => 0.11544553676219
801 => 0.11533046682748
802 => 0.11638199062882
803 => 0.11590826952546
804 => 0.1143784991214
805 => 0.11698963066551
806 => 0.11616335939057
807 => 0.11623147619055
808 => 0.11622894087986
809 => 0.1167783390438
810 => 0.11638904009305
811 => 0.11562169190038
812 => 0.11613109344131
813 => 0.11764383390349
814 => 0.12233942671463
815 => 0.12496714266007
816 => 0.12218123491525
817 => 0.12410291677283
818 => 0.12295059242354
819 => 0.1227411808106
820 => 0.12394813902833
821 => 0.12515720986665
822 => 0.12508019728121
823 => 0.12420247393906
824 => 0.12370667029449
825 => 0.1274610615976
826 => 0.13022723315535
827 => 0.13003859879976
828 => 0.13087116949815
829 => 0.13331562281907
830 => 0.13353911299585
831 => 0.13351095837044
901 => 0.13295701464851
902 => 0.13536389639533
903 => 0.13737175949358
904 => 0.13282879268185
905 => 0.13455869497195
906 => 0.13533530384395
907 => 0.13647559607751
908 => 0.1383994602107
909 => 0.1404892869391
910 => 0.14078481135228
911 => 0.14057512263899
912 => 0.13919682573405
913 => 0.14148353907708
914 => 0.14282304212341
915 => 0.14362068553351
916 => 0.14564337650633
917 => 0.13534009991596
918 => 0.12804692863922
919 => 0.12690799462969
920 => 0.12922406172444
921 => 0.12983479014704
922 => 0.12958860628568
923 => 0.12137947894759
924 => 0.12686477527317
925 => 0.13276649290268
926 => 0.13299320191234
927 => 0.13594772515677
928 => 0.13690983903515
929 => 0.13928861750513
930 => 0.13913982426417
1001 => 0.13971901896697
1002 => 0.13958587213505
1003 => 0.14399205833979
1004 => 0.14885273604859
1005 => 0.14868442623555
1006 => 0.14798564630598
1007 => 0.14902345366107
1008 => 0.15404019395844
1009 => 0.15357833290348
1010 => 0.15402699157714
1011 => 0.15994201111883
1012 => 0.16763237792475
1013 => 0.1640594304432
1014 => 0.17181169839022
1015 => 0.17669134013281
1016 => 0.18513017596224
1017 => 0.18407359215425
1018 => 0.18735876901561
1019 => 0.18218208662226
1020 => 0.170295377467
1021 => 0.16841426024269
1022 => 0.17218030456324
1023 => 0.18143875704008
1024 => 0.17188872294671
1025 => 0.17382068240581
1026 => 0.17326427795162
1027 => 0.17323462952282
1028 => 0.17436618946113
1029 => 0.17272480275241
1030 => 0.16603749802126
1031 => 0.16910225037102
1101 => 0.16791880230728
1102 => 0.16923192616589
1103 => 0.17631831405734
1104 => 0.17318525305214
1105 => 0.16988482779238
1106 => 0.17402429349112
1107 => 0.17929525580037
1108 => 0.17896540845188
1109 => 0.17832536673033
1110 => 0.18193324840323
1111 => 0.1878924119167
1112 => 0.18950314986854
1113 => 0.19069216369449
1114 => 0.19085610861254
1115 => 0.19254484315961
1116 => 0.18346409188409
1117 => 0.19787547736858
1118 => 0.20036392553526
1119 => 0.19989620041553
1120 => 0.20266200582289
1121 => 0.20184823571033
1122 => 0.20066921049386
1123 => 0.2050536003682
1124 => 0.20002725117928
1125 => 0.19289298130538
1126 => 0.1889789797527
1127 => 0.19413325273077
1128 => 0.19728078737914
1129 => 0.19936110756091
1130 => 0.19999061119095
1201 => 0.18416900475603
1202 => 0.17564203639412
1203 => 0.18110772535221
1204 => 0.18777624310278
1205 => 0.18342704793129
1206 => 0.18359752814789
1207 => 0.17739671878172
1208 => 0.18832487714065
1209 => 0.18673273638803
1210 => 0.19499276542906
1211 => 0.19302144320754
1212 => 0.19975717623802
1213 => 0.1979834319921
1214 => 0.2053461451882
1215 => 0.20828333081963
1216 => 0.21321532263125
1217 => 0.21684331588468
1218 => 0.21897374291556
1219 => 0.21884584006765
1220 => 0.2272876533385
1221 => 0.22230981098717
1222 => 0.21605646780654
1223 => 0.21594336455745
1224 => 0.21918205960126
1225 => 0.22596947592048
1226 => 0.22772935421916
1227 => 0.22871288610112
1228 => 0.22720657278692
1229 => 0.22180348167973
1230 => 0.21947045433394
1231 => 0.22145826122686
]
'min_raw' => 0.081966834447796
'max_raw' => 0.22871288610112
'avg_raw' => 0.15533986027446
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.081966'
