Predicción del precio de EnteriseCoin - Pronóstico de ENT
Predicción de precio de EnteriseCoin hasta $0.08886 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.029768 | $0.08886 |
| 2027 | $0.028657 | $0.075283 |
| 2028 | $0.051718 | $0.126674 |
| 2029 | $0.11361 | $0.373726 |
| 2030 | $0.09662 | $0.279358 |
| 2031 | $0.114235 | $0.255023 |
| 2032 | $0.174372 | $0.473054 |
| 2033 | $0.4052027 | $1.26 |
| 2034 | $0.325763 | $0.72975 |
| 2035 | $0.385153 | $0.859827 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en EnteriseCoin hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,954.43, equivalente a un ROI del 39.54% en los próximos 90 días.
Predicción del precio a largo plazo de EnteriseCoin para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'EnteriseCoin'
'name_with_ticker' => 'EnteriseCoin <small>ENT</small>'
'name_lang' => 'EnteriseCoin'
'name_lang_with_ticker' => 'EnteriseCoin <small>ENT</small>'
'name_with_lang' => 'EnteriseCoin'
'name_with_lang_with_ticker' => 'EnteriseCoin <small>ENT</small>'
'image' => '/uploads/coins/enterisecoin.png?1750367399'
'price_for_sd' => 0.08616
'ticker' => 'ENT'
'marketcap' => '$1.38M'
'low24h' => '$0'
'high24h' => '$0'
'volume24h' => '$190.69'
'current_supply' => '16.05M'
'max_supply' => '500M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.08616'
'change_24h_pct' => '0%'
'ath_price' => '$0.09484'
'ath_days' => 173
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '17 jul. 2025'
'ath_pct' => '-9.16%'
'fdv' => '$43.08M'
'new_prediction' => true
'change_24h_pct_is_increased' => false
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$4.24'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.086898'
'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' => '$0.07615'
'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' => '$0.029768'
'current_year_max_price_prediction' => '$0.08886'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.09662'
'grand_prediction_max_price' => '$0.279358'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.087793705629314
107 => 0.088121495457019
108 => 0.088860022676201
109 => 0.082549388448167
110 => 0.085382677946068
111 => 0.087046970082759
112 => 0.079527637661719
113 => 0.086898337057293
114 => 0.082439534346151
115 => 0.080926149737021
116 => 0.082963722739954
117 => 0.082169678559106
118 => 0.081487006000252
119 => 0.081106062982608
120 => 0.082602231717236
121 => 0.082532433657457
122 => 0.080084411213768
123 => 0.076891065730135
124 => 0.077962857292435
125 => 0.077573465369752
126 => 0.076162258809392
127 => 0.077113241641344
128 => 0.072925594530821
129 => 0.065720965332121
130 => 0.070480564064543
131 => 0.070297324690792
201 => 0.070204927089302
202 => 0.07378163399107
203 => 0.073437816151133
204 => 0.072813783404974
205 => 0.076150797958636
206 => 0.074932742757369
207 => 0.078686501877773
208 => 0.081158970412389
209 => 0.080531872416032
210 => 0.082857241023316
211 => 0.077987549205315
212 => 0.07960506548913
213 => 0.079938433353444
214 => 0.076109619717035
215 => 0.073494069001814
216 => 0.07331964158857
217 => 0.068784637093468
218 => 0.071207199889474
219 => 0.0733389548975
220 => 0.072318009679527
221 => 0.071994808923387
222 => 0.073645971492812
223 => 0.073774280965707
224 => 0.070848811386065
225 => 0.071457109149245
226 => 0.073993811942798
227 => 0.071393190747357
228 => 0.066340608573675
301 => 0.065087498337188
302 => 0.064920310332237
303 => 0.061521775985458
304 => 0.06517123715517
305 => 0.063578149555112
306 => 0.068610694195575
307 => 0.065736131687021
308 => 0.065612215042592
309 => 0.065424896859919
310 => 0.062499637955961
311 => 0.063140083746026
312 => 0.06526902309485
313 => 0.066028652638729
314 => 0.065949417053841
315 => 0.065258590130602
316 => 0.065574847158455
317 => 0.064556073080489
318 => 0.06419632274961
319 => 0.063060851748233
320 => 0.061392023058079
321 => 0.061624083922966
322 => 0.05831769761499
323 => 0.056516202871202
324 => 0.05601757286944
325 => 0.055350783991903
326 => 0.056092888447416
327 => 0.058308331038005
328 => 0.055636037241389
329 => 0.051054576966706
330 => 0.051329930535643
331 => 0.051948568251836
401 => 0.050795740960409
402 => 0.049704686678533
403 => 0.050653269856592
404 => 0.048712044741885
405 => 0.052183156032636
406 => 0.052089272199898
407 => 0.053383087837007
408 => 0.054192137306662
409 => 0.052327540211985
410 => 0.05185859908508
411 => 0.052125729263151
412 => 0.047710662459467
413 => 0.053022282686531
414 => 0.053068217798824
415 => 0.052674893479352
416 => 0.055503167272387
417 => 0.06147170713641
418 => 0.059226102355605
419 => 0.058356536310713
420 => 0.056703490623726
421 => 0.058906075853496
422 => 0.058736951673532
423 => 0.057972107993293
424 => 0.057509528149027
425 => 0.058361845695559
426 => 0.057403916572831
427 => 0.057231846180257
428 => 0.056189286815692
429 => 0.055817140555972
430 => 0.055541618280844
501 => 0.055238295328188
502 => 0.055907350178377
503 => 0.054391183866353
504 => 0.052562835925668
505 => 0.052410828577399
506 => 0.052830534230593
507 => 0.052644845722465
508 => 0.052409939572261
509 => 0.051961439758639
510 => 0.051828379444619
511 => 0.052260760913496
512 => 0.05177262744454
513 => 0.05249289496799
514 => 0.052297022055832
515 => 0.051202891890948
516 => 0.049839200606633
517 => 0.049827060893763
518 => 0.049533255843459
519 => 0.049159050938012
520 => 0.049054955693966
521 => 0.05057338282715
522 => 0.053716481550141
523 => 0.053099416062839
524 => 0.053545309116829
525 => 0.055738661625884
526 => 0.056435862432101
527 => 0.055941005813954
528 => 0.055263615553608
529 => 0.055293417287249
530 => 0.057608264866829
531 => 0.057752639070918
601 => 0.058117426107766
602 => 0.058586280538921
603 => 0.056020853750963
604 => 0.055172585916241
605 => 0.054770629556042
606 => 0.053532759543317
607 => 0.054867696225087
608 => 0.054089885788308
609 => 0.054194838990018
610 => 0.05412648807972
611 => 0.054163812298611
612 => 0.052182185786288
613 => 0.052904186336155
614 => 0.051703720387692
615 => 0.050096431241326
616 => 0.050091043044519
617 => 0.050484424786047
618 => 0.050250425933158
619 => 0.049620741036691
620 => 0.049710184804205
621 => 0.048926563283626
622 => 0.049805330644729
623 => 0.049830530548265
624 => 0.049492157247459
625 => 0.050846019613765
626 => 0.051400698129887
627 => 0.051177973574638
628 => 0.051385071181353
629 => 0.05312505791972
630 => 0.053408751679018
701 => 0.053534749707141
702 => 0.053365929040997
703 => 0.051416874944791
704 => 0.051503323781976
705 => 0.05086901957442
706 => 0.050333099360365
707 => 0.050354533358396
708 => 0.050630066013171
709 => 0.051833333276351
710 => 0.054365538295234
711 => 0.054461633624683
712 => 0.054578103967273
713 => 0.054104360550654
714 => 0.053961475003087
715 => 0.054149977922216
716 => 0.055100940990294
717 => 0.057547076185344
718 => 0.056682448635537
719 => 0.055979492978814
720 => 0.056596174605244
721 => 0.056501241302566
722 => 0.05569990869046
723 => 0.055677417952959
724 => 0.054139404468794
725 => 0.05357083590257
726 => 0.053095697452015
727 => 0.052576858667811
728 => 0.052269273644902
729 => 0.052741864034983
730 => 0.05284995104872
731 => 0.05181662390134
801 => 0.051675785229427
802 => 0.052519622483893
803 => 0.052148281169627
804 => 0.052530214920171
805 => 0.052618826826465
806 => 0.052604558268646
807 => 0.052216835288273
808 => 0.052463958353897
809 => 0.051879438632765
810 => 0.051243861228057
811 => 0.050838402441725
812 => 0.050484585874347
813 => 0.050680903869868
814 => 0.049981066062085
815 => 0.049757173862422
816 => 0.052380238619709
817 => 0.054317924758615
818 => 0.054289750034747
819 => 0.054118243649154
820 => 0.053863419948962
821 => 0.055082299049426
822 => 0.054657665943081
823 => 0.054966622007231
824 => 0.055045264292402
825 => 0.055283290804074
826 => 0.055368364822927
827 => 0.055111212050248
828 => 0.054248175936574
829 => 0.052097571996308
830 => 0.05109646005667
831 => 0.050766076441751
901 => 0.050778085258665
902 => 0.050446828478444
903 => 0.050544398446107
904 => 0.050412897625495
905 => 0.050163866884721
906 => 0.050665526923375
907 => 0.050723338569543
908 => 0.05060624512213
909 => 0.050633824867841
910 => 0.049664341134527
911 => 0.049738048877163
912 => 0.049327634799839
913 => 0.049250687107956
914 => 0.048213196059324
915 => 0.046375130279939
916 => 0.047393597147081
917 => 0.046163432389687
918 => 0.045697550356024
919 => 0.047902963443863
920 => 0.047681601138481
921 => 0.047302725095548
922 => 0.046742288463365
923 => 0.046534417064911
924 => 0.045271456251993
925 => 0.045196833789532
926 => 0.045822791271225
927 => 0.045533933431305
928 => 0.04512826762504
929 => 0.04365898719643
930 => 0.04200702953264
1001 => 0.042056891750674
1002 => 0.042582348747761
1003 => 0.04411018583432
1004 => 0.043513233452751
1005 => 0.043080137650684
1006 => 0.042999031825769
1007 => 0.044014241031129
1008 => 0.045450974749617
1009 => 0.046125058065227
1010 => 0.045457061971672
1011 => 0.044689704026861
1012 => 0.044736409549367
1013 => 0.045047120466159
1014 => 0.045079771790298
1015 => 0.044580300653897
1016 => 0.044720898853125
1017 => 0.044507317331929
1018 => 0.043196567930589
1019 => 0.04317286063035
1020 => 0.042851181588572
1021 => 0.042841441275031
1022 => 0.042294184978369
1023 => 0.042217620039461
1024 => 0.041131009446356
1025 => 0.041846219829298
1026 => 0.041366494254651
1027 => 0.040643434657835
1028 => 0.040518778910806
1029 => 0.040515031608524
1030 => 0.041257452141287
1031 => 0.041837544213114
1101 => 0.04137483928641
1102 => 0.041269490343758
1103 => 0.042394341435976
1104 => 0.042251193881246
1105 => 0.042127229022052
1106 => 0.04532233100336
1107 => 0.042793158468238
1108 => 0.041690294882804
1109 => 0.040325291767714
1110 => 0.04076974366493
1111 => 0.040863396210031
1112 => 0.037580809778545
1113 => 0.036249064872111
1114 => 0.035792060205971
1115 => 0.03552904755951
1116 => 0.035648905725208
1117 => 0.03445017911132
1118 => 0.035255743220961
1119 => 0.034217747299172
1120 => 0.034043723904953
1121 => 0.035899789196131
1122 => 0.036158049838423
1123 => 0.035056229703116
1124 => 0.03576377659846
1125 => 0.03550721025857
1126 => 0.034235540760022
1127 => 0.034186972338945
1128 => 0.033548893285918
1129 => 0.032550423124382
1130 => 0.032094095468028
1201 => 0.031856436062581
1202 => 0.031954498965158
1203 => 0.031904915360841
1204 => 0.031581348803029
1205 => 0.031923461817181
1206 => 0.031049504436879
1207 => 0.030701487566089
1208 => 0.030544296419483
1209 => 0.029768608941355
1210 => 0.031003072668844
1211 => 0.031246277574524
1212 => 0.031489961668998
1213 => 0.033611065341195
1214 => 0.033505100995909
1215 => 0.034462967070567
1216 => 0.034425746156308
1217 => 0.034152547235414
1218 => 0.032999965927203
1219 => 0.03345936429387
1220 => 0.032045407527627
1221 => 0.03310484007661
1222 => 0.032621359304215
1223 => 0.032941374741126
1224 => 0.032365958130932
1225 => 0.032684417441383
1226 => 0.031303950479968
1227 => 0.030014889855093
1228 => 0.030533645480568
1229 => 0.031097592172362
1230 => 0.032320372291114
1231 => 0.031592094540102
]
'min_raw' => 0.029768608941355
'max_raw' => 0.088860022676201
'avg_raw' => 0.059314315808778
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.029768'
'max' => '$0.08886'
'avg' => '$0.059314'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.056392391058645
'max_diff' => 0.002699022676201
'year' => 2026
]
1 => [
'items' => [
101 => 0.031854010758597
102 => 0.030976635270885
103 => 0.029166359029819
104 => 0.029176604996748
105 => 0.028898133436071
106 => 0.028657493350133
107 => 0.031675746000554
108 => 0.031300378571961
109 => 0.030702279701372
110 => 0.031502858807159
111 => 0.031714544629628
112 => 0.031720571027399
113 => 0.032304652877044
114 => 0.032616377464902
115 => 0.032671320274604
116 => 0.033590385684944
117 => 0.033898444287724
118 => 0.03516729407449
119 => 0.032589929811521
120 => 0.032536850690607
121 => 0.03151412459696
122 => 0.03086549553971
123 => 0.031558536783437
124 => 0.032172476715814
125 => 0.03153320142201
126 => 0.031616677279543
127 => 0.030758502428322
128 => 0.031065259556754
129 => 0.031329480120407
130 => 0.031183593055324
131 => 0.030965193057882
201 => 0.032122140642638
202 => 0.032056861125792
203 => 0.033134237314827
204 => 0.03397412909809
205 => 0.035479365322312
206 => 0.033908572852597
207 => 0.033851326931666
208 => 0.034410914991301
209 => 0.033898358617708
210 => 0.034222276552974
211 => 0.035427177135189
212 => 0.035452634785833
213 => 0.035026186337204
214 => 0.035000236910349
215 => 0.035082140999743
216 => 0.035561855809552
217 => 0.035394228714858
218 => 0.035588211032637
219 => 0.035830788891383
220 => 0.036834193766035
221 => 0.037076111284303
222 => 0.036488377134765
223 => 0.036541442947888
224 => 0.036321614242298
225 => 0.036109262467143
226 => 0.036586598246204
227 => 0.037458938764497
228 => 0.037453511979407
301 => 0.037655878023775
302 => 0.037781950392925
303 => 0.037240755493918
304 => 0.036888457514953
305 => 0.037023550977391
306 => 0.037239568365782
307 => 0.036953499449745
308 => 0.035187749579952
309 => 0.035723365293909
310 => 0.035634212648836
311 => 0.03550724844092
312 => 0.036045814183098
313 => 0.035993868203425
314 => 0.034437884437283
315 => 0.034537493469615
316 => 0.034443941992455
317 => 0.03474622595399
318 => 0.033882034291773
319 => 0.034147853826651
320 => 0.034314573347024
321 => 0.034412772425323