'max' => '$0.228712'
'avg' => '$0.155339'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.03244944241195
'max_diff' => 0.11816879664055
'year' => 2036
]
11 => [
'items' => [
101 => 0.21902734421101
102 => 0.22322378897521
103 => 0.22898640394871
104 => 0.22779644674453
105 => 0.23177429526974
106 => 0.23589095001146
107 => 0.24177795118266
108 => 0.24331703128383
109 => 0.24586107216509
110 => 0.24847972590581
111 => 0.24932076691263
112 => 0.25092657515435
113 => 0.25091811175226
114 => 0.25575732297204
115 => 0.26109512280536
116 => 0.26311001867208
117 => 0.26774316061561
118 => 0.25980906740198
119 => 0.26582716824481
120 => 0.27125564584789
121 => 0.26478359105964
122 => 0.27370381078988
123 => 0.27405016270835
124 => 0.27927966546935
125 => 0.27397856256957
126 => 0.2708307845894
127 => 0.27991830167244
128 => 0.28431546493482
129 => 0.28299100357489
130 => 0.2729117872291
131 => 0.26704525099793
201 => 0.25169139411062
202 => 0.2698787008309
203 => 0.27873720740333
204 => 0.27288884583714
205 => 0.27583841923225
206 => 0.29193033527359
207 => 0.29805709502773
208 => 0.29678277182815
209 => 0.29699811147173
210 => 0.30030399982651
211 => 0.31496412937756
212 => 0.30617943993143
213 => 0.31289500585696
214 => 0.31645691780909
215 => 0.31976542013774
216 => 0.31164078408148
217 => 0.3010707519469
218 => 0.29772277907011
219 => 0.27230734153799
220 => 0.27098435764079
221 => 0.27024172668878
222 => 0.26555954358358
223 => 0.26188063022078
224 => 0.25895502172539
225 => 0.25127735137283
226 => 0.25386833973644
227 => 0.24163173564879
228 => 0.24946028130545
301 => 0.22993036571843
302 => 0.24619545975387
303 => 0.23734310855346
304 => 0.24328722430131
305 => 0.24326648584144
306 => 0.23232148416602
307 => 0.226008635616
308 => 0.23003142841181
309 => 0.23434418161862
310 => 0.23504391131658
311 => 0.24063550842358
312 => 0.24219600298516
313 => 0.23746763161103
314 => 0.22952565162727
315 => 0.23137039244022
316 => 0.2259712520023
317 => 0.21650946605979
318 => 0.22330508591064
319 => 0.22562540931003
320 => 0.22665019630911
321 => 0.2173456165281
322 => 0.21442191554866
323 => 0.21286536167943
324 => 0.22832454721945
325 => 0.22917143630047
326 => 0.22483863202392
327 => 0.24442331820729
328 => 0.23999070054945
329 => 0.24494302049095
330 => 0.2312030015471
331 => 0.23172788877415
401 => 0.22522314361256
402 => 0.22886536625582
403 => 0.22629116068588
404 => 0.22857111065939
405 => 0.22993770327293
406 => 0.23644138106984
407 => 0.24626972130731
408 => 0.23546994848553
409 => 0.23076433281148
410 => 0.23368367031027
411 => 0.24145825077535
412 => 0.2532371381534
413 => 0.24626379975339
414 => 0.24935844892035
415 => 0.25003449209197
416 => 0.24489261052283
417 => 0.25342672666116
418 => 0.25800022883072
419 => 0.26269169570377
420 => 0.26676516493772
421 => 0.26081782066711
422 => 0.26718233155498
423 => 0.26205365926677
424 => 0.25745271003184
425 => 0.25745968777264
426 => 0.25457344510843
427 => 0.24898098625655
428 => 0.24794965104055
429 => 0.25331478707746
430 => 0.25761711809879
501 => 0.25797147868848
502 => 0.26035347020364
503 => 0.26176310824585
504 => 0.27557947736947
505 => 0.28113653532599
506 => 0.28793160060549
507 => 0.29057866148076
508 => 0.29854536569146
509 => 0.29211160501724
510 => 0.29071962042512
511 => 0.27139500189905
512 => 0.27455940710011
513 => 0.27962592514669
514 => 0.27147854691553
515 => 0.27664618313524
516 => 0.27766638399051
517 => 0.27120170212087
518 => 0.27465476802986
519 => 0.26548444873826
520 => 0.24646960920828
521 => 0.25344789561323
522 => 0.25858626327309
523 => 0.25125317906631
524 => 0.26439744867741
525 => 0.25671883772341
526 => 0.25428508668932
527 => 0.24479015621044
528 => 0.24927139790308
529 => 0.25533234145757
530 => 0.25158738300121
531 => 0.2593587341065
601 => 0.27036503981524
602 => 0.27820878870011
603 => 0.27881093434328
604 => 0.27376792930066
605 => 0.28184937706548
606 => 0.28190824158973
607 => 0.27279233549733
608 => 0.26720889377331
609 => 0.26594032406596
610 => 0.26910945991268
611 => 0.27295737588535
612 => 0.27902446689963
613 => 0.28269068293318
614 => 0.29225022993795
615 => 0.29483676926375
616 => 0.29767859179307
617 => 0.30147614307787
618 => 0.30603607706743
619 => 0.29605920109546
620 => 0.29645560097705
621 => 0.2871652722112
622 => 0.27723722355698
623 => 0.2847713749368
624 => 0.29462127563975
625 => 0.29236169753532
626 => 0.29210744883958
627 => 0.29253502462311
628 => 0.29083137652329
629 => 0.28312583930795
630 => 0.27925616675763
701 => 0.2842490316063
702 => 0.28690251706653
703 => 0.29101784160708
704 => 0.2905105409935
705 => 0.30111117505638
706 => 0.30523026090669
707 => 0.30417642248056
708 => 0.304370354113
709 => 0.31182776229179
710 => 0.32012193391957
711 => 0.32789052016133
712 => 0.33579305975498
713 => 0.32626623983346
714 => 0.32142910820987
715 => 0.32641979332995
716 => 0.32377166555626
717 => 0.33898859322961
718 => 0.34004218028602
719 => 0.3552580076023
720 => 0.36969963959246
721 => 0.36062910928815
722 => 0.36918221081946
723 => 0.37843308747016
724 => 0.39627952943002
725 => 0.39026947562334
726 => 0.38566586859697
727 => 0.38131548220152
728 => 0.39036794568606
729 => 0.40201379534229
730 => 0.40452219981568
731 => 0.40858677334683
801 => 0.40431337127123
802 => 0.4094602133715
803 => 0.42763082762244
804 => 0.42272096725539
805 => 0.41574817623473
806 => 0.43009213106151
807 => 0.43528315255261
808 => 0.4717164599362
809 => 0.51771501549285
810 => 0.49867131144959
811 => 0.48685026981346
812 => 0.48962849499681
813 => 0.50642561033672
814 => 0.51182031067011
815 => 0.49715565549924
816 => 0.5023354596209
817 => 0.53087668959833
818 => 0.54618814376893
819 => 0.52539313240261
820 => 0.46802052078502
821 => 0.41512035269428
822 => 0.42915185939756
823 => 0.42756112198575
824 => 0.45822511300556
825 => 0.42260386870943
826 => 0.42320363910761
827 => 0.45450172898797
828 => 0.44615193519299
829 => 0.43262633860591
830 => 0.41521910451769
831 => 0.38304022233134
901 => 0.35453848900438
902 => 0.41043695161573
903 => 0.40802650826317
904 => 0.40453582908097
905 => 0.41230395787001
906 => 0.45002378624778
907 => 0.4491542221165
908 => 0.44362249876883
909 => 0.44781826217366
910 => 0.43189080099482
911 => 0.43599567040216
912 => 0.41511197303738
913 => 0.4245522764265
914 => 0.43259731875029
915 => 0.43421248010567
916 => 0.43785152111154
917 => 0.40675631414776
918 => 0.42071714916719
919 => 0.42891783178776
920 => 0.39186684936462
921 => 0.42818545299325
922 => 0.40621501577511
923 => 0.39875791939838
924 => 0.40879791727191
925 => 0.40488532033638
926 => 0.40152149924661
927 => 0.39964442928074
928 => 0.40701669564492
929 => 0.40667277060727
930 => 0.39461031194022
1001 => 0.37887532633777
1002 => 0.38415650398925
1003 => 0.38223780263716
1004 => 0.3752841814198
1005 => 0.37997008253688
1006 => 0.35933574549757
1007 => 0.32383544110095
1008 => 0.34728802958909
1009 => 0.3463851304438
1010 => 0.34592984775153
1011 => 0.36355381981843
1012 => 0.36185968155842
1013 => 0.35878480402743
1014 => 0.3752277088826
1015 => 0.36922582742218
1016 => 0.38772221186206
1017 => 0.3999051269253
1018 => 0.39681514558925
1019 => 0.40827323609137
1020 => 0.38427817165586
1021 => 0.39224836954644
1022 => 0.39389101628548
1023 => 0.37502480598905
1024 => 0.36213686352952
1025 => 0.36127738470077
1026 => 0.3389314685438
1027 => 0.35086847658492
1028 => 0.36137254967415
1029 => 0.35634191381341
1030 => 0.35474936478587
1031 => 0.36288535238582
1101 => 0.36351758830236
1102 => 0.34910254240394
1103 => 0.35209988691135
1104 => 0.36459931177435
1105 => 0.35178493347503
1106 => 0.32688868965626
1107 => 0.32071407697171
1108 => 0.3198902698189
1109 => 0.30314423050368
1110 => 0.32112669411635
1111 => 0.31327686684936
1112 => 0.33807437713042
1113 => 0.32391017224959
1114 => 0.32329958168682