322 => 0.034767534831877
323 => 0.03472590755812
324 => 0.034764947222093
325 => 0.035290966217209
326 => 0.037951389786589
327 => 0.038096190771577
328 => 0.037383137763026
329 => 0.037667988375593
330 => 0.037121137489445
331 => 0.037488242152899
401 => 0.037739405840187
402 => 0.036604445433333
403 => 0.036537240443871
404 => 0.03598813250959
405 => 0.036283192010409
406 => 0.035813731129076
407 => 0.035928920408311
408 => 0.03560684114155
409 => 0.036186519696377
410 => 0.036834690393615
411 => 0.036998443908773
412 => 0.036567678910712
413 => 0.036255776663319
414 => 0.035708179063883
415 => 0.036618846075752
416 => 0.036885152862097
417 => 0.036617447279574
418 => 0.036555414046621
419 => 0.036437861182266
420 => 0.036580353442502
421 => 0.036883702498146
422 => 0.036740648685482
423 => 0.036835138249031
424 => 0.036475041469998
425 => 0.037240934651949
426 => 0.038457357347119
427 => 0.038461268344989
428 => 0.038318213761211
429 => 0.038259678907683
430 => 0.038406461591917
501 => 0.038486085176773
502 => 0.038960753462245
503 => 0.039470091444176
504 => 0.041846949564273
505 => 0.041179537315301
506 => 0.043288427239373
507 => 0.04495628536423
508 => 0.045456403089278
509 => 0.044996318314591
510 => 0.043422393153679
511 => 0.043345168876478
512 => 0.045697277560944
513 => 0.04503269912418
514 => 0.044953649633798
515 => 0.044112696612354
516 => 0.044609804002085
517 => 0.044501079323826
518 => 0.0443294521002
519 => 0.045277898371005
520 => 0.047053305121571
521 => 0.046776591329836
522 => 0.04657003732069
523 => 0.045664977779578
524 => 0.046210025775694
525 => 0.046015944623984
526 => 0.046849840418674
527 => 0.046355859022953
528 => 0.04502766428889
529 => 0.045239183678077
530 => 0.045207212947919
531 => 0.045865168309092
601 => 0.045667666441124
602 => 0.045168647538407
603 => 0.047047236974309
604 => 0.046925251825605
605 => 0.04709819887678
606 => 0.047174335517272
607 => 0.048317799802447
608 => 0.048786240533307
609 => 0.048892584780422
610 => 0.049337567244233
611 => 0.048881513211352
612 => 0.050706054503888
613 => 0.051919267998488
614 => 0.053328477903861
615 => 0.055387712335526
616 => 0.056162003530815
617 => 0.056022134756798
618 => 0.057583422801168
619 => 0.060389022711418
620 => 0.056589226713831
621 => 0.060590421125916
622 => 0.059323689171061
623 => 0.056320290493634
624 => 0.056126907026552
625 => 0.058160843481081
626 => 0.062671918778098
627 => 0.061541945580388
628 => 0.062673767009447
629 => 0.061353437192214
630 => 0.061287871688175
701 => 0.062609641537256
702 => 0.065698028835556
703 => 0.064230851796601
704 => 0.062127293744688
705 => 0.063680528275232
706 => 0.062334972779805
707 => 0.059303059651339
708 => 0.061541081511179
709 => 0.060044580028697
710 => 0.060481338719679
711 => 0.063626762248062
712 => 0.063248296567369
713 => 0.063738066203164
714 => 0.062873635615488
715 => 0.062066121138406
716 => 0.060558835400121
717 => 0.060112602401304
718 => 0.060235925148396
719 => 0.060112541288675
720 => 0.059269228770776
721 => 0.059087115512828
722 => 0.058783585437683
723 => 0.058877662099982
724 => 0.058306936757854
725 => 0.059384013396322
726 => 0.059583928311588
727 => 0.060367734868327
728 => 0.060449112265226
729 => 0.062632002368956
730 => 0.0614297031818
731 => 0.062236309278062
801 => 0.062164158836741
802 => 0.056385383250075
803 => 0.057181647539349
804 => 0.05842038489196
805 => 0.057862335393677
806 => 0.057073383966578
807 => 0.056436263388296
808 => 0.055470960563274
809 => 0.056829605752493
810 => 0.058616079700508
811 => 0.060494420192679
812 => 0.062751123220277
813 => 0.062247453375437
814 => 0.060452232699308
815 => 0.060532764987429
816 => 0.06103058390431
817 => 0.060385863175331
818 => 0.060195722445912
819 => 0.061004461487897
820 => 0.061010030829204
821 => 0.060268201713412
822 => 0.059443794404503
823 => 0.059440340107777
824 => 0.059293644789987
825 => 0.061379533963364
826 => 0.062526562101539
827 => 0.062658067029052
828 => 0.06251771077214
829 => 0.062571728324885
830 => 0.061904297924322
831 => 0.063429845899673
901 => 0.064829839582913
902 => 0.064454611369302
903 => 0.063892090935266
904 => 0.063444016314901
905 => 0.06434905922876
906 => 0.064308759092476
907 => 0.064817611859418
908 => 0.064794527358633
909 => 0.064623419312031
910 => 0.064454617480109
911 => 0.065123897663186
912 => 0.064931155718771
913 => 0.064738114392879
914 => 0.064350940460655
915 => 0.064403563828322
916 => 0.06384114052137
917 => 0.063580937764834
918 => 0.059668112620246
919 => 0.058622477886362
920 => 0.0589514558595
921 => 0.059059763950166
922 => 0.058604702373963
923 => 0.059257143778511
924 => 0.059155461476718
925 => 0.059551047830836
926 => 0.059303902651146
927 => 0.059314045575528
928 => 0.060040846852088
929 => 0.060251840354706
930 => 0.060144527356348
1001 => 0.060219685701924
1002 => 0.061951678053364
1003 => 0.061705444126987
1004 => 0.061574637261223
1005 => 0.06161087165699
1006 => 0.062053432837117
1007 => 0.062177325804609
1008 => 0.061652382595544
1009 => 0.061899948847599
1010 => 0.062954054528016
1011 => 0.063322931858947
1012 => 0.064500211228116
1013 => 0.064000082027621
1014 => 0.064918090820214
1015 => 0.067739736876386
1016 => 0.069993862989113
1017 => 0.067920875460148
1018 => 0.072060291004941
1019 => 0.075283419770455
1020 => 0.075159710720032
1021 => 0.074597683667453
1022 => 0.070928237259227
1023 => 0.067551557966014
1024 => 0.070376293576163
1025 => 0.070383494408146
1026 => 0.0701408471141
1027 => 0.068633785610358
1028 => 0.070088404640515
1029 => 0.070203867016728
1030 => 0.070139238789973
1031 => 0.068983778268546
1101 => 0.067219603617128
1102 => 0.067564319121178
1103 => 0.068128970148817
1104 => 0.067059967954952
1105 => 0.066718356980885
1106 => 0.067353476775822
1107 => 0.069399965087575
1108 => 0.069013088326738
1109 => 0.069002985411021
1110 => 0.070658208255162
1111 => 0.069473425918204
1112 => 0.067568667087616
1113 => 0.06708769036221
1114 => 0.065380547011764
1115 => 0.066559677004553
1116 => 0.066602111793829
1117 => 0.065956314347195
1118 => 0.067621069991217
1119 => 0.067605728974883
1120 => 0.069186166692704
1121 => 0.07220737002388
1122 => 0.071313851534464
1123 => 0.070274786745809
1124 => 0.070387761898478
1125 => 0.071626820476811
1126 => 0.070877657375395
1127 => 0.071147061650015
1128 => 0.071626412701176
1129 => 0.071915617091958
1130 => 0.070346149837247
1201 => 0.069980231943877
1202 => 0.06923169235377
1203 => 0.069036412346865
1204 => 0.069646082224216
1205 => 0.069485455751488
1206 => 0.066598545314106
1207 => 0.066296847110781
1208 => 0.066306099763952
1209 => 0.065547465286724
1210 => 0.064390365615816
1211 => 0.067431154464131
1212 => 0.067186936563799
1213 => 0.066917338902796
1214 => 0.066950363077966
1215 => 0.068270266455123
1216 => 0.067504655839654
1217 => 0.069540157141992
1218 => 0.069121719267001
1219 => 0.068692550039427
1220 => 0.068633225779362
1221 => 0.068468032241744
1222 => 0.067901522135444
1223 => 0.067217427140108
1224 => 0.066765728368892
1225 => 0.061587855197255
1226 => 0.062548838339608
1227 => 0.063654361848516
1228 => 0.064035984133684
1229 => 0.063383192807446
1230 => 0.067927298315814
1231 => 0.068757550180283
]
'min_raw' => 0.028657493350133
'max_raw' => 0.075283419770455
'avg_raw' => 0.051970456560294
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.028657'
'max' => '$0.075283'
'avg' => '$0.05197'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0011111155912213
'max_diff' => -0.013576602905746
'year' => 2027
]
2 => [
'items' => [
101 => 0.066242663126817
102 => 0.065772230441276
103 => 0.06795813980436
104 => 0.066639769241868
105 => 0.067233431425433
106 => 0.065950258500419
107 => 0.068557566818745
108 => 0.068537703497796
109 => 0.067523401673238
110 => 0.068380682629715
111 => 0.068231708966879
112 => 0.067086564705068
113 => 0.068593869934401
114 => 0.06859461753899
115 => 0.067618374085676
116 => 0.066478335459377
117 => 0.066274523479506
118 => 0.066120978530959
119 => 0.067195668780567
120 => 0.068159232697897
121 => 0.069952186260294
122 => 0.070402977385407
123 => 0.072162445157586
124 => 0.071114767766184
125 => 0.071579189584099
126 => 0.072083385163923
127 => 0.072325115066069
128 => 0.071931229162464
129 => 0.074664406838485
130 => 0.074895170776742
131 => 0.074972543929139
201 => 0.074050931794835
202 => 0.074869539076103
203 => 0.074486539838621
204 => 0.075482997454295
205 => 0.075639254731842
206 => 0.075506910376774
207 => 0.075556508903021
208 => 0.073224223922118
209 => 0.073103282642075
210 => 0.071454239707084
211 => 0.072126236892203
212 => 0.070869970364287
213 => 0.071268345421268
214 => 0.071443945350528
215 => 0.071352221912691
216 => 0.072164230604793
217 => 0.07147385733409
218 => 0.069651848764832
219 => 0.067829343790557
220 => 0.067806463725185
221 => 0.067326630335343
222 => 0.066979798680357
223 => 0.067046610761621
224 => 0.067282065250434
225 => 0.066966113637434
226 => 0.067033537933221
227 => 0.068153230489015
228 => 0.068377776845798
229 => 0.067614680589525
301 => 0.064550739006327
302 => 0.063798840056495
303 => 0.06433929011083
304 => 0.064080989794299
305 => 0.051718360080194
306 => 0.054622776554044
307 => 0.052897070909946
308 => 0.053692355466645
309 => 0.051930856873331
310 => 0.052771536330112
311 => 0.052616293531143
312 => 0.057286509273163
313 => 0.057213590278023
314 => 0.057248492742209
315 => 0.055582507188719
316 => 0.058236467411867
317 => 0.059543903651112
318 => 0.059301931999516
319 => 0.059362831051149
320 => 0.058316383575899
321 => 0.057258624641191
322 => 0.056085407194666
323 => 0.05826510019625
324 => 0.058022755543074
325 => 0.058578606984605
326 => 0.059992293703806
327 => 0.060200464443282
328 => 0.060480248028197
329 => 0.060379965529357
330 => 0.06276910150069
331 => 0.062479761370535
401 => 0.063176987835372
402 => 0.061742740098503
403 => 0.06011975264419
404 => 0.060428229499798
405 => 0.060398520697988
406 => 0.060020293552782
407 => 0.059678846997768
408 => 0.059110434685639
409 => 0.060908975350407
410 => 0.060835957883938
411 => 0.062018025792546
412 => 0.061809083807704
413 => 0.060413718096157
414 => 0.060463553855524
415 => 0.060798723287518
416 => 0.061958748518546
417 => 0.062303122987656
418 => 0.062143595012614
419 => 0.062521185896701
420 => 0.062819618335863
421 => 0.062558664416314
422 => 0.066253221614024
423 => 0.064718983881905
424 => 0.065466760677383
425 => 0.065645101036947
426 => 0.065188285956016
427 => 0.065287352789748
428 => 0.065437412048757
429 => 0.066348542484838
430 => 0.068739612386832
501 => 0.069798600969862
502 => 0.072984620371483
503 => 0.069710666709874
504 => 0.069516403848561
505 => 0.070090302151361
506 => 0.071960832814517
507 => 0.073476722226994
508 => 0.073979630198871
509 => 0.07404609778946
510 => 0.074989586577391
511 => 0.075530376755608
512 => 0.074875022222317
513 => 0.074319677873833
514 => 0.07233050334944
515 => 0.072560755716981
516 => 0.074146966199051
517 => 0.076387581932307
518 => 0.078310263327774
519 => 0.077637007315293
520 => 0.082773475445849
521 => 0.083282735280403
522 => 0.083212372037609
523 => 0.084372541728748
524 => 0.082069841156287
525 => 0.081085392048838
526 => 0.074439749625401
527 => 0.076306904074155
528 => 0.079020922719555
529 => 0.078661712174789
530 => 0.076690719288573
531 => 0.078308768152927
601 => 0.077773790597305
602 => 0.077351831602947
603 => 0.079284907556876
604 => 0.077159411139148
605 => 0.078999719266868
606 => 0.076639505057517
607 => 0.077640082692047
608 => 0.077072106434193
609 => 0.077439656681577
610 => 0.075290965445658
611 => 0.076450347080029
612 => 0.075242731357975
613 => 0.075242158790886
614 => 0.07521550060689
615 => 0.076636255148498
616 => 0.076682585903093
617 => 0.075632646150204
618 => 0.075481333428671
619 => 0.076040815866386
620 => 0.075385808460504
621 => 0.075692282303149
622 => 0.075395091240988
623 => 0.075328187273094
624 => 0.074795085074145
625 => 0.074565409988887
626 => 0.074655471507814
627 => 0.07434804511382
628 => 0.07416280959134
629 => 0.075178652599158
630 => 0.074635928659071
701 => 0.075095472371583
702 => 0.074571764312135
703 => 0.07275636400935
704 => 0.071712308097708
705 => 0.068283185213443
706 => 0.069255680209607
707 => 0.069900445398182
708 => 0.069687350507204
709 => 0.070145160789801
710 => 0.070173266622971
711 => 0.070024427833276
712 => 0.069852091582238
713 => 0.069768207826025
714 => 0.070393408620162
715 => 0.070756358724449
716 => 0.069965156210701
717 => 0.06977978853183
718 => 0.070579737956717
719 => 0.071067706643783
720 => 0.074670593263154
721 => 0.074403679785221
722 => 0.075073580235709
723 => 0.074998159725444
724 => 0.075700322121067
725 => 0.076848060881941
726 => 0.07451438706828
727 => 0.074919432149962
728 => 0.074820124449791
729 => 0.075904339880388
730 => 0.075907724682616
731 => 0.075257683371395
801 => 0.075610081311924
802 => 0.075413382449053
803 => 0.075768843879707
804 => 0.074400114992993
805 => 0.076067079031857
806 => 0.077012140225103
807 => 0.077025262400688
808 => 0.077473213905817
809 => 0.07792835857863
810 => 0.078801969143347
811 => 0.077903994054133
812 => 0.076288624284749
813 => 0.076405248764486
814 => 0.075458158059737
815 => 0.07547407882559
816 => 0.075389092529735
817 => 0.075644142801065
818 => 0.074456084184829
819 => 0.074734919167402
820 => 0.074344548558945
821 => 0.074918583560498
822 => 0.074301016790212
823 => 0.074820076560611