1115 => 0.32237658449702
1116 => 0.30796257668824
1117 => 0.31111832834038
1118 => 0.32160852746663
1119 => 0.32535154869544
1120 => 0.3249611209156
1121 => 0.32155711976801
1122 => 0.32311545406207
1123 => 0.31809551634124
1124 => 0.31632287185104
1125 => 0.3107279182357
1126 => 0.30250488206655
1127 => 0.30364834568068
1128 => 0.28735635935512
1129 => 0.2784796205238
1130 => 0.27602265620882
1201 => 0.27273710084323
1202 => 0.2763937684299
1203 => 0.28731020620484
1204 => 0.27414266619679
1205 => 0.25156784244852
1206 => 0.25292462782142
1207 => 0.25597292172113
1208 => 0.2502924462055
1209 => 0.24491635285613
1210 => 0.24959042984717
1211 => 0.24002517942639
1212 => 0.25712883653596
1213 => 0.25666623054359
1214 => 0.26304141623098
1215 => 0.26702795067328
1216 => 0.25784027943962
1217 => 0.25552960497046
1218 => 0.2568458701624
1219 => 0.23509093855669
1220 => 0.26126357419129
1221 => 0.26148991623111
1222 => 0.25955183827001
1223 => 0.27348795875597
1224 => 0.30289751976632
1225 => 0.29183245991738
1226 => 0.28754773430066
1227 => 0.27940246777117
1228 => 0.29025555180365
1229 => 0.28942220428444
1230 => 0.28565349076491
1231 => 0.2833741610692
]
'min_raw' => 0.21286536167943
'max_raw' => 0.54618814376893
'avg_raw' => 0.37952675272418
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.212865'
'max' => '$0.546188'
'avg' => '$0.379526'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.13089852723163
'max_diff' => 0.31747525766782
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.0066816004673167
]
1 => [
'year' => 2028
'avg' => 0.01146756608439
]
2 => [
'year' => 2029
'avg' => 0.03132732371486
]
3 => [
'year' => 2030
'avg' => 0.024168983591964
]
4 => [
'year' => 2031
'avg' => 0.023736937116471
]
5 => [
'year' => 2032
'avg' => 0.04161832105421
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.0066816004673167
'min' => '$0.006681'
'max_raw' => 0.04161832105421
'max' => '$0.041618'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.04161832105421
]
1 => [
'year' => 2033
'avg' => 0.10704660131291
]
2 => [
'year' => 2034
'avg' => 0.06785128033106
]
3 => [
'year' => 2035
'avg' => 0.080030740748208
]
4 => [
'year' => 2036
'avg' => 0.15533986027446
]
5 => [
'year' => 2037
'avg' => 0.37952675272418
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.04161832105421
'min' => '$0.041618'
'max_raw' => 0.37952675272418
'max' => '$0.379526'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.37952675272418
]
]
]
]
'prediction_2025_max_price' => '$0.011424'
'last_price' => 0.01107732
'sma_50day_nextmonth' => '$0.009863'
'sma_200day_nextmonth' => '$0.027314'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 feb. 2026'
'sma_50day_date_nextmonth' => '4 feb. 2026'
'daily_sma3' => '$0.009692'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.009179'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.009013'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.009477'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.011169'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.018158'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.033063'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.010014'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.009585'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.00932'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.009672'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.012155'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.01852'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.031126'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.024051'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.04220082'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.010234'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.01058'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.013587'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.022598'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.05021'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.086781'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.04339'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '57.09'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 133.18