824 => 0.075044085550411
825 => 0.075870683545342
826 => 0.074178927594274
827 => 0.070729322688237
828 => 0.071454471461903
829 => 0.070381919466445
830 => 0.070481188237118
831 => 0.070681726952385
901 => 0.070031715364019
902 => 0.07015571709086
903 => 0.07015128687659
904 => 0.070113109683411
905 => 0.069944016564639
906 => 0.069698798088364
907 => 0.070675673023575
908 => 0.070841663110724
909 => 0.071210638512637
910 => 0.072308459030322
911 => 0.072198760872215
912 => 0.072377683119421
913 => 0.071987096858376
914 => 0.070499306413539
915 => 0.07058010059267
916 => 0.069572595884275
917 => 0.071184874352064
918 => 0.070803065529855
919 => 0.070556910898364
920 => 0.070489745326555
921 => 0.071590287128961
922 => 0.071919586485121
923 => 0.07171438922482
924 => 0.071293523657383
925 => 0.072101709964598
926 => 0.072317946525765
927 => 0.072366353917313
928 => 0.073798305099344
929 => 0.072446384081395
930 => 0.072771804907355
1001 => 0.075310645296019
1002 => 0.073008267399526
1003 => 0.074227888320452
1004 => 0.074168194222974
1005 => 0.074792111016398
1006 => 0.074117014835146
1007 => 0.074125383461408
1008 => 0.074679379306185
1009 => 0.073901392055874
1010 => 0.073708751471837
1011 => 0.073442619884709
1012 => 0.074023708468974
1013 => 0.074372044794865
1014 => 0.077179379756705
1015 => 0.078993046172081
1016 => 0.078914310129785
1017 => 0.079633810168678
1018 => 0.079309668811292
1019 => 0.078262930864121
1020 => 0.080049584903848
1021 => 0.079484212808898
1022 => 0.079530821397479
1023 => 0.079529086623484
1024 => 0.079905009640939
1025 => 0.079638633730234
1026 => 0.079113579467306
1027 => 0.079462134990294
1028 => 0.080497220282687
1029 => 0.08371015679057
1030 => 0.085508158626129
1031 => 0.083601914822432
1101 => 0.0849168162726
1102 => 0.084128343949791
1103 => 0.083985055073717
1104 => 0.084810910354877
1105 => 0.085638211186381
1106 => 0.085585515699934
1107 => 0.08498493777863
1108 => 0.084645686549986
1109 => 0.087214610510779
1110 => 0.089107349924613
1111 => 0.088978277785676
1112 => 0.089547960230437
1113 => 0.091220565507873
1114 => 0.09137348757267
1115 => 0.091354222907379
1116 => 0.090975189614012
1117 => 0.092622086724889
1118 => 0.09399595726918
1119 => 0.090887454357923
1120 => 0.092071131573238
1121 => 0.092602522410892
1122 => 0.093382761817124
1123 => 0.094699156478745
1124 => 0.096129110237705
1125 => 0.096331321377867
1126 => 0.096187842897228
1127 => 0.095244749953974
1128 => 0.096809422419925
1129 => 0.097725970854394
1130 => 0.098271754472283
1201 => 0.099655770917514
1202 => 0.092605804099798
1203 => 0.087615487180133
1204 => 0.086836177132077
1205 => 0.088420934759653
1206 => 0.088838822707839
1207 => 0.088670372599912
1208 => 0.083053317207064
1209 => 0.08680660449791
1210 => 0.090844826037502
1211 => 0.090999950573013
1212 => 0.093021568710963
1213 => 0.093679890445607
1214 => 0.095307558026203
1215 => 0.095205746975871
1216 => 0.095602058129898
1217 => 0.09551095305874
1218 => 0.098525864505949
1219 => 0.1018517595509
1220 => 0.10173659438119
1221 => 0.10125845761828
1222 => 0.10196857224564
1223 => 0.10540125235661
1224 => 0.10508522617957
1225 => 0.10539221869152
1226 => 0.10943954199972
1227 => 0.11470163802541
1228 => 0.11225686611567
1229 => 0.11756131769563
1230 => 0.12090018878832
1231 => 0.12667442109741
]
'min_raw' => 0.051718360080194
'max_raw' => 0.12667442109741
'avg_raw' => 0.089196390588804
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.051718'
'max' => '$0.126674'
'avg' => '$0.089196'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.02306086673006
'max_diff' => 0.05139100132696
'year' => 2028
]
3 => [
'items' => [
101 => 0.12595145877362
102 => 0.12819932503828
103 => 0.12465720532724
104 => 0.11652378249021
105 => 0.11523663719276
106 => 0.11781353467397
107 => 0.12414858568154
108 => 0.11761402137321
109 => 0.11893595522215
110 => 0.11855523818472
111 => 0.11853495139174
112 => 0.11930921576748
113 => 0.11818610490755
114 => 0.11361034922042
115 => 0.11570739108673
116 => 0.11489762251393
117 => 0.1157961211177
118 => 0.12064494751327
119 => 0.1185011657822
120 => 0.11624286587521
121 => 0.11907527511545
122 => 0.12268190539967
123 => 0.12245620895823
124 => 0.12201826352802
125 => 0.12448693898801
126 => 0.12856446759387
127 => 0.1296666071912
128 => 0.1304801841097
129 => 0.13059236262126
130 => 0.13174787100895
131 => 0.12553441118276
201 => 0.13539533149988
202 => 0.13709804003622
203 => 0.13677800140143
204 => 0.13867049027865
205 => 0.13811367204316
206 => 0.13730692978205
207 => 0.14030692719636
208 => 0.13686767224816
209 => 0.13198608283934
210 => 0.12930794634278
211 => 0.13283473252056
212 => 0.13498841777146
213 => 0.1364118667222
214 => 0.13684260151462
215 => 0.12601674438162
216 => 0.12018220781649
217 => 0.12392207886164
218 => 0.12848497964883
219 => 0.1255090640385
220 => 0.12562571429627
221 => 0.12138284069281
222 => 0.12886037981674
223 => 0.12777096526239
224 => 0.13342284989751
225 => 0.13207398227013
226 => 0.13668287478518
227 => 0.13546919892516
228 => 0.1405070995644
301 => 0.14251685452511
302 => 0.14589154589752
303 => 0.14837398260854
304 => 0.14983171692669
305 => 0.14974420002605
306 => 0.15552046963493
307 => 0.15211440525406
308 => 0.14783558564396
309 => 0.14775819529671
310 => 0.14997425660413
311 => 0.15461851315775
312 => 0.15582270131091
313 => 0.15649567821017
314 => 0.15546499066247
315 => 0.15176795189187
316 => 0.15017158929514
317 => 0.15153173647863
318 => 0.149868393352
319 => 0.15273979024022
320 => 0.15668283146502
321 => 0.15586860904458
322 => 0.15859043252108
323 => 0.16140723347509
324 => 0.16543538534976
325 => 0.16648849341183
326 => 0.16822924099232
327 => 0.17002104205844
328 => 0.17059652027049
329 => 0.17169528673768
330 => 0.17168949569603
331 => 0.17500070240044
401 => 0.17865306593493
402 => 0.18003174861679
403 => 0.18320195342273
404 => 0.17777308878979
405 => 0.18189094497618
406 => 0.18560535433292
407 => 0.18117688237069
408 => 0.18728049926899
409 => 0.18751748888206
410 => 0.19109575067236
411 => 0.18746849683588
412 => 0.18531464508638
413 => 0.19153273438341
414 => 0.19454147192626
415 => 0.19363521569243
416 => 0.18673856100563
417 => 0.18272441216648
418 => 0.17221861038293
419 => 0.18466318641241
420 => 0.1907245763831
421 => 0.18672286346993
422 => 0.1887410946976
423 => 0.19975190986206
424 => 0.2039441153792
425 => 0.20307216593737
426 => 0.20321951103953
427 => 0.20548154904266
428 => 0.21551267127566
429 => 0.20950179031405
430 => 0.21409688358579
501 => 0.21653410448827
502 => 0.2187979310903
503 => 0.21323868844547
504 => 0.20600619544604
505 => 0.20371536131372
506 => 0.18632497198586
507 => 0.18541972669871
508 => 0.1849115850873
509 => 0.18170782410538
510 => 0.17919054555758
511 => 0.17718871219581
512 => 0.17193530365648
513 => 0.17370817482308
514 => 0.16533533808296
515 => 0.17069198231417
516 => 0.15732873270773
517 => 0.16845804407108
518 => 0.16240086588371
519 => 0.16646809812924
520 => 0.1664539079391
521 => 0.1589648438579
522 => 0.15464530798865
523 => 0.15739788436339
524 => 0.16034886473689
525 => 0.1608276513742
526 => 0.16465367445692
527 => 0.16572143525922
528 => 0.16248607017928
529 => 0.1570518090623
530 => 0.15831406397747
531 => 0.15461972843308
601 => 0.1481455474921
602 => 0.15279541727227
603 => 0.15438308725556
604 => 0.15508429276775
605 => 0.14871767937699
606 => 0.14671715122372
607 => 0.14565208682097
608 => 0.15622995922206
609 => 0.15680943895039
610 => 0.15384473873008
611 => 0.16724546485028
612 => 0.16421246781003
613 => 0.1676010686063
614 => 0.15819952757425
615 => 0.15855867910253
616 => 0.15410783891158
617 => 0.15660001201326
618 => 0.15483862439148
619 => 0.15639866905478
620 => 0.15733375339366
621 => 0.16178386324553
622 => 0.16850885717728
623 => 0.16111916523175
624 => 0.15789937062874
625 => 0.15989691309163
626 => 0.16521663190339
627 => 0.17327627821459
628 => 0.16850480538286
629 => 0.17062230400072
630 => 0.17108488324776
701 => 0.16756657583117
702 => 0.1734060032275
703 => 0.17653539980861
704 => 0.17974551316346
705 => 0.18253276464414
706 => 0.17846332329763
707 => 0.18281820886989
708 => 0.17930893983944
709 => 0.17616076273755
710 => 0.1761655372227
711 => 0.17419063973916
712 => 0.1703640270117
713 => 0.16965834091398
714 => 0.17332940911263
715 => 0.17627325815649
716 => 0.17651572766383
717 => 0.17814559375494
718 => 0.1791101317187
719 => 0.18856391498934
720 => 0.19236630482659
721 => 0.19701579514402
722 => 0.19882703365358
723 => 0.2042782122024
724 => 0.19987594280115
725 => 0.19892348412462
726 => 0.1857007080321
727 => 0.18786593687649
728 => 0.19133267716988
729 => 0.18575787330266
730 => 0.18929380321344
731 => 0.18999187067907
801 => 0.18556844360047
802 => 0.18793118712815
803 => 0.18165644082327
804 => 0.16864562949982
805 => 0.17342048797984
806 => 0.17693639102111
807 => 0.17191876387349
808 => 0.18091266632662
809 => 0.17565861418533
810 => 0.17399333189553
811 => 0.16749647196699
812 => 0.17056273976619
813 => 0.17470991086933
814 => 0.17214744128798
815 => 0.17746495042603
816 => 0.18499596149339
817 => 0.19036300845945
818 => 0.19077502368262
819 => 0.18732437204766
820 => 0.19285406331445
821 => 0.19289434107843
822 => 0.18665682674004
823 => 0.1828363839384
824 => 0.18196837129559
825 => 0.18413683706124
826 => 0.1867697548216
827 => 0.19092113229415
828 => 0.19342972275626
829 => 0.19997079622788
830 => 0.20174062316202
831 => 0.20368512638465
901 => 0.20628358235267
902 => 0.20940369497271
903 => 0.20257706618817
904 => 0.20284830087621
905 => 0.19649143867316
906 => 0.18969821974295
907 => 0.19485342612428
908 => 0.20159317269952
909 => 0.2000470673884
910 => 0.19987309895684
911 => 0.20016566560391
912 => 0.19899995269041
913 => 0.19372747638597
914 => 0.19107967179333
915 => 0.19449601524483
916 => 0.19631164974535
917 => 0.19912754051569
918 => 0.198780422542
919 => 0.2060338547618
920 => 0.20885231919001
921 => 0.20813123538038
922 => 0.2082639321552
923 => 0.21336662737506
924 => 0.21904187390886
925 => 0.22435749120251
926 => 0.22976476542467
927 => 0.22324608530035
928 => 0.21993630154951
929 => 0.22335115353233
930 => 0.22153918500272
1001 => 0.23195129363863
1002 => 0.23267220544975
1003 => 0.24308356117169
1004 => 0.25296517751299
1005 => 0.24675871133656
1006 => 0.25261112939555
1007 => 0.258940996681
1008 => 0.27115233765858
1009 => 0.26703998761748
1010 => 0.26388999193475
1011 => 0.26091326123523
1012 => 0.26710736527823
1013 => 0.27507598117633
1014 => 0.27679234471833
1015 => 0.2795735093577
1016 => 0.27664945480403
1017 => 0.28017115643988
1018 => 0.29260431072853
1019 => 0.28924476268924
1020 => 0.28447366439917
1021 => 0.29428844561722
1022 => 0.29784037678604
1023 => 0.32276968988961
1024 => 0.35424397746142
1025 => 0.34121341573537
1026 => 0.33312492557842
1027 => 0.33502591262686
1028 => 0.34651925697621
1029 => 0.35021055440071
1030 => 0.3401763355344
1031 => 0.34372059127282
1101 => 0.36324978885505
1102 => 0.37372657678624
1103 => 0.35949769155534
1104 => 0.32024076152904
1105 => 0.28404407919986
1106 => 0.29364506931141
1107 => 0.29255661498617
1108 => 0.31353830147126
1109 => 0.28916463857958
1110 => 0.28957502855294
1111 => 0.31099059409455
1112 => 0.30527728836379
1113 => 0.29602246478487
1114 => 0.28411164965399
1115 => 0.26209340626752
1116 => 0.24259123407597
1117 => 0.28083948482561
1118 => 0.27919015070336
1119 => 0.27680167047671
1120 => 0.28211697476056
1121 => 0.3079265835875
1122 => 0.30733158856648
1123 => 0.30354653381193
1124 => 0.30641746448332
1125 => 0.29551917675743
1126 => 0.29832791365379
1127 => 0.28403834546045
1128 => 0.29049782706892
1129 => 0.29600260809002
1130 => 0.29710777437968
1201 => 0.29959777046148
1202 => 0.27832102656725
1203 => 0.28787365992338
1204 => 0.2934849370594
1205 => 0.26813298281884
1206 => 0.29298381043681
1207 => 0.27795064579253
1208 => 0.27284816392171
1209 => 0.2797179835599
1210 => 0.27704080816578
1211 => 0.27473912997093
1212 => 0.27345475399035
1213 => 0.27849919133831
1214 => 0.27826386230662
1215 => 0.27001018372226
1216 => 0.25924359647193
1217 => 0.26285721655432
1218 => 0.26154435450052
1219 => 0.25678637305497
1220 => 0.2599926780684
1221 => 0.24587373346308
1222 => 0.22158282310852
1223 => 0.23763014253945
1224 => 0.23701233819748
1225 => 0.23670081323307
1226 => 0.24875993027008
1227 => 0.24760072441814
1228 => 0.24549675444588
1229 => 0.25674773199647
1230 => 0.2526409738435
1231 => 0.26529703479704
]
'min_raw' => 0.11361034922042
'max_raw' => 0.37372657678624
'avg_raw' => 0.24366846300333
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.11361'
'max' => '$0.373726'
'avg' => '$0.243668'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.061891989140222
'max_diff' => 0.24705215568883
'year' => 2029
]
4 => [
'items' => [
101 => 0.27363313508374
102 => 0.27151883040644
103 => 0.27935897301794
104 => 0.26294046706253
105 => 0.26839403614479
106 => 0.26951800917433
107 => 0.25660889667994
108 => 0.24779038483166
109 => 0.24720229062977
110 => 0.23191220635063
111 => 0.2400800459553
112 => 0.24726740679924
113 => 0.24382521871672
114 => 0.24273552480224
115 => 0.24830253468555
116 => 0.2487351390317
117 => 0.23887171409417
118 => 0.24092263247272
119 => 0.24947530304812
120 => 0.24070712711812
121 => 0.22367199355953
122 => 0.21944704490785
123 => 0.21888335887646
124 => 0.2074249630482
125 => 0.21972937617913
126 => 0.21435817010971
127 => 0.23132574572608
128 => 0.22163395753294
129 => 0.22121616391467
130 => 0.22058460758365
131 => 0.2107218929539
201 => 0.2128812006496
202 => 0.22005906830196
203 => 0.22262021234479
204 => 0.22235306403829
205 => 0.22002389283459
206 => 0.22109017548436
207 => 0.21765530755196
208 => 0.21644238419444
209 => 0.21261406443724
210 => 0.20698749199449
211 => 0.20776990140243
212 => 0.19662218912056
213 => 0.19054832381554
214 => 0.18886715795136
215 => 0.18661903269703
216 => 0.18912108968087
217 => 0.19659060905231
218 => 0.18758078394342
219 => 0.17213407075999
220 => 0.17306244454223
221 => 0.17514822479428
222 => 0.1712613870934
223 => 0.16758282140708
224 => 0.17078103581987
225 => 0.16423605981362
226 => 0.17593915387564
227 => 0.17562261797881
228 => 0.17998480773064
301 => 0.18271257450361
302 => 0.1764259552169
303 => 0.17484488746712
304 => 0.17574553551291
305 => 0.16085982953417
306 => 0.1787683279752
307 => 0.17892320141338
308 => 0.17759708100926
309 => 0.18713280356625
310 => 0.20725615242794
311 => 0.19968493912634
312 => 0.19675313649483
313 => 0.19117977754918
314 => 0.19860594743094
315 => 0.19803573345032
316 => 0.19545700958272
317 => 0.19389738934148
318 => 0.19677103745652
319 => 0.19354131253877
320 => 0.19296116519664
321 => 0.18944610350984
322 => 0.18819138641276
323 => 0.18726244382582
324 => 0.18623976931361
325 => 0.18849553445294
326 => 0.1833836738766
327 => 0.1772192711434
328 => 0.1767067677559
329 => 0.17812183466855
330 => 0.17749577289905
331 => 0.17670377041301
401 => 0.17519162197812
402 => 0.17474299983943
403 => 0.17620080414966
404 => 0.17455502807869
405 => 0.17698346032147
406 => 0.17632306112272
407 => 0.17263412488208
408 => 0.16803634450713
409 => 0.16799541461762
410 => 0.16700483037771
411 => 0.16574317241284
412 => 0.16539220802984
413 => 0.17051169112257
414 => 0.18110886791128
415 => 0.17902838853871
416 => 0.18053174810149
417 => 0.18792678922075
418 => 0.19027745041592
419 => 0.18860900677805
420 => 0.18632513822141
421 => 0.18642561684708
422 => 0.19423028707913
423 => 0.1947170547881
424 => 0.19594695975145
425 => 0.19752773520046
426 => 0.18887821967248
427 => 0.18601822544355
428 => 0.18466300151144
429 => 0.18048943633821
430 => 0.1849902685631
501 => 0.18236782637051
502 => 0.18272168341767
503 => 0.18249123355149
504 => 0.18261707476138
505 => 0.17593588262234
506 => 0.17837015788469
507 => 0.17432270312559
508 => 0.16890361555127
509 => 0.16888544886954
510 => 0.17021176287614
511 => 0.16942281940634
512 => 0.16729979281471
513 => 0.16760135872165
514 => 0.16495932405431
515 => 0.16792214956585
516 => 0.16800711280002
517 => 0.16686626359188
518 => 0.17143090508353
519 => 0.17330104242706
520 => 0.1725501110389
521 => 0.17324835507903
522 => 0.17911484184944
523 => 0.18007133516577
524 => 0.18049614631449
525 => 0.1799269556519
526 => 0.17335558368794
527 => 0.17364705197817
528 => 0.17150845105669
529 => 0.16970155863825
530 => 0.16977382485908
531 => 0.17070280244173
601 => 0.17475970202898
602 => 0.18329720804305
603 => 0.18362120015545
604 => 0.1840138880472
605 => 0.18241662904235
606 => 0.18193488044278
607 => 0.18257043119548
608 => 0.18577666957363
609 => 0.19402398516744
610 => 0.1911088330169
611 => 0.18873876894146
612 => 0.19081795410031
613 => 0.1904978798423
614 => 0.18779613099332
615 => 0.18772030190159
616 => 0.18253478205905
617 => 0.18061781344184
618 => 0.17901585098268
619 => 0.17726654979757
620 => 0.17622950541793
621 => 0.1778228769133
622 => 0.17818729982651
623 => 0.17470336520452
624 => 0.17422851778912
625 => 0.17707357400739
626 => 0.17582157084012
627 => 0.17710928714584
628 => 0.1774080483746
629 => 0.17735994093572
630 => 0.17605270583743
701 => 0.17688589850677
702 => 0.17491514945711
703 => 0.17277225586253
704 => 0.17140522325619
705 => 0.17021230599659
706 => 0.17087420582497
707 => 0.16851465379492
708 => 0.1677597856121
709 => 0.17660363157783
710 => 0.18313667568007
711 => 0.18304168263146
712 => 0.18246343687823
713 => 0.18160428098181
714 => 0.18571381696845
715 => 0.18428213680347
716 => 0.18532380374438
717 => 0.18558895169946
718 => 0.18639147470204
719 => 0.18667830769628
720 => 0.18581129916936
721 => 0.18290151265685
722 => 0.17565060132187
723 => 0.17227528252198
724 => 0.17116137109763
725 => 0.17120185966229
726 => 0.17008500430017
727 => 0.17041396825826
728 => 0.16997060406047
729 => 0.16913097953118
730 => 0.17082236137629
731 => 0.17101727737762
801 => 0.17062248864447
802 => 0.17071547568269
803 => 0.16744679358863
804 => 0.16769530438903
805 => 0.16631156467314
806 => 0.16605213015764
807 => 0.16255415665187
808 => 0.15635698954702
809 => 0.15979082169667
810 => 0.15564323532976
811 => 0.15407248152642
812 => 0.16150818572909
813 => 0.16076184726147
814 => 0.15948444023044
815 => 0.1575948889966
816 => 0.1568940360636
817 => 0.15263587550574
818 => 0.15238428066357
819 => 0.15449474001606
820 => 0.15352083564136
821 => 0.15215310505285
822 => 0.14719932350591
823 => 0.14162963290644
824 => 0.14179774685581
825 => 0.14356936180772
826 => 0.14872057121524
827 => 0.1467079045829
828 => 0.14524769184844
829 => 0.14497423789711
830 => 0.14839708661263
831 => 0.15324113465406
901 => 0.15551385361563
902 => 0.15326165814821
903 => 0.15067445726206
904 => 0.15083192819206
905 => 0.15187951174117
906 => 0.15198959796015
907 => 0.15030559615181
908 => 0.15077963279676
909 => 0.15005952778626
910 => 0.14564024466605
911 => 0.1455603138481
912 => 0.14447575049983
913 => 0.14444291035268
914 => 0.14259779754027
915 => 0.14233965350315
916 => 0.13867607002377
917 => 0.14108745176425
918 => 0.13947002349596
919 => 0.13703217758288
920 => 0.13661189202859
921 => 0.13659925773732
922 => 0.13910238039767
923 => 0.14105820131857
924 => 0.13949815935316
925 => 0.13914296803778
926 => 0.14293548202979
927 => 0.14245285005478
928 => 0.14203489387705
929 => 0.15280740328193
930 => 0.14428012149858
1001 => 0.14056173992081
1002 => 0.13595953661681
1003 => 0.13745803721892
1004 => 0.13777379331333
1005 => 0.12670632397672
1006 => 0.12221625304521
1007 => 0.12067542990628
1008 => 0.11978866440578
1009 => 0.12019277457965
1010 => 0.11615118410851
1011 => 0.11886719974686
1012 => 0.11536752402598
1013 => 0.11478079200245
1014 => 0.121038645718
1015 => 0.12190938950467
1016 => 0.11819452599185
1017 => 0.12058006974885
1018 => 0.11971503842103
1019 => 0.11542751592154
1020 => 0.11526376409894
1021 => 0.1131124360224
1022 => 0.10974602416182
1023 => 0.10820748360865
1024 => 0.10740619833033
1025 => 0.1077368242529
1026 => 0.10756964966913
1027 => 0.10647872242877
1028 => 0.10763218034156
1029 => 0.10468557201611
1030 => 0.10351220883848
1031 => 0.10298222791296
1101 => 0.10036694342368
1102 => 0.10452902406842
1103 => 0.10534900638794
1104 => 0.10617060432594
1105 => 0.11332205344748
1106 => 0.11296478725916
1107 => 0.11619429960594
1108 => 0.11606880669484
1109 => 0.1151476974589
1110 => 0.11126168910761
1111 => 0.112810582775
1112 => 0.1080433288183
1113 => 0.11161527962442
1114 => 0.10998519044474
1115 => 0.11106414483305
1116 => 0.10912408755747
1117 => 0.11019779535678
1118 => 0.10554345461524
1119 => 0.10119729671914
1120 => 0.10294631752879
1121 => 0.10484770317367
1122 => 0.10897039171582
1123 => 0.10651495243156
1124 => 0.10739802124862
1125 => 0.1044398885354
1126 => 0.098336415799193
1127 => 0.098370960792045
1128 => 0.097432074482961
1129 => 0.096620739632267
1130 => 0.10679698917083
1201 => 0.10553141167801
1202 => 0.10351487957789
1203 => 0.1062140879277
1204 => 0.10692780145759
1205 => 0.10694811987842
1206 => 0.10891739261379
1207 => 0.10996839382567
1208 => 0.11015363734457
1209 => 0.11325233054262
1210 => 0.11429097162986
1211 => 0.11856898727421
1212 => 0.10987922371578
1213 => 0.10970026375375
1214 => 0.10625207132457
1215 => 0.10406517317222
1216 => 0.10640181011203
1217 => 0.10847175145796
1218 => 0.10631639017213
1219 => 0.1065978348539
1220 => 0.10370443842715
1221 => 0.10473869150276
1222 => 0.1056295295804
1223 => 0.10513766115497
1224 => 0.10440131031539
1225 => 0.1083020398729
1226 => 0.10808194542418
1227 => 0.11171439446551
1228 => 0.11454614825216
1229 => 0.11962115727436
1230 => 0.11432512079349
1231 => 0.11413211217429
]
'min_raw' => 0.096620739632267
'max_raw' => 0.27935897301794
'avg_raw' => 0.18798985632511
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.09662'
'max' => '$0.279358'
'avg' => '$0.187989'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.016989609588149
'max_diff' => -0.094367603768295
'year' => 2030
]
5 => [
'items' => [
101 => 0.11601880238654
102 => 0.11429068278742
103 => 0.1153827947214
104 => 0.11944520115781
105 => 0.11953103340435
106 => 0.11809323268612
107 => 0.11800574238175
108 => 0.1182818877375
109 => 0.11989927971139
110 => 0.11933411325828
111 => 0.11998813818608
112 => 0.12080600637309
113 => 0.12418905596347
114 => 0.12500469776645
115 => 0.123023111047
116 => 0.12320202614088
117 => 0.12246085831203
118 => 0.12174489947617
119 => 0.1233542703818
120 => 0.12629542734409
121 => 0.12627713055927
122 => 0.1269594218066
123 => 0.12738448360128
124 => 0.12555980721426
125 => 0.12437200998152
126 => 0.12482748702206
127 => 0.12555580472887
128 => 0.12459130340576
129 => 0.11863795443903
130 => 0.12044382021413
131 => 0.12014323584683
201 => 0.11971516715548
202 => 0.12153097915669
203 => 0.12135583965947
204 => 0.11610973175661
205 => 0.1164455705636
206 => 0.1161301552268
207 => 0.1171493267079
208 => 0.11423564418281
209 => 0.11513187330357
210 => 0.11569397980649
211 => 0.11602506485502
212 => 0.11722117107744
213 => 0.11708082181764
214 => 0.11721244677039
215 => 0.1189859565379
216 => 0.12795576034691
217 => 0.12844396697747
218 => 0.12603985897537
219 => 0.12700025270328
220 => 0.12515650676072
221 => 0.12639422576398
222 => 0.12724104167136
223 => 0.12341444341925
224 => 0.12318785710518
225 => 0.12133650136726
226 => 0.12233131507467
227 => 0.12074849493654
228 => 0.12113686363374
301 => 0.120050950899
302 => 0.12200537761846
303 => 0.12419073037803
304 => 0.12474283678729
305 => 0.12329048252128
306 => 0.12223888231787
307 => 0.12039261877933
308 => 0.12346299619059
309 => 0.1243608681137
310 => 0.12345828005161
311 => 0.12324913067569
312 => 0.12285279298624
313 => 0.12333321559011
314 => 0.12435597811037
315 => 0.12387366219328
316 => 0.12419224035383
317 => 0.12297814892217
318 => 0.12556041125807
319 => 0.12966166530276
320 => 0.12967485150513
321 => 0.12919253298817
322 => 0.12899517864273
323 => 0.12949006671067
324 => 0.12975852318615
325 => 0.1313589004509
326 => 0.13307616901782
327 => 0.14108991211666
328 => 0.13883968512202
329 => 0.14594995473902
330 => 0.15157325485311
331 => 0.15325943668022
401 => 0.15170822874027
402 => 0.14640163017231
403 => 0.1461412631301
404 => 0.15407156177876
405 => 0.15183088917982
406 => 0.15156436830394
407 => 0.14872903647868
408 => 0.15040506875009
409 => 0.15003849590642
410 => 0.14945984273933
411 => 0.15265759555976
412 => 0.15864350337423
413 => 0.15771054350586
414 => 0.15701413224288
415 => 0.15396266081078
416 => 0.15580032818372
417 => 0.15514597003042
418 => 0.15795750792296
419 => 0.15629201515861
420 => 0.15181391388112
421 => 0.15252706626958
422 => 0.15241927472073
423 => 0.1546376171579
424 => 0.1539717258209
425 => 0.15228924875
426 => 0.15862304419207
427 => 0.15821176274649
428 => 0.1587948658043
429 => 0.15905156580341
430 => 0.16290683547501
501 => 0.16448621610459
502 => 0.16484476315845
503 => 0.16634505260287
504 => 0.16480743459034
505 => 0.17095900294353
506 => 0.17504943694444
507 => 0.1798006865283
508 => 0.18674353918581
509 => 0.18935411601001
510 => 0.18888253867309
511 => 0.19414653032033
512 => 0.20360580629847
513 => 0.19079452879932
514 => 0.20428483511414
515 => 0.20001395988794
516 => 0.1898877915564
517 => 0.18923578569553
518 => 0.19609334445688
519 => 0.211302749774
520 => 0.20749296624571
521 => 0.21130898121503
522 => 0.20685739705374
523 => 0.20663633837924
524 => 0.21109277770844
525 => 0.22150549110897
526 => 0.21655880128711
527 => 0.20946650844935
528 => 0.21470334711245
529 => 0.21016671281593
530 => 0.19994440602189
531 => 0.20749005297604
601 => 0.20244449374546
602 => 0.20391705616562
603 => 0.21452207119802
604 => 0.21324604773193
605 => 0.21489734025364
606 => 0.21198285217468
607 => 0.20926026073634
608 => 0.20417834163438
609 => 0.20267383592387
610 => 0.20308962717581
611 => 0.20267362987838
612 => 0.19983034284608
613 => 0.19921633528217
614 => 0.19819296244202
615 => 0.19851014847718
616 => 0.19658590813943
617 => 0.20021734722511
618 => 0.20089137431955
619 => 0.20353403284922
620 => 0.20380840242445
621 => 0.2111681688137
622 => 0.20711453316235
623 => 0.20983406193134
624 => 0.20959080168104
625 => 0.19010725632937
626 => 0.19279191697406
627 => 0.19696840644426
628 => 0.19508690359903
629 => 0.19242689877974
630 => 0.19027880226772
701 => 0.18702421639787
702 => 0.1916049835109
703 => 0.19762820515426
704 => 0.20396116126516
705 => 0.21156979308068
706 => 0.20987163503369
707 => 0.20381892318582
708 => 0.20409044341781
709 => 0.20576887465268
710 => 0.20359515370196
711 => 0.20295408095752
712 => 0.20568080110193
713 => 0.20569957852499
714 => 0.20319844986824
715 => 0.20041890306798
716 => 0.20040725666539
717 => 0.19991266315952
718 => 0.20694538413969
719 => 0.2108126695905
720 => 0.21125604763499
721 => 0.21078282671545
722 => 0.21096495066591
723 => 0.20871466247191