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.009344'
'vwma_10_action' => 'BUY'
'hma_9' => '0.009669'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 191.19
'cci_20_action' => 'SELL'
'adx_14' => 22.67
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.001164'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 67.75
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.004647'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 14
'buy_signals' => 18
'sell_pct' => 43.75
'buy_pct' => 56.25
'overall_action' => 'bullish'
'overall_action_label' => 'Alcista'
'overall_action_dir' => 1
'last_updated' => 1767712126
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de ChompCoin para 2026
La previsión del precio de ChompCoin para 2026 sugiere que el precio medio podría oscilar entre $0.003827 en el extremo inferior y $0.011424 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, ChompCoin podría potencialmente ganar 3.13% para 2026 si CHOMP alcanza el objetivo de precio previsto.
Predicción de precio de ChompCoin 2027-2032
La predicción del precio de CHOMP para 2027-2032 está actualmente dentro de un rango de precios de $0.006681 en el extremo inferior y $0.041618 en el extremo superior. Considerando la volatilidad de precios en el mercado, si ChompCoin alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de ChompCoin | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.003684 | $0.006681 | $0.009678 |
| 2028 | $0.006649 | $0.011467 | $0.016285 |
| 2029 | $0.0146063 | $0.031327 | $0.048048 |
| 2030 | $0.012422 | $0.024168 | $0.035915 |
| 2031 | $0.014686 | $0.023736 | $0.032787 |
| 2032 | $0.022418 | $0.041618 | $0.060818 |
Predicción de precio de ChompCoin 2032-2037
La predicción de precio de ChompCoin para 2032-2037 se estima actualmente entre $0.041618 en el extremo inferior y $0.379526 en el extremo superior. Comparado con el precio actual, ChompCoin podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de ChompCoin | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.022418 | $0.041618 | $0.060818 |
| 2033 | $0.052095 | $0.107046 | $0.161998 |
| 2034 | $0.041881 | $0.067851 | $0.09382 |
| 2035 | $0.049517 | $0.08003 | $0.110544 |
| 2036 | $0.081966 | $0.155339 | $0.228712 |
| 2037 | $0.212865 | $0.379526 | $0.546188 |
ChompCoin Histograma de precios potenciales
Pronóstico de precio de ChompCoin basado en análisis técnico
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para ChompCoin es Alcista, con 18 indicadores técnicos mostrando señales alcistas y 14 indicando señales bajistas. La predicción de precio de CHOMP 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 ChompCoin
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de ChompCoin aumentar durante el próximo mes, alcanzando $0.027314 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para ChompCoin alcance $0.009863 para el 4 feb. 2026.
El oscilador de momento del Índice de Fuerza Relativa (RSI) es una herramienta comúnmente utilizada para identificar si una criptomoneda está sobrevendida (por debajo de 30) o sobrecomprada (por encima de 70). Actualmente, el RSI se encuentra en 57.09, lo que sugiere que el mercado de CHOMP está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de CHOMP para Sáb, 19 de Oct de 2024
Los promedios móviles (MA) son indicadores ampliamente utilizados en los mercados financieros, diseñados para suavizar los movimientos de precios durante un período establecido. Como indicadores rezagados, se basan en datos históricos de precios. La tabla a continuación resalta dos tipos: el promedio móvil simple (SMA) y el promedio móvil exponencial (EMA).