724 => 0.21385815398117
725 => 0.21857833042865
726 => 0.21731322230886
727 => 0.21541664539159
728 => 0.21390593052545
729 => 0.21695734589761
730 => 0.21682147117446
731 => 0.21853710380517
801 => 0.21845927279907
802 => 0.21788237007357
803 => 0.21731324291188
804 => 0.21956976777677
805 => 0.21891992485436
806 => 0.2182690725464
807 => 0.21696368860229
808 => 0.21714111196042
809 => 0.21524486251389
810 => 0.21436757075346
811 => 0.20117520759375
812 => 0.19764977708457
813 => 0.19875894928952
814 => 0.19912411757903
815 => 0.19758984570347
816 => 0.19978959745091
817 => 0.19944676847119
818 => 0.20078051548305
819 => 0.1999472482546
820 => 0.19998144583231
821 => 0.20243190707988
822 => 0.20314328640505
823 => 0.20278147313873
824 => 0.20303487474823
825 => 0.20887440788495
826 => 0.20804421301067
827 => 0.2076031885301
828 => 0.20772535532523
829 => 0.20921748124267
830 => 0.2096351950325
831 => 0.20786531235277
901 => 0.2086999992561
902 => 0.21225399015293
903 => 0.21349768582836
904 => 0.21746696541653
905 => 0.21578074489916
906 => 0.21887587563671
907 => 0.22838925231614
908 => 0.23598919588325
909 => 0.22899997369798
910 => 0.24295630221201
911 => 0.25382330587661
912 => 0.25340621217602
913 => 0.25151129872877
914 => 0.23913950397087
915 => 0.22775479398158
916 => 0.23727858730794
917 => 0.23730286541572
918 => 0.23648476312275
919 => 0.23140360004321
920 => 0.23630794966164
921 => 0.23669723912437
922 => 0.23647934054567
923 => 0.232583624726
924 => 0.226635586718
925 => 0.22779781910717
926 => 0.22970157946954
927 => 0.22609736393757
928 => 0.22494559868799
929 => 0.22708694941927
930 => 0.23398682764359
1001 => 0.23268244563356
1002 => 0.23264838294785
1003 => 0.23822908233084
1004 => 0.23423450596293
1005 => 0.22781247857958
1006 => 0.22619083196916
1007 => 0.22043507897419
1008 => 0.2244105980691
1009 => 0.22455366992385
1010 => 0.22237631874438
1011 => 0.22798915862773
1012 => 0.22793743532008
1013 => 0.23326599142836
1014 => 0.24345218939309
1015 => 0.24043962942256
1016 => 0.23693634994243
1017 => 0.23731725355732
1018 => 0.24149482606248
1019 => 0.23896897036116
1020 => 0.23987728568224
1021 => 0.24149345121845
1022 => 0.24246852401358
1023 => 0.23717695558762
1024 => 0.23594323786255
1025 => 0.23341948437314
1026 => 0.23276108419584
1027 => 0.23481662875312
1028 => 0.23427506538574
1029 => 0.22454164528846
1030 => 0.22352444873205
1031 => 0.22355564469821
1101 => 0.22099785559208
1102 => 0.21709661326549
1103 => 0.22734884516868
1104 => 0.22652544746696
1105 => 0.22561648013018
1106 => 0.22572782344244
1107 => 0.23017796983124
1108 => 0.22759666018796
1109 => 0.23445949494295
1110 => 0.23304870243302
1111 => 0.23160172841862
1112 => 0.23140171253392
1113 => 0.2308447509884
1114 => 0.22893472261254
1115 => 0.22662824857377
1116 => 0.22510531463002
1117 => 0.20764775372428
1118 => 0.21088777548243
1119 => 0.2146151251779
1120 => 0.21590179135636
1121 => 0.21370085982351
1122 => 0.22902162880429
1123 => 0.23182088093168
1124 => 0.22334176364711
1125 => 0.22175566700325
1126 => 0.2291256130362
1127 => 0.22468063463907
1128 => 0.22668220813913
1129 => 0.22235590103417
1130 => 0.23114662306586
1201 => 0.23107965249247
1202 => 0.22765986307468
1203 => 0.23055024567289
1204 => 0.23004797056763
1205 => 0.22618703673751
1206 => 0.2312690215549
1207 => 0.23127154215597
1208 => 0.22798006919398
1209 => 0.22413634937046
1210 => 0.22344918305062
1211 => 0.22293149553643
1212 => 0.22655488874546
1213 => 0.22980361176662
1214 => 0.23584867988227
1215 => 0.23736855363381
1216 => 0.24330072206983
1217 => 0.23976840459822
1218 => 0.24133423518222
1219 => 0.2430341657814
1220 => 0.24384917502353
1221 => 0.24252116119929
1222 => 0.25173626055837
1223 => 0.25251429728763
1224 => 0.25277516627295
1225 => 0.24966788661724
1226 => 0.25242787821937
1227 => 0.25113656955005
1228 => 0.25449619597175
1229 => 0.25502302829253
1230 => 0.25457682005943
1231 => 0.25474404495353
]
'min_raw' => 0.11423564418281
'max_raw' => 0.25502302829253
'avg_raw' => 0.18462933623767
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.114235'
'max' => '$0.255023'
'avg' => '$0.184629'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.017614904550539
'max_diff' => -0.024335944725415
'year' => 2031
]
6 => [
'items' => [
101 => 0.24688058330548
102 => 0.24647282133596
103 => 0.24091295794814
104 => 0.24317864337511
105 => 0.23894305306651
106 => 0.24028620238479
107 => 0.24087824980628
108 => 0.24056899783169
109 => 0.24330674182975
110 => 0.24097910014725
111 => 0.23483607104742
112 => 0.22869136828342
113 => 0.22861422654558
114 => 0.22699643477083
115 => 0.22582706763103
116 => 0.22605232922768
117 => 0.22684618047562
118 => 0.22578092755336
119 => 0.22600825327402
120 => 0.22978337490032
121 => 0.23054044861953
122 => 0.22796761631383
123 => 0.21763732334851
124 => 0.21510224354324
125 => 0.21692440863445
126 => 0.21605353108331
127 => 0.17437206187096
128 => 0.18416450479243
129 => 0.17834616772844
130 => 0.18102752513634
131 => 0.17508850964508
201 => 0.17792291912798
202 => 0.17739950719255
203 => 0.19314546563082
204 => 0.19289961414767
205 => 0.19301729024248
206 => 0.18740030363349
207 => 0.19634831581942
208 => 0.20075642838232
209 => 0.19994060406504
210 => 0.20014592946946
211 => 0.19661775874603
212 => 0.19305145064729
213 => 0.1890958661149
214 => 0.19644485325105
215 => 0.1956277713329
216 => 0.19750186327633
217 => 0.20226820675057
218 => 0.20297006893273
219 => 0.20391337882314
220 => 0.2035752693768
221 => 0.2116304081083
222 => 0.2106548776584
223 => 0.21300562536339
224 => 0.20816995898256
225 => 0.20269794346698
226 => 0.20373799472282
227 => 0.20363782942332
228 => 0.20236261019628
229 => 0.20121139929701
301 => 0.19929495750139
302 => 0.20535886292276
303 => 0.20511267943664
304 => 0.20909810391986
305 => 0.2083936414301
306 => 0.20368906851229
307 => 0.20385709325442
308 => 0.20498714039517
309 => 0.20889824645196
310 => 0.21005932901802
311 => 0.20952146931228
312 => 0.21079454334053
313 => 0.21180072914506
314 => 0.21092090478607
315 => 0.2233773623239
316 => 0.218204572693
317 => 0.22072575436706
318 => 0.22132704134066
319 => 0.21978685740149
320 => 0.22012086814805
321 => 0.2206268034166
322 => 0.22369874329494
323 => 0.23176040240868
324 => 0.23533085635259
325 => 0.24607274320593
326 => 0.23503437985567
327 => 0.23437940905575
328 => 0.23631434725194
329 => 0.24262097197905
330 => 0.24773189896924
331 => 0.24942748830833
401 => 0.24965158843062
402 => 0.25283262675141
403 => 0.25465593859404
404 => 0.25244636502966
405 => 0.25057398278584
406 => 0.24386734199712
407 => 0.24464365392999
408 => 0.24999167331597
409 => 0.25754606569543
410 => 0.26402852025758
411 => 0.26175859060627
412 => 0.27907655152519
413 => 0.28079355661277
414 => 0.28055632202709
415 => 0.28446791514122
416 => 0.27670419939175
417 => 0.27338506049395
418 => 0.25097881307939
419 => 0.25727405466393
420 => 0.26642455801362
421 => 0.26521345458266
422 => 0.25856811445646
423 => 0.26402347917119
424 => 0.26221976499147
425 => 0.26079710078176
426 => 0.26731460132348
427 => 0.26014834175369
428 => 0.26635306909251
429 => 0.25839544210079
430 => 0.26176895945371
501 => 0.25985398784552
502 => 0.26109320916611
503 => 0.25384874664738
504 => 0.2577576827731
505 => 0.25368612205316
506 => 0.25368419160324
507 => 0.25359431167468
508 => 0.25838448480563
509 => 0.25854069217946
510 => 0.25500074699814
511 => 0.25449058559317
512 => 0.25637691969375
513 => 0.25416851649366
514 => 0.25520181445146
515 => 0.25419981403616
516 => 0.25397424263732
517 => 0.25217685135356
518 => 0.25140248576821
519 => 0.25170613446717
520 => 0.25066962491599
521 => 0.25004509041922
522 => 0.25347007604397
523 => 0.25164024438819
524 => 0.25318962809924
525 => 0.25142390981269
526 => 0.24530316094464
527 => 0.24178305354489
528 => 0.23022152632687
529 => 0.23350036110387
530 => 0.23567423195322
531 => 0.23495576765048
601 => 0.23649930698155
602 => 0.23659406776037
603 => 0.23609224738932
604 => 0.23551120368681
605 => 0.23522838374616
606 => 0.23733629187372
607 => 0.23856000349069
608 => 0.23589240897559
609 => 0.23526742890432
610 => 0.23796451424101
611 => 0.23960973473834
612 => 0.25175711852106
613 => 0.25085720109491
614 => 0.25311581723468
615 => 0.25286153171864
616 => 0.25522892125889
617 => 0.25909860262374
618 => 0.25123045842908
619 => 0.25259609620131
620 => 0.25226127335674
621 => 0.2559167813785
622 => 0.25592819347554
623 => 0.25373653381032
624 => 0.25492466807045
625 => 0.25426148412121
626 => 0.25545994715218
627 => 0.25084518214903
628 => 0.25646546778977
629 => 0.25965180758486
630 => 0.25969604991601
701 => 0.26120634969053
702 => 0.2627409017321
703 => 0.26568634074459
704 => 0.26265875503668
705 => 0.25721242307769
706 => 0.25760563065358
707 => 0.25441244821876
708 => 0.25446612619238
709 => 0.25417958896236
710 => 0.25503950875919
711 => 0.25103388618695
712 => 0.25197399779833
713 => 0.25065783603711
714 => 0.25259323512269
715 => 0.25051106563953
716 => 0.25226111189503
717 => 0.25301637384395
718 => 0.25580330669509
719 => 0.25009943339143
720 => 0.23846884960701
721 => 0.24091373932569
722 => 0.23729755538982
723 => 0.23763224698086
724 => 0.23830837726055
725 => 0.23611681780802
726 => 0.23653489828759
727 => 0.23651996151087
728 => 0.23639124443862
729 => 0.23582113518297
730 => 0.23499436396961
731 => 0.2382879660169
801 => 0.23884761318478
802 => 0.24009163951337
803 => 0.24379301803612
804 => 0.24342316303719
805 => 0.24402641188559
806 => 0.24270952303662
807 => 0.23769333367764
808 => 0.23796573689345
809 => 0.23456886442736
810 => 0.2400047738472
811 => 0.23871747874608
812 => 0.23788755122004
813 => 0.23766109780534
814 => 0.24137165132953
815 => 0.24248190709976
816 => 0.24179007021025
817 => 0.24037109256574
818 => 0.24309594912628
819 => 0.24382500578941
820 => 0.24398821468971
821 => 0.24881613807556
822 => 0.24425804197544
823 => 0.24535522101032
824 => 0.25391509863687
825 => 0.24615247081195
826 => 0.25026450789807
827 => 0.25006324508071
828 => 0.25216682411022
829 => 0.24989069020142
830 => 0.24991890560914
831 => 0.25178674127856
901 => 0.2491637029468
902 => 0.24851420176799
903 => 0.24761692054127
904 => 0.24957610127343
905 => 0.25075054151624
906 => 0.26021566734195
907 => 0.26633057028754
908 => 0.26606510622376
909 => 0.26849095083878
910 => 0.26739808562152
911 => 0.26386893555172
912 => 0.26989276438687
913 => 0.26798657289572
914 => 0.26814371700623
915 => 0.26813786809459
916 => 0.26940531879405
917 => 0.26850721381333
918 => 0.26673695670775
919 => 0.26791213598887
920 => 0.27140199831953
921 => 0.28223463807592
922 => 0.28829672679698
923 => 0.28186969272313
924 => 0.28630297476586
925 => 0.28364458528013
926 => 0.28316147683033
927 => 0.28594590557014
928 => 0.28873520808385
929 => 0.28855754157222
930 => 0.28653265117953
1001 => 0.28538884197639
1002 => 0.29405014846675
1003 => 0.30043165154733
1004 => 0.29999647581938
1005 => 0.30191719995585
1006 => 0.30755650542629
1007 => 0.30807209284444
1008 => 0.30800714068039
1009 => 0.30672920346855
1010 => 0.31228183206055
1011 => 0.31691393252121
1012 => 0.30643339792716
1013 => 0.3104242483003
1014 => 0.31221586960997
1015 => 0.31484650124266
1016 => 0.31928481775206
1017 => 0.32410600668657
1018 => 0.32478777566356
1019 => 0.32430402794874
1020 => 0.32112432424591
1021 => 0.32639972670681
1022 => 0.32948993374499
1023 => 0.3313300813181
1024 => 0.33599638939213
1025 => 0.31222693405324
1026 => 0.29540173214579
1027 => 0.29277423390908
1028 => 0.29811735489469
1029 => 0.29952629328801
1030 => 0.29895835198832
1031 => 0.28002005756105
1101 => 0.29267452770829
1102 => 0.30628967356865
1103 => 0.30681268677057
1104 => 0.31362871346754
1105 => 0.31584829115845
1106 => 0.32133608604655
1107 => 0.32099282298213
1108 => 0.3223290137075
1109 => 0.32202184659934
1110 => 0.332186831038
1111 => 0.34340031838863
1112 => 0.34301203097839
1113 => 0.34139995949977
1114 => 0.34379416054455
1115 => 0.35536768120074
1116 => 0.35430217688061
1117 => 0.35533722356818
1118 => 0.36898305667687
1119 => 0.3867245808153
1120 => 0.3784818616331
1121 => 0.39636619047992
1122 => 0.40762342748146
1123 => 0.42709165485559
1124 => 0.4246541369053
1125 => 0.4322329749576
1126 => 0.42029047104895
1127 => 0.39286806809644
1128 => 0.38852836786046
1129 => 0.3972165576316
1130 => 0.41857562440278
1201 => 0.39654388460851
1202 => 0.40100087687469
1203 => 0.39971726280219
1204 => 0.39964886446328
1205 => 0.40225935086351
1206 => 0.39847270418616
1207 => 0.38304522441791
1208 => 0.39011554748099
1209 => 0.38738535620154
1210 => 0.39041470697534
1211 => 0.40676286370223
1212 => 0.39953495392189
1213 => 0.39192093811601
1214 => 0.40147060362195
1215 => 0.41363060943211
1216 => 0.41286965812214
1217 => 0.41139309452783
1218 => 0.41971640619861
1219 => 0.43346407857723
1220 => 0.43718001917855
1221 => 0.43992305056138
1222 => 0.44030126824518
1223 => 0.44419714544928
1224 => 0.42324803183538
1225 => 0.45649481315203
1226 => 0.46223561386162
1227 => 0.46115658126003
1228 => 0.46753723963891
1229 => 0.46565988808216
1230 => 0.46293990022387
1231 => 0.47305460095936
]
'min_raw' => 0.17437206187096
'max_raw' => 0.47305460095936
'avg_raw' => 0.32371333141516
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.174372'
'max' => '$0.473054'
'avg' => '$0.323713'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.060136417688158
'max_diff' => 0.21803157266683
'year' => 2032
]
7 => [
'items' => [
101 => 0.46145891278038
102 => 0.44500029326687
103 => 0.43597076908718
104 => 0.44786157491794
105 => 0.45512287510685
106 => 0.45992213262629
107 => 0.46137438505188
108 => 0.42487425189075
109 => 0.40520270450709
110 => 0.41781194084526
111 => 0.43319607942084
112 => 0.42316257216883
113 => 0.42355586665716
114 => 0.40925072207511
115 => 0.43446176729655
116 => 0.43078873006605
117 => 0.44984445371537
118 => 0.44529665233473
119 => 0.46083585523181
120 => 0.45674386233361
121 => 0.47372949607381
122 => 0.48050552524045
123 => 0.49188353281596
124 => 0.50025324150534
125 => 0.50516809453475
126 => 0.50487302519402
127 => 0.52434812146661
128 => 0.5128643376027
129 => 0.49843799854958
130 => 0.49817707159063
131 => 0.50564867700904
201 => 0.5213071122312
202 => 0.52536711666334
203 => 0.52763610526491
204 => 0.52416107023754
205 => 0.51169624590347
206 => 0.50631399795411
207 => 0.5108998291457
208 => 0.50529175166335
209 => 0.51497286674651
210 => 0.52826710553028
211 => 0.52552189779255
212 => 0.53469871567524
213 => 0.54419575675443
214 => 0.55777695203648
215 => 0.56132757939341
216 => 0.56719663139615
217 => 0.57323781379012
218 => 0.57517807876064
219 => 0.57888264661821
220 => 0.57886312171697
221 => 0.59002708630194
222 => 0.60234128495837
223 => 0.60698960987682
224 => 0.61767817671665
225 => 0.59937438057549
226 => 0.61325802020742
227 => 0.62578141068546
228 => 0.61085050827875
301 => 0.63142927879231
302 => 0.63222830581885
303 => 0.6442926652711
304 => 0.63206312571464
305 => 0.62480126416409
306 => 0.64576598636213
307 => 0.65591015505121
308 => 0.65285464888607
309 => 0.62960209610047
310 => 0.61606811303035
311 => 0.58064706882547
312 => 0.62260482576139
313 => 0.64304122524032
314 => 0.62954917076289
315 => 0.63635377825537
316 => 0.67347751033293
317 => 0.68761182392441
318 => 0.68467198550369
319 => 0.68516876980293
320 => 0.69279538886096
321 => 0.72661601782008
322 => 0.70634991299173
323 => 0.72184259077654
324 => 0.7300598512106
325 => 0.73769250065466
326 => 0.71894912594369
327 => 0.69456427083959
328 => 0.68684056362154
329 => 0.62820765184444
330 => 0.62515555415662
331 => 0.62344231923642
401 => 0.61264061540643
402 => 0.60415343503175
403 => 0.597404114089
404 => 0.57969188041738
405 => 0.58566923933348
406 => 0.55743963569138
407 => 0.57549993570587
408 => 0.53044480666547
409 => 0.5679680569507
410 => 0.54754585779329
411 => 0.56125881527421
412 => 0.56121097205739
413 => 0.53596106963789
414 => 0.52139745287435
415 => 0.53067795630052
416 => 0.54062739266066
417 => 0.54224165523617
418 => 0.55514135918396
419 => 0.55874138927757
420 => 0.54783313002458
421 => 0.5295111392607
422 => 0.53376691983503
423 => 0.52131120961684
424 => 0.49948305656144
425 => 0.51516041716882
426 => 0.52051335736507
427 => 0.522877520706
428 => 0.50141203915633
429 => 0.49466711881515
430 => 0.49107617982086
501 => 0.52674021514461
502 => 0.52869397150665
503 => 0.51869827772513
504 => 0.56387976144818
505 => 0.5536538001699
506 => 0.56507870433908
507 => 0.53338075235489
508 => 0.53459165680764
509 => 0.51958533835611
510 => 0.52798787396641
511 => 0.52204923262341
512 => 0.52730903212457
513 => 0.5304617342586
514 => 0.54546559032093
515 => 0.56813937688591
516 => 0.54322451455972
517 => 0.53236875225681
518 => 0.53910360613441
519 => 0.55703940951914
520 => 0.58421306976389
521 => 0.56812571597812
522 => 0.57526501040726
523 => 0.57682462863493
524 => 0.56496240953951
525 => 0.58465044670203
526 => 0.59520142576276
527 => 0.60602454706158
528 => 0.61542196002837
529 => 0.60170155440929
530 => 0.61638435516459
531 => 0.60455260961906
601 => 0.59393831072134
602 => 0.59395440823138
603 => 0.58729590348268
604 => 0.57439421150648
605 => 0.5720149415586
606 => 0.58439220429613
607 => 0.59431759688049
608 => 0.59513509975317
609 => 0.60063030707295
610 => 0.60388231415966
611 => 0.6357564044987
612 => 0.64857642730937
613 => 0.66425250853163
614 => 0.67035922562324
615 => 0.68873825468971
616 => 0.67389569604677
617 => 0.6706844151203
618 => 0.62610290233962
619 => 0.63340312255996
620 => 0.64509147949919
621 => 0.62629563904046
622 => 0.63821727360542
623 => 0.64057085680329
624 => 0.62565696357399
625 => 0.63362311833905
626 => 0.61246737308334
627 => 0.5686005143205
628 => 0.58469928305584
629 => 0.59655339563202
630 => 0.57963611538428
701 => 0.60995968543919
702 => 0.59224528181865
703 => 0.58663066631228
704 => 0.56472604946694
705 => 0.57506418543192
706 => 0.58904666235239
707 => 0.58040711725295
708 => 0.59833547056852
709 => 0.62372680018053
710 => 0.64182217374188
711 => 0.64321131183277
712 => 0.6315771989287
713 => 0.65022093910539
714 => 0.65035673839874
715 => 0.62932652331752
716 => 0.616445633677
717 => 0.61351906844905
718 => 0.62083020217538
719 => 0.62970726822888
720 => 0.6437039272175
721 => 0.65216181510471
722 => 0.67421550099744
723 => 0.68018259607128
724 => 0.68673862444725
725 => 0.69549950016182
726 => 0.70601917769959
727 => 0.68300272213253
728 => 0.68391720882025
729 => 0.66248460408072
730 => 0.6395807921701
731 => 0.6569619304098
801 => 0.67968545654228
802 => 0.67447265454023
803 => 0.67388610782711
804 => 0.67487251670408
805 => 0.67094223422872
806 => 0.65316571225577
807 => 0.64423845420786
808 => 0.65575689467608
809 => 0.66187843315814
810 => 0.67137240548955
811 => 0.67020207300626
812 => 0.69465752615377
813 => 0.70416017575238
814 => 0.70172899134376
815 => 0.70217638778466
816 => 0.71938048097724
817 => 0.738514970899
818 => 0.75643694572907
819 => 0.77466794829294
820 => 0.75268976313405
821 => 0.74153059613638
822 => 0.75304400801382
823 => 0.74693482960865
824 => 0.78203998082481
825 => 0.78447058532845
826 => 0.81957319804262
827 => 0.85288975744973
828 => 0.83196422341428
829 => 0.85169605950295
830 => 0.87303764899305
831 => 0.91420903766756
901 => 0.9003439623889
902 => 0.88972353201888
903 => 0.87968727663676
904 => 0.90057113087628
905 => 0.92743787572771
906 => 0.93322471524223
907 => 0.94260160599858
908 => 0.93274295191992
909 => 0.94461661486253
910 => 0.98653586260182
911 => 0.97520891183123
912 => 0.95912282083879
913 => 0.99221404096161
914 => 1.0041896248852
915 => 1.0882405445229
916 => 1.1943583025359
917 => 1.1504248539117
918 => 1.1231539446272
919 => 1.1295632551837
920 => 1.1683138680972
921 => 1.1807593350821
922 => 1.1469282656075
923 => 1.1588779712816
924 => 1.2247220244152
925 => 1.2600452463912
926 => 1.2120715664061
927 => 1.0797140859911
928 => 0.95767444434666
929 => 0.99004485282746
930 => 0.98637505307647
1001 => 1.0571162739555
1002 => 0.97493876780143
1003 => 0.9763224262491
1004 => 1.0485265006597
1005 => 1.0292636914982
1006 => 0.99806040765067
1007 => 0.95790226285037
1008 => 0.8836662180082
1009 => 0.81791328286624
1010 => 0.94686993067623
1011 => 0.94130908553022
1012 => 0.93325615768771
1013 => 0.95117707718341
1014 => 1.0381959753128
1015 => 1.0361899080582
1016 => 1.0234283316891
1017 => 1.0331078748897
1018 => 0.99636353692771
1019 => 1.0058333894735
1020 => 0.9576551126439
1021 => 0.97943370587347
1022 => 0.99799345941764
1023 => 1.0017196047235
1024 => 1.0101148003592
1025 => 0.93837877282503
1026 => 0.97058614312877
1027 => 0.98950495575973
1028 => 0.90402907202076
1029 => 0.98781537236413
1030 => 0.93713000818391
1031 => 0.91992663431252
1101 => 0.94308871085818
1102 => 0.93406242710248
1103 => 0.9263021583705
1104 => 0.9219717950797
1105 => 0.93897946778974
1106 => 0.93818603952925
1107 => 0.91035818592861
1108 => 0.87405788531501
1109 => 0.88624145771769
1110 => 0.8818150516422
1111 => 0.86577318500687
1112 => 0.87658346621671
1113 => 0.82898045872666
1114 => 0.74708195852905
1115 => 0.80118661637849
1116 => 0.79910364590583
1117 => 0.79805331773833
1118 => 0.83871147276928
1119 => 0.83480312930629
1120 => 0.82770944765034
1121 => 0.86564290398032
1122 => 0.85179668214289
1123 => 0.89446747526569
1124 => 0.92257321939023
1125 => 0.91544469355467
1126 => 0.94187828175065
1127 => 0.88652214261849
1128 => 0.90490923153537
1129 => 0.90869878507774
1130 => 0.86517481101747
1201 => 0.83544258263213
1202 => 0.83345978197105
1203 => 0.78190819530433
1204 => 0.80944663679182
1205 => 0.83367932568268
1206 => 0.82207374823658
1207 => 0.81839976912391
1208 => 0.83716933162169
1209 => 0.8386278873782
1210 => 0.80537266155898
1211 => 0.81228747606284
1212 => 0.84112340203618
1213 => 0.81156088471368
1214 => 0.75412574256584
1215 => 0.73988103321021
1216 => 0.73798052640009
1217 => 0.69934774486548
1218 => 0.74083293280309
1219 => 0.7227235365344
1220 => 0.77993090236329
1221 => 0.74725436181109
1222 => 0.74584574145765
1223 => 0.74371640519376
1224 => 0.71046357422681
1225 => 0.71774383088092
1226 => 0.74194451281357
1227 => 0.75057958876734
1228 => 0.74967887960027
1229 => 0.74182591626947
1230 => 0.74542096266863
1231 => 0.73384006561973
]
'min_raw' => 0.40520270450709
'max_raw' => 1.2600452463912
'avg_raw' => 0.83262397544912
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.4052027'
'max' => '$1.26'
'avg' => '$0.832623'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.23083064263612
'max_diff' => 0.7869906454318
'year' => 2033
]
8 => [
'items' => [
101 => 0.72975060983624
102 => 0.7168431624901
103 => 0.69787278066461
104 => 0.70051072860956
105 => 0.66292543834285
106 => 0.64244697740321
107 => 0.6367788093169
108 => 0.62919909806283
109 => 0.63763495787189
110 => 0.66281896393787
111 => 0.63244170953736
112 => 0.58036203758433
113 => 0.58349211460815
114 => 0.59052446835246
115 => 0.57741972367361
116 => 0.56501718263292
117 => 0.57580018581784
118 => 0.55373334225715
119 => 0.59319114097118
120 => 0.59212391809517
121 => 0.60683134540185
122 => 0.61602820152351
123 => 0.59483242568061
124 => 0.5895017453756
125 => 0.59253834314325
126 => 0.54235014614911
127 => 0.60272989897447
128 => 0.60325206558423
129 => 0.59878095805494
130 => 0.63093131241872
131 => 0.69877858807329
201 => 0.6732517138217
202 => 0.66336693655762
203 => 0.64457596775289
204 => 0.66961381798787
205 => 0.66769130174113
206 => 0.65899695418075
207 => 0.65373858564821
208 => 0.66342729089979
209 => 0.65253804784739
210 => 0.65058204057879
211 => 0.63873076468798
212 => 0.63450039839365
213 => 0.63136840360507
214 => 0.62792038508629
215 => 0.63552585474603
216 => 0.61829085991419
217 => 0.59750714571437
218 => 0.59577920476156
219 => 0.60055020165439
220 => 0.59843939068826
221 => 0.59576909901074
222 => 0.59067078498769
223 => 0.5891582241253
224 => 0.59407331313787
225 => 0.58852446421017
226 => 0.59671209306444
227 => 0.59448551105825
228 => 0.58204800496964
301 => 0.56654626742871
302 => 0.5664082694486
303 => 0.56306844552335
304 => 0.55881467760866
305 => 0.55763137668782
306 => 0.57489207136585
307 => 0.61062119278024
308 => 0.60360671132118
309 => 0.60867539304832
310 => 0.63360829048719
311 => 0.64153370882462
312 => 0.63590843461253
313 => 0.62820821231922
314 => 0.62854698302084
315 => 0.65486097361287
316 => 0.6565021449287
317 => 0.66064885538186
318 => 0.66597855017441
319 => 0.63681610468195
320 => 0.62717343446068
321 => 0.62260420235486
322 => 0.60853273598432
323 => 0.6237076060686
324 => 0.61486585912321
325 => 0.61605891286323
326 => 0.61528193504991
327 => 0.61570621747499
328 => 0.59318011171229
329 => 0.60138744071495
330 => 0.58774116441038
331 => 0.56947033230496
401 => 0.56940908206916
402 => 0.57388084234269
403 => 0.571220864352
404 => 0.56406293197333
405 => 0.56507968248323
406 => 0.55617187814133
407 => 0.56616125121134
408 => 0.5664477106873
409 => 0.56260125793051
410 => 0.57799126541271
411 => 0.58429656403522
412 => 0.5817647464317
413 => 0.58411892496285
414 => 0.60389819469429
415 => 0.60712307869055
416 => 0.60855535913781
417 => 0.60663629307928
418 => 0.58448045370422
419 => 0.58546315939441
420 => 0.57825271707529
421 => 0.57216065313332
422 => 0.57240430374233
423 => 0.57553641652138
424 => 0.58921453672347
425 => 0.61799933431955
426 => 0.61909169634691
427 => 0.62041567099052
428 => 0.61503040073863
429 => 0.61340615170056
430 => 0.61554895543602
501 => 0.62635901198035
502 => 0.65416541231409
503 => 0.64433677330911
504 => 0.63634593680619
505 => 0.64335605473331
506 => 0.64227690202555
507 => 0.63316776715115
508 => 0.63291210407415
509 => 0.6154287618836
510 => 0.6089655683522
511 => 0.60356444007571
512 => 0.5976665489978
513 => 0.59417008146772
514 => 0.59954224471
515 => 0.60077092200508
516 => 0.58902459318649
517 => 0.58742361197269
518 => 0.59701591764807
519 => 0.59279470155754
520 => 0.59713632698777
521 => 0.59814362132936
522 => 0.59798142374041
523 => 0.59357398933831
524 => 0.59638315659462
525 => 0.58973863858038
526 => 0.58251372321424
527 => 0.57790467733877
528 => 0.5738826735112
529 => 0.57611431499497
530 => 0.56815892058697
531 => 0.5656138298054
601 => 0.59543147393645
602 => 0.61745808824975
603 => 0.61713781255413
604 => 0.61518821662532
605 => 0.61229151253619
606 => 0.62614710003378
607 => 0.62132009040083
608 => 0.62483214321895
609 => 0.62572610806155
610 => 0.62843187039513
611 => 0.62939894786125
612 => 0.62647576808014
613 => 0.6166652196984
614 => 0.59221826589006
615 => 0.58083814289898
616 => 0.57708251276099
617 => 0.57721902278355
618 => 0.5734534669538
619 => 0.57456259190603
620 => 0.57306775855849
621 => 0.57023690583727
622 => 0.57593951781657
623 => 0.57659669072367
624 => 0.57526563294657
625 => 0.57557914523807
626 => 0.56455855534585
627 => 0.56539642685989