Promedio Móvil Simple Diario (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 3 | $0.009692 | BUY |
| SMA 5 | $0.009179 | BUY |
| SMA 10 | $0.009013 | BUY |
| SMA 21 | $0.009477 | BUY |
| SMA 50 | $0.011169 | SELL |
| SMA 100 | $0.018158 | SELL |
| SMA 200 | $0.033063 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.010014 | BUY |
| EMA 5 | $0.009585 | BUY |
| EMA 10 | $0.00932 | BUY |
| EMA 21 | $0.009672 | BUY |
| EMA 50 | $0.012155 | SELL |
| EMA 100 | $0.01852 | SELL |
| EMA 200 | $0.031126 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.024051 | SELL |
| SMA 50 | $0.04220082 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.022598 | SELL |
| EMA 50 | $0.05021 | SELL |
| EMA 100 | $0.086781 | SELL |
| EMA 200 | $0.04339 | SELL |
Osciladores de ChompCoin
Un oscilador es una herramienta de análisis técnico que establece límites altos y bajos entre dos extremos, creando un indicador de tendencia que fluctúa dentro de estos límites. Los traders utilizan este indicador para identificar condiciones de sobrecompra o sobreventa a corto plazo.
| Período | Valor | Acción |
|---|---|---|
| RSI (14) | 57.09 | NEUTRAL |
| Stoch RSI (14) | 133.18 | SELL |
| Estocástico Rápido (14) | 100 | SELL |
| Índice de Canal de Materias Primas (20) | 191.19 | SELL |
| Índice Direccional Medio (14) | 22.67 | NEUTRAL |
| Oscilador Asombroso (5, 34) | -0.001164 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Rango Percentil de Williams (14) | -0 | SELL |
| Oscilador Ultimate (7, 14, 28) | 67.75 | NEUTRAL |
| VWMA (10) | 0.009344 | BUY |
| Promedio Móvil de Hull (9) | 0.009669 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.004647 | SELL |
Predicción de precios de ChompCoin basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de ChompCoin
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 ChompCoin por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.015565 | $0.021872 | $0.030733 | $0.043186 | $0.060684 | $0.085271 |
| Amazon.com acción | $0.023113 | $0.048227 | $0.100629 | $0.20997 | $0.438115 | $0.914153 |
| Apple acción | $0.015712 | $0.022286 | $0.031612 | $0.044839 | $0.063601 | $0.090213 |
| Netflix acción | $0.017478 | $0.027577 | $0.043513 | $0.068657 | $0.108331 | $0.170929 |
| Google acción | $0.014345 | $0.018576 | $0.024056 | $0.031153 | $0.040343 | $0.052244 |
| Tesla acción | $0.025111 | $0.056925 | $0.129046 | $0.292538 | $0.663162 | $1.50 |
| Kodak acción | $0.0083068 | $0.006229 | $0.004671 | $0.0035029 | $0.002626 | $0.001969 |
| Nokia acción | $0.007338 | $0.004861 | $0.00322 | $0.002133 | $0.001413 | $0.000936 |
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 ChompCoin
Podría preguntarse cosas como: "¿Debo invertir en ChompCoin ahora?", "¿Debería comprar CHOMP hoy?", "¿Será ChompCoin una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de ChompCoin regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como ChompCoin, 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 ChompCoin a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de ChompCoin es de $0.01107 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 ChompCoin basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si ChompCoin ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.011365 | $0.01166 | $0.011963 | $0.012274 |
| Si ChompCoin ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.011653 | $0.012258 | $0.012896 | $0.013566 |
| Si ChompCoin ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.012516 | $0.014143 | $0.015981 | $0.018059 |
| Si ChompCoin ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.013956 | $0.017584 | $0.022155 | $0.027914 |
| Si ChompCoin ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.016836 | $0.025588 | $0.03889 | $0.059109 |
| Si ChompCoin ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.025474 | $0.058581 | $0.134718 | $0.3098059 |
| Si ChompCoin ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.03987 | $0.1435079 | $0.516531 | $1.85 |
Cuadro de preguntas
¿Es CHOMP una buena inversión?
La decisión de adquirir ChompCoin depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de ChompCoin ha experimentado un aumento de 21.0921% durante las últimas 24 horas, y ChompCoin ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en ChompCoin dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede ChompCoin subir?
Parece que el valor medio de ChompCoin podría potencialmente aumentar hasta $0.011424 para el final de este año. Mirando las perspectivas de ChompCoin en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.035915. 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 ChompCoin la próxima semana?
Basado en nuestro nuevo pronóstico experimental de ChompCoin, el precio de ChompCoin aumentará en un 0.86% durante la próxima semana y alcanzará $0.011172 para el 13 de enero de 2026.