628 => 0.56073105179814
629 => 0.55985635021599
630 => 0.54806268832056
701 => 0.52716850675417
702 => 0.53874591158923
703 => 0.52476203457795
704 => 0.51946612846346
705 => 0.54453612432706
706 => 0.5420197920758
707 => 0.53771292508498
708 => 0.53134217117583
709 => 0.52897919658021
710 => 0.5146225109641
711 => 0.51377424138797
712 => 0.52088980244243
713 => 0.5176062158473
714 => 0.51299481667625
715 => 0.49629279632875
716 => 0.47751419560926
717 => 0.47808100352691
718 => 0.48405412702749
719 => 0.50142178919088
720 => 0.49463594312004
721 => 0.48971273393703
722 => 0.48879076484818
723 => 0.5003311382682
724 => 0.51666318444051
725 => 0.52432581509562
726 => 0.51673238083396
727 => 0.5080094524137
728 => 0.50854037664848
729 => 0.51207237772424
730 => 0.5124435410975
731 => 0.50676581142744
801 => 0.50836405907207
802 => 0.50593617475305
803 => 0.49103625316874
804 => 0.49076676083544
805 => 0.48711007978496
806 => 0.48699935693601
807 => 0.48077843026731
808 => 0.47990807962312
809 => 0.46755605213915
810 => 0.47568619403448
811 => 0.4702329217027
812 => 0.4620135540018
813 => 0.4605965319121
814 => 0.46055393451698
815 => 0.46899338732881
816 => 0.47558757411469
817 => 0.47032778370966
818 => 0.46913023139119
819 => 0.48191695710011
820 => 0.48028972970006
821 => 0.4788805612661
822 => 0.51520082883723
823 => 0.48645050294886
824 => 0.4739137198503
825 => 0.4583970700953
826 => 0.46344936949727
827 => 0.46451396321498
828 => 0.42719921764054
829 => 0.41206063000824
830 => 0.40686563721847
831 => 0.40387584542155
901 => 0.40523833108685
902 => 0.39161182663856
903 => 0.40076906298939
904 => 0.38896966195692
905 => 0.38699145397525
906 => 0.40809024468661
907 => 0.41102601815675
908 => 0.39850109645981
909 => 0.40654412378988
910 => 0.40362761027356
911 => 0.38917192882128
912 => 0.3886198281186
913 => 0.38136647530762
914 => 0.37001638268431
915 => 0.36482908579181
916 => 0.36212749653202
917 => 0.36324222491353
918 => 0.36267858413259
919 => 0.3590004467756
920 => 0.36288941066041
921 => 0.35295471496555
922 => 0.34899863909057
923 => 0.34721177139811
924 => 0.33839415714916
925 => 0.35242690263008
926 => 0.3551915302697
927 => 0.35796160507979
928 => 0.3820732150913
929 => 0.38086866719383
930 => 0.39175719354836
1001 => 0.39133408543694
1002 => 0.3882285013382
1003 => 0.37512655286938
1004 => 0.38034875600927
1005 => 0.36427562645523
1006 => 0.37631870798369
1007 => 0.37082274850521
1008 => 0.37446051855558
1009 => 0.36791948000052
1010 => 0.37153956080975
1011 => 0.35584712604397
1012 => 0.3411937512582
1013 => 0.34709069703067
1014 => 0.3535013514829
1015 => 0.36740128373969
1016 => 0.3591225987595
1017 => 0.36209992693011
1018 => 0.35212637595726
1019 => 0.33154809149628
1020 => 0.33166456235154
1021 => 0.32849904160951
1022 => 0.32576356951481
1023 => 0.36007350531713
1024 => 0.35580652244029
1025 => 0.34900764367496
1026 => 0.35810821307906
1027 => 0.36051454807496
1028 => 0.36058305304938
1029 => 0.36722259356692
1030 => 0.37076611753133
1031 => 0.37139067898857
1101 => 0.38183813944968
1102 => 0.3853399903909
1103 => 0.39976361881733
1104 => 0.37046547428017
1105 => 0.36986209827361
1106 => 0.35823627675351
1107 => 0.3508629969485
1108 => 0.35874113152987
1109 => 0.36572008329636
1110 => 0.35845313223865
1111 => 0.35940204263307
1112 => 0.34964675456981
1113 => 0.35313381102346
1114 => 0.35613733379858
1115 => 0.35447896506106
1116 => 0.35199630679506
1117 => 0.36514788883843
1118 => 0.36440582503807
1119 => 0.37665288059043
1120 => 0.38620033618883
1121 => 0.403311083433
1122 => 0.38545512668028
1123 => 0.38480438464521
1124 => 0.39116549242032
1125 => 0.38533901653845
1126 => 0.38902114817268
1127 => 0.40271783510119
1128 => 0.40300722451303
1129 => 0.39815957900747
1130 => 0.3978645993379
1201 => 0.39879564268467
1202 => 0.40424879264734
1203 => 0.40234329449201
1204 => 0.40454838519867
1205 => 0.4073058848929
1206 => 0.41871207278385
1207 => 0.42146206606889
1208 => 0.41478100809428
1209 => 0.41538423282476
1210 => 0.41288533374311
1211 => 0.41047142854136
1212 => 0.41589753491236
1213 => 0.42581385095575
1214 => 0.4257521620683
1215 => 0.42805255464473
1216 => 0.42948568016236
1217 => 0.42333365632868
1218 => 0.41932891502915
1219 => 0.4208645876717
1220 => 0.42332016166974
1221 => 0.42006827811953
1222 => 0.39999614642866
1223 => 0.40608474897093
1224 => 0.40507130779045
1225 => 0.40362804431077
1226 => 0.4097501812488
1227 => 0.40915968620608
1228 => 0.39147206714001
1229 => 0.39260437112528
1230 => 0.39154092629566
1231 => 0.3949771341005
]
'min_raw' => 0.32576356951481
'max_raw' => 0.72975060983624
'avg_raw' => 0.52775708967552
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.325763'
'max' => '$0.72975'
'avg' => '$0.527757'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.079439134992281
'max_diff' => -0.53029463655492
'year' => 2034
]
9 => [
'items' => [
101 => 0.38515345004031
102 => 0.3881751490937
103 => 0.39007033041332
104 => 0.39118660677005
105 => 0.3952193624084
106 => 0.39474616508013
107 => 0.39518994779807
108 => 0.40116945980173
109 => 0.4314117795955
110 => 0.43305780233595
111 => 0.42495218435741
112 => 0.42819021886359
113 => 0.42197390069202
114 => 0.42614695672631
115 => 0.42900205568084
116 => 0.41610041250928
117 => 0.41533646093163
118 => 0.4090944858037
119 => 0.41244856967391
120 => 0.40711198106924
121 => 0.40842139324688
122 => 0.4047601626457
123 => 0.41134964878409
124 => 0.41871771818943
125 => 0.4205791834951
126 => 0.41568246968709
127 => 0.41213692618093
128 => 0.40591211975874
129 => 0.41626411156769
130 => 0.41929134944387
131 => 0.41624821077587
201 => 0.4155430490526
202 => 0.4142067688612
203 => 0.4158265472122
204 => 0.41927486245626
205 => 0.41764870066755
206 => 0.41872280917828
207 => 0.41462941515127
208 => 0.42333569290456
209 => 0.43716335725663
210 => 0.43720781545857
211 => 0.43558164490424
212 => 0.43491625094974
213 => 0.43658480062277
214 => 0.43748992037289
215 => 0.44288570405577
216 => 0.44867559492501
217 => 0.47569448928443
218 => 0.46810769186615
219 => 0.49208046230305
220 => 0.51103981124399
221 => 0.51672489099952
222 => 0.5114948851281
223 => 0.49360331756133
224 => 0.49272547190028
225 => 0.51946302747001
226 => 0.51190844336394
227 => 0.51100984962301
228 => 0.50145033041759
301 => 0.50710119023748
302 => 0.50586526430176
303 => 0.50391429474866
304 => 0.51469574164269
305 => 0.53487764776193
306 => 0.53173210842853
307 => 0.52938410923351
308 => 0.51909586025326
309 => 0.52529168410297
310 => 0.52308546990328
311 => 0.53256476620329
312 => 0.52694944106729
313 => 0.51185120995919
314 => 0.51425565302758
315 => 0.51389222629486
316 => 0.52137152270151
317 => 0.51912642356778
318 => 0.51345383465645
319 => 0.53480866820086
320 => 0.53342200409232
321 => 0.53538797676269
322 => 0.53625345873191
323 => 0.54925176959602
324 => 0.5545767616575
325 => 0.55578562808256
326 => 0.56084395869129
327 => 0.55565977220898
328 => 0.57640021440054
329 => 0.59019139821957
330 => 0.60621056791321
331 => 0.62961888038251
401 => 0.63842062240996
402 => 0.63683066649404
403 => 0.65457858185289
404 => 0.68647119123874
405 => 0.64327707469552
406 => 0.68876058429904
407 => 0.67436103029094
408 => 0.64021994677464
409 => 0.63802166349312
410 => 0.66114240163649
411 => 0.7124219735499
412 => 0.69957702239368
413 => 0.71244298328842
414 => 0.69743415648896
415 => 0.69668884173404
416 => 0.7117140380711
417 => 0.74682122829344
418 => 0.73014311819215
419 => 0.70623095772158
420 => 0.72388732489863
421 => 0.70859174563023
422 => 0.67412652457546
423 => 0.69956720010161
424 => 0.682555744886
425 => 0.68752059189661
426 => 0.72327614049685
427 => 0.71897393829182
428 => 0.72454138631833
429 => 0.71471498627703
430 => 0.7055355791574
501 => 0.68840153409689
502 => 0.68332898805268
503 => 0.68473085728822
504 => 0.68332829335591
505 => 0.67374195261456
506 => 0.67167178324419
507 => 0.66822141026403
508 => 0.66929082512681
509 => 0.6628031144819
510 => 0.67504676489826
511 => 0.67731929430621
512 => 0.68622920204353
513 => 0.6871542582223
514 => 0.71196822444612
515 => 0.6983011088318
516 => 0.70747018994788
517 => 0.70665002103012
518 => 0.64095988757926
519 => 0.65001140837983
520 => 0.66409273422182
521 => 0.65774911601679
522 => 0.64878072405293
523 => 0.64153826668736
524 => 0.63056520319923
525 => 0.64600957933975
526 => 0.66631729163824
527 => 0.68766929531902
528 => 0.71332232870276
529 => 0.70759687028574
530 => 0.68718972970379
531 => 0.68810517912287
601 => 0.69376412721556
602 => 0.68643527526587
603 => 0.68427385374973
604 => 0.69346718109012
605 => 0.69353049048295
606 => 0.6850977605935
607 => 0.67572632449464
608 => 0.67568705783521
609 => 0.67401950129875
610 => 0.6977308110923
611 => 0.71076963399493
612 => 0.71226451402761
613 => 0.71066901665815
614 => 0.71128306027263
615 => 0.70369605651644
616 => 0.72103769724701
617 => 0.73695210169189
618 => 0.732686701339
619 => 0.72629225984763
620 => 0.72119877920172
621 => 0.73148683917197
622 => 0.7310287280564
623 => 0.73681310325248
624 => 0.73655069058142
625 => 0.73460562276433
626 => 0.7326867708035
627 => 0.74029480193102
628 => 0.73810381114754
629 => 0.73590941715019
630 => 0.73150822404362
701 => 0.73210641928288
702 => 0.72571308188199
703 => 0.72275523146112
704 => 0.67827625800679
705 => 0.66639002290741
706 => 0.6701296744363
707 => 0.67136086481962
708 => 0.66618796007174
709 => 0.67360457667
710 => 0.6724487048293
711 => 0.67694552599904
712 => 0.67413610736147
713 => 0.67425140688232
714 => 0.68251330806422
715 => 0.68491177312597
716 => 0.68369189443758
717 => 0.68454625565593
718 => 0.70423464932958
719 => 0.70143558934858
720 => 0.699948644521
721 => 0.7003605384002
722 => 0.70539134510774
723 => 0.70679969631399
724 => 0.70083241329003
725 => 0.70364661846058
726 => 0.71562914690097
727 => 0.71982235370274
728 => 0.73320505696051
729 => 0.72751984675803
730 => 0.73795529613482
731 => 0.77003030981224
801 => 0.79565405015989
802 => 0.77208939959034
803 => 0.81914413557514
804 => 0.85578299714028
805 => 0.8543767366082
806 => 0.84798790362218
807 => 0.80627553382479
808 => 0.76789118924083
809 => 0.80000132337067
810 => 0.80008317870608
811 => 0.79732488970726
812 => 0.78019339362911
813 => 0.79672875077841
814 => 0.79804126738132
815 => 0.79730660711003
816 => 0.78417192923383
817 => 0.76411770381111
818 => 0.76803625145568
819 => 0.77445491243368
820 => 0.76230304812937
821 => 0.75841979117671
822 => 0.76563950467156
823 => 0.78890292583899
824 => 0.78450511082311
825 => 0.78439026610008
826 => 0.80320598370182
827 => 0.78973799058497
828 => 0.7680856768904
829 => 0.76261818212359
830 => 0.74321225904721
831 => 0.75661599923759
901 => 0.75709837598483
902 => 0.74975728446546
903 => 0.76868136600813
904 => 0.7685069772652
905 => 0.78647257621215
906 => 0.82081605382789
907 => 0.81065899755702
908 => 0.79884744619858
909 => 0.80013168933003
910 => 0.81421666669998
911 => 0.80570056785335
912 => 0.80876301637495
913 => 0.81421203131736
914 => 0.81749955732354
915 => 0.7996586649299
916 => 0.79549909948441
917 => 0.78699008839202
918 => 0.78477024622623
919 => 0.79170065821464
920 => 0.78987473951076
921 => 0.75705783408708
922 => 0.75362828487876
923 => 0.75373346425671
924 => 0.74510969970623
925 => 0.73195638882611
926 => 0.76652250447569
927 => 0.76374636163655
928 => 0.76068171479853
929 => 0.76105711654956
930 => 0.77606109579868
1001 => 0.76735803011508
1002 => 0.79049655663936
1003 => 0.78573997119374
1004 => 0.78086139727968
1005 => 0.78018702975977
1006 => 0.77830919502322
1007 => 0.77186940100007
1008 => 0.7640929627455
1009 => 0.75895828462629
1010 => 0.70009889918462
1011 => 0.7110228587533
1012 => 0.72358987848682
1013 => 0.72792796333966
1014 => 0.72050736901254
1015 => 0.77216241129316
1016 => 0.78160028527821
1017 => 0.75301234936023
1018 => 0.7476647137877
1019 => 0.77251300139102
1020 => 0.7575264463866
1021 => 0.76427489118745
1022 => 0.74968844472996
1023 => 0.77932697780842
1024 => 0.77910118184449
1025 => 0.76757112306034
1026 => 0.77731624979027
1027 => 0.77562279420515
1028 => 0.76260538623513
1029 => 0.7797396528598
1030 => 0.77974815124228
1031 => 0.76865072034763
1101 => 0.75569135060268
1102 => 0.75337452137893
1103 => 0.75162910178105
1104 => 0.76384562496254
1105 => 0.77479892144698
1106 => 0.79518029065205
1107 => 0.80030465111959
1108 => 0.8203053711724
1109 => 0.80839591619834
1110 => 0.81367522333508
1111 => 0.8194066580356
1112 => 0.82215451859756
1113 => 0.81767702727017
1114 => 0.848746378137
1115 => 0.85136958329047
1116 => 0.85224912128779
1117 => 0.84177271098523
1118 => 0.85107821536827
1119 => 0.84672447803336
1120 => 0.85805169307573
1121 => 0.85982794502751
1122 => 0.85832352281635
1123 => 0.85888733322207
1124 => 0.83237512326631
1125 => 0.83100032531706
1126 => 0.81225485772775
1127 => 0.81989377432989
1128 => 0.80561318588498
1129 => 0.81014170758722
1130 => 0.81213783680423
1201 => 0.8110951721806
1202 => 0.82032566721324
1203 => 0.81247786076995
1204 => 0.79176620926727
1205 => 0.77104891488899
1206 => 0.77078882613401
1207 => 0.76533432821483
1208 => 0.76139172526039
1209 => 0.76215121046077
1210 => 0.76482773536812
1211 => 0.76123616076712
1212 => 0.7620026053057
1213 => 0.77473069143934
1214 => 0.77728321834088
1215 => 0.76860873459279
1216 => 0.73377943062218
1217 => 0.7252322320651
1218 => 0.73137578888962
1219 => 0.72843956442323
1220 => 0.58790758086654