¿Cuál será el precio de ChompCoin el próximo mes?
Basado en nuestro nuevo pronóstico experimental de ChompCoin, el precio de ChompCoin disminuirá en un -11.62% durante el próximo mes y alcanzará $0.00979 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de ChompCoin este año en 2026?
Según nuestra predicción más reciente sobre el valor de ChompCoin en 2026, se anticipa que CHOMP fluctúe dentro del rango de $0.003827 y $0.011424. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de ChompCoin no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará ChompCoin en 5 años?
El futuro de ChompCoin parece estar en una tendencia alcista, con un precio máximo de $0.035915 proyectada después de un período de cinco años. Basado en el pronóstico de ChompCoin para 2030, el valor de ChompCoin podría potencialmente alcanzar su punto más alto de aproximadamente $0.035915, mientras que su punto más bajo se anticipa que esté alrededor de $0.012422.
¿Cuánto será ChompCoin en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de ChompCoin, se espera que el valor de CHOMP en 2026 crezca en un 3.13% hasta $0.011424 si ocurre lo mejor. El precio estará entre $0.011424 y $0.003827 durante 2026.
¿Cuánto será ChompCoin en 2027?
Según nuestra última simulación experimental para la predicción de precios de ChompCoin, el valor de CHOMP podría disminuir en un -12.62% hasta $0.009678 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.009678 y $0.003684 a lo largo del año.
¿Cuánto será ChompCoin en 2028?
Nuestro nuevo modelo experimental de predicción de precios de ChompCoin sugiere que el valor de CHOMP en 2028 podría aumentar en un 47.02% , alcanzando $0.016285 en el mejor escenario. Se espera que el precio oscile entre $0.016285 y $0.006649 durante el año.
¿Cuánto será ChompCoin en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de ChompCoin podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.048048 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.048048 y $0.0146063.
¿Cuánto será ChompCoin en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de ChompCoin, se espera que el valor de CHOMP en 2030 aumente en un 224.23% , alcanzando $0.035915 en el mejor escenario. Se pronostica que el precio oscile entre $0.035915 y $0.012422 durante el transcurso de 2030.
¿Cuánto será ChompCoin en 2031?
Nuestra simulación experimental indica que el precio de ChompCoin podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.032787 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.032787 y $0.014686 durante el año.
¿Cuánto será ChompCoin en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de ChompCoin, CHOMP podría experimentar un 449.04% aumento en valor, alcanzando $0.060818 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.060818 y $0.022418 a lo largo del año.
¿Cuánto será ChompCoin en 2033?
Según nuestra predicción experimental de precios de ChompCoin, se anticipa que el valor de CHOMP aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $0.161998. A lo largo del año, el precio de CHOMP podría oscilar entre $0.161998 y $0.052095.
¿Cuánto será ChompCoin en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de ChompCoin sugieren que CHOMP podría aumentar en un 746.96% en 2034, alcanzando potencialmente $0.09382 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $0.09382 y $0.041881.
¿Cuánto será ChompCoin en 2035?
Basado en nuestra predicción experimental para el precio de ChompCoin, CHOMP podría crecer en un 897.93% , con el valor potencialmente alcanzando $0.110544 en 2035. El rango de precios esperado para el año está entre $0.110544 y $0.049517.
¿Cuánto será ChompCoin en 2036?
Nuestra reciente simulación de predicción de precios de ChompCoin sugiere que el valor de CHOMP podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $0.228712 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $0.228712 y $0.081966.
¿Cuánto será ChompCoin en 2037?
Según la simulación experimental, el valor de ChompCoin podría aumentar en un 4830.69% en 2037, con un máximo de $0.546188 bajo condiciones favorables. Se espera que el precio caiga entre $0.546188 y $0.212865 durante el transcurso del año.
Predicciones relacionadas
¿Cómo leer y predecir los movimientos de precio de ChompCoin?
Los traders de ChompCoin 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 ChompCoin
Las medias móviles son herramientas populares para la predicción de precios de ChompCoin. Una media móvil simple (SMA) calcula el precio de cierre promedio de CHOMP 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 CHOMP 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 CHOMP.
¿Cómo leer gráficos de ChompCoin 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 ChompCoin 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 CHOMP 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 ChompCoin?
La acción del precio de ChompCoin 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 CHOMP. La capitalización de mercado de ChompCoin puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de CHOMP, grandes poseedores de ChompCoin, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de ChompCoin.
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