1221 => 0.62092348586281
1222 => 0.60130655622822
1223 => 0.61034693993538
1224 => 0.59032313455777
1225 => 0.59987954402152
1226 => 0.59811482413776
1227 => 0.6512034223601
1228 => 0.65037451691984
1229 => 0.6507712700894
1230 => 0.6318332075717
1231 => 0.66200205538682
]
'min_raw' => 0.38515345004031
'max_raw' => 0.85982794502751
'avg_raw' => 0.62249069753391
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.385153'
'max' => '$0.859827'
'avg' => '$0.62249'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.059389880525506
'max_diff' => 0.13007733519127
'year' => 2035
]
10 => [
'items' => [
101 => 0.67686431465723
102 => 0.6741137060125
103 => 0.67480597494884
104 => 0.66291050102577
105 => 0.65088644427919
106 => 0.63754991485816
107 => 0.66232753807757
108 => 0.65957268934371
109 => 0.66589132117591
110 => 0.68196138097478
111 => 0.68432775832439
112 => 0.68750819347969
113 => 0.6863682338753
114 => 0.71352669650037
115 => 0.71023762747917
116 => 0.71816333749053
117 => 0.7018595506721
118 => 0.6834102683174
119 => 0.68691687374054
120 => 0.68657915943995
121 => 0.68227966878303
122 => 0.67839828086117
123 => 0.67193686354554
124 => 0.69238174404202
125 => 0.6915517192306
126 => 0.70498885612922
127 => 0.702613711661
128 => 0.68675191560583
129 => 0.68731842275502
130 => 0.69112845558743
131 => 0.7043150227226
201 => 0.70822969365827
202 => 0.7064162621082
203 => 0.71070852007765
204 => 0.71410094576724
205 => 0.71113455651356
206 => 0.75313237278443
207 => 0.73569195139123
208 => 0.74419229142861
209 => 0.74621957244061
210 => 0.74102673475749
211 => 0.74215287530938
212 => 0.74385867139057
213 => 0.7542159311664
214 => 0.78139637771544
215 => 0.79343441246846
216 => 0.82965143396908
217 => 0.79243482125975
218 => 0.79022654147924
219 => 0.79675032070077
220 => 0.8180135462827
221 => 0.83524539346363
222 => 0.84096219130266
223 => 0.84171776051114
224 => 0.85244285330269
225 => 0.85859027647967
226 => 0.85114054493985
227 => 0.84482767747926
228 => 0.82221576981738
229 => 0.82483315969942
301 => 0.84286438044604
302 => 0.86833454178424
303 => 0.89019058993105
304 => 0.88253736363021
305 => 0.94092607796978
306 => 0.94671508050004
307 => 0.94591522753122
308 => 0.95910343681423
309 => 0.93292752711957
310 => 0.92173681859073
311 => 0.84619259107833
312 => 0.86741743760032
313 => 0.89826899851156
314 => 0.89418567873754
315 => 0.87178045053921
316 => 0.89017359355633
317 => 0.88409224526811
318 => 0.87929563355782
319 => 0.9012698416716
320 => 0.87710829719978
321 => 0.89802796862283
322 => 0.87119827363647
323 => 0.8825723229233
324 => 0.87611586244723
325 => 0.88029398364928
326 => 0.85586877247515
327 => 0.86904802353623
328 => 0.85532047230166
329 => 0.85531396365499
330 => 0.85501092720064
331 => 0.87116133035083
401 => 0.87168799441774
402 => 0.85975282208784
403 => 0.85803277729267
404 => 0.86439268441239
405 => 0.85694689883751
406 => 0.86043073504478
407 => 0.85705242068719
408 => 0.85629189096711
409 => 0.85023186076404
410 => 0.84762103312856
411 => 0.84864480591717
412 => 0.84515014159859
413 => 0.84304447993911
414 => 0.85459205809783
415 => 0.8484226529156
416 => 0.85364650827193
417 => 0.84769326579029
418 => 0.82705673364464
419 => 0.81518844578031
420 => 0.77620794956473
421 => 0.78726276993632
422 => 0.79459212727972
423 => 0.79216977472144
424 => 0.79737392534261
425 => 0.79769341792439
426 => 0.79600149550741
427 => 0.79404246609724
428 => 0.79308891892149
429 => 0.80019587834299
430 => 0.80432170749643
501 => 0.79532772634328
502 => 0.79322056239826
503 => 0.80231397391541
504 => 0.80786094968777
505 => 0.84881670221447
506 => 0.84578256778196
507 => 0.85339764978876
508 => 0.85254030841775
509 => 0.86052212753858
510 => 0.87356902843269
511 => 0.8470410309441
512 => 0.85164537403899
513 => 0.85051649544193
514 => 0.86284129595672
515 => 0.86287977263863
516 => 0.85549043906057
517 => 0.85949631667148
518 => 0.85726034568457
519 => 0.86130104746752
520 => 0.84574204506679
521 => 0.86469123050036
522 => 0.87543419758266
523 => 0.87558336369102
524 => 0.88067544482657
525 => 0.88584929417374
526 => 0.89578004744832
527 => 0.88557233085483
528 => 0.86720964240434
529 => 0.86853536919934
530 => 0.85776933167946
531 => 0.85795031071521
601 => 0.85698423043878
602 => 0.85988351007148
603 => 0.84637827390553
604 => 0.84954792583979
605 => 0.84511039457036
606 => 0.85163572771264
607 => 0.84461554792776
608 => 0.85051595106249
609 => 0.85306236945398
610 => 0.86245870813904
611 => 0.84322770106405
612 => 0.80401437581343
613 => 0.81225749219672
614 => 0.80006527558301
615 => 0.80119371164965
616 => 0.80347333209353
617 => 0.79608433638951
618 => 0.79749392391583
619 => 0.79744356353027
620 => 0.79700958493444
621 => 0.79508742177527
622 => 0.79229990490608
623 => 0.80340451416048
624 => 0.80529140366031
625 => 0.80948572528229
626 => 0.82196518139376
627 => 0.82071818944239
628 => 0.82275208505228
629 => 0.81831210235572
630 => 0.80139966971277
701 => 0.80231809617345
702 => 0.79086530349198
703 => 0.80919285162404
704 => 0.80485264631455
705 => 0.80205448771682
706 => 0.80129098421867
707 => 0.81380137448804
708 => 0.81754467933298
709 => 0.81521210295746
710 => 0.81042792075914
711 => 0.81961496489641
712 => 0.82207303033727
713 => 0.82262330053951
714 => 0.83890098130977
715 => 0.82353304207209
716 => 0.82723225779078
717 => 0.85609248284028
718 => 0.82992024115921
719 => 0.84378426128831
720 => 0.84310568964787
721 => 0.85019805321306
722 => 0.84252390882494
723 => 0.84261903904201
724 => 0.84891657740958
725 => 0.84007282053936
726 => 0.83788298196826
727 => 0.83485773566622
728 => 0.84146325029032
729 => 0.84542295756574
730 => 0.87733529012111
731 => 0.89795211233104
801 => 0.89705708170591
802 => 0.90523598619251
803 => 0.90155131481112
804 => 0.88965253895341
805 => 0.90996229844139
806 => 0.90353544074296
807 => 0.90406526308299
808 => 0.90404554306903
809 => 0.90831884159283
810 => 0.90529081794666
811 => 0.8993222725198
812 => 0.9032844715145
813 => 0.9150507860167
814 => 0.95157378726613
815 => 0.97201254263072
816 => 0.95034334852952
817 => 0.96529046845846
818 => 0.95632752270449
819 => 0.95469868883646
820 => 0.96408658473531
821 => 0.97349091290319
822 => 0.97289189785492
823 => 0.96606483852264
824 => 0.96220840593605
825 => 0.9914106054814
826 => 1.0129262886599
827 => 1.0114590633101
828 => 1.0179349188369
829 => 1.0369482309542
830 => 1.0386865699317
831 => 1.0384675791758
901 => 1.0341589246433
902 => 1.0528799996134
903 => 1.0684974497194
904 => 1.0331615956081
905 => 1.0466170262734
906 => 1.0526576026059
907 => 1.0615269608204
908 => 1.0764910548052
909 => 1.0927460299026
910 => 1.0950446616081
911 => 1.0934136724134
912 => 1.0826930793794
913 => 1.1004794670932
914 => 1.1108983158738
915 => 1.1171025018915
916 => 1.1328352853544
917 => 1.0526949071489
918 => 0.99596756421985
919 => 0.98710877046872
920 => 1.0051234759165
921 => 1.0098738100785
922 => 1.0079589563342
923 => 0.94410717444318
924 => 0.98677260405149
925 => 1.0326770188988
926 => 1.0344403944247
927 => 1.0574211043133
928 => 1.0649045654642
929 => 1.083407049075
930 => 1.0822497136875
1001 => 1.0867547740079
1002 => 1.085719138657
1003 => 1.1199910933885
1004 => 1.1577981488919
1005 => 1.1564890107789
1006 => 1.1510537992375
1007 => 1.1591260152177
1008 => 1.1981469481475
1009 => 1.194554525941
1010 => 1.1980442581128
1011 => 1.2440521371604
1012 => 1.3038689244668
1013 => 1.2760780212557
1014 => 1.3363762846067
1015 => 1.3743308451126
1016 => 1.4399693329327
1017 => 1.4317510709813
1018 => 1.4573036526122
1019 => 1.4170386668852
1020 => 1.3245821207597
1021 => 1.3099505184259
1022 => 1.3392433568294
1023 => 1.4112569416908
1024 => 1.3369753927675
1025 => 1.3520024533702
1026 => 1.3476746589057
1027 => 1.3474440491306
1028 => 1.3562454862873
1029 => 1.3434785426394
1030 => 1.2914637174885
1031 => 1.3153018053299
1101 => 1.3060967748154
1102 => 1.3163104424517
1103 => 1.3714293942483
1104 => 1.3470599917873
1105 => 1.3213888059042
1106 => 1.3535861698939
1107 => 1.3945844784673
1108 => 1.3920188779978
1109 => 1.3870405407492
1110 => 1.4151031671623
1111 => 1.4614544044187
1112 => 1.4739829575947
1113 => 1.4832312794143
1114 => 1.4845064667415
1115 => 1.4976416887366
1116 => 1.4270102895669
1117 => 1.5391041339921
1118 => 1.5584596443944
1119 => 1.5548216106425
1120 => 1.5763344458503
1121 => 1.5700048240042
1122 => 1.5608341950365
1123 => 1.594936614752
1124 => 1.5558409424715
1125 => 1.5003495576776
1126 => 1.4699058864845
1127 => 1.5099965685325
1128 => 1.5344785490872
1129 => 1.5506595808874
1130 => 1.5555559513333
1201 => 1.4324932040226
1202 => 1.3661692085951
1203 => 1.408682129258
1204 => 1.4605508265518
1205 => 1.4267221563345
1206 => 1.4280481761609
1207 => 1.3798173824492
1208 => 1.4648181815923
1209 => 1.4524342801264
1210 => 1.5166819828382
1211 => 1.501348752966
1212 => 1.553740260446
1213 => 1.5399438206959
1214 => 1.5972120707501
1215 => 1.6200579261726
1216 => 1.6584196731006
1217 => 1.6866387303012
1218 => 1.703209500434
1219 => 1.7022146535506
1220 => 1.7678763003415
1221 => 1.7291579212721
1222 => 1.6805185119397
1223 => 1.6796387784802
1224 => 1.7048298177992
1225 => 1.7576233253878
1226 => 1.7713119137912
1227 => 1.7789619672771
1228 => 1.7672456440631
1229 => 1.7252196185546
1230 => 1.7070729938168
1231 => 1.7225344438517
]
'min_raw' => 0.63754991485816
'max_raw' => 1.7789619672771
'avg_raw' => 1.2082559410676
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.637549'
'max' => '$1.77'
'avg' => '$1.20'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.25239646481785
'max_diff' => 0.91913402224961
'year' => 2036
]
11 => [
'items' => [
101 => 1.7036264190765
102 => 1.7362669744932
103 => 1.7810894287269
104 => 1.7718337691748
105 => 1.8027740513713
106 => 1.834793988432
107 => 1.8805839365342
108 => 1.892555124565
109 => 1.9123430431563
110 => 1.9327113113795
111 => 1.9392530501926
112 => 1.951743259369
113 => 1.9516774298013
114 => 1.9893175158427
115 => 2.0308356963627
116 => 2.0465078483609
117 => 2.0825450977133
118 => 2.0208325710932
119 => 2.067642231437
120 => 2.1098657167889
121 => 2.0595251368824
122 => 2.1289078984327
123 => 2.131601873839
124 => 2.1722777040389
125 => 2.1310449575851
126 => 2.1065610843604
127 => 2.1772451089613
128 => 2.2114468819398
129 => 2.2011450295754
130 => 2.1227474244174
131 => 2.0771166555839
201 => 1.9576921320288
202 => 2.0991556389353
203 => 2.1680583866024
204 => 2.1225689829466
205 => 2.14551119219
206 => 2.2706764467857
207 => 2.3183312718856
208 => 2.3084194013972
209 => 2.3100943443465
210 => 2.3358080229742
211 => 2.4498366347907
212 => 2.3815080474277
213 => 2.4337426922434
214 => 2.4614477595077
215 => 2.4871817700028
216 => 2.4239871735442
217 => 2.3417719320645
218 => 2.3157309139268
219 => 2.1180459582512
220 => 2.107755597806
221 => 2.1019793066583
222 => 2.0655606080446
223 => 2.0369454868554
224 => 2.0141896800744
225 => 1.9544716476218
226 => 1.9746247305333
227 => 1.879446650926
228 => 1.9403382133547
301 => 1.7884317001464
302 => 1.9149439582727
303 => 1.8460890879811
304 => 1.8923232815361
305 => 1.8921619747903
306 => 1.8070301658911
307 => 1.7579279151735
308 => 1.7892177804189
309 => 1.8227629997546
310 => 1.8282055987322
311 => 1.8716978512207
312 => 1.8838356040274
313 => 1.8470576463656
314 => 1.7852837753046
315 => 1.7996324366401
316 => 1.7576371400095
317 => 1.6840419979903
318 => 1.7368993138364
319 => 1.7549471254384
320 => 1.762918067203
321 => 1.6905456974862
322 => 1.6678047276406
323 => 1.65569762611
324 => 1.7759414111875
325 => 1.782528637169
326 => 1.7488274577076
327 => 1.9011599845503
328 => 1.8666824421468
329 => 1.9052023042145
330 => 1.7983304460194
331 => 1.8024130949245
401 => 1.7518182445575
402 => 1.7801479800139
403 => 1.7601254361033
404 => 1.7778592173489
405 => 1.7884887727084
406 => 1.8390753209584
407 => 1.9155215753954
408 => 1.8315193775626
409 => 1.7949184170332
410 => 1.817625447094
411 => 1.8780972604434
412 => 1.969715153163
413 => 1.9154755166911
414 => 1.9395461463085
415 => 1.9448045080522
416 => 1.9048102081783
417 => 1.9711898000466
418 => 2.0067631625956
419 => 2.0432540717008
420 => 2.0749381056248
421 => 2.0286788001519
422 => 2.0781828880188
423 => 2.038291331846
424 => 2.0025044820456
425 => 2.0025587559246
426 => 1.9801091422824
427 => 1.9366101870173
428 => 1.9285883122727
429 => 1.9703191177452
430 => 2.0037832718121
501 => 2.0065395398236
502 => 2.0250670149654
503 => 2.0360313839061
504 => 2.1434971048621
505 => 2.1867207068336
506 => 2.2395737091436
507 => 2.2601629321753
508 => 2.3221291118557
509 => 2.2720863891167
510 => 2.2612593312686
511 => 2.1109496483468
512 => 2.1355628505047
513 => 2.1749709619803
514 => 2.1115994735901
515 => 2.1517940968678
516 => 2.1597293669413
517 => 2.109446134664
518 => 2.1363045816335
519 => 2.0649765094569
520 => 1.9170763324518
521 => 1.9713544552231
522 => 2.0113214234014
523 => 1.9542836319193
524 => 2.0565216654835
525 => 1.9967963168967
526 => 1.977866248717
527 => 1.9040133036915
528 => 1.938869050883
529 => 1.9860119480457
530 => 1.9568831185492
531 => 2.0173298134703
601 => 2.1029384540232
602 => 2.1639482693639
603 => 2.1686318454239
604 => 2.1294066215
605 => 2.1922652931701
606 => 2.1927231499688
607 => 2.1218183115398
608 => 2.0783894928017
609 => 2.0685223738094
610 => 2.0931723716148
611 => 2.1231020195912
612 => 2.1702927325868
613 => 2.1988090921094
614 => 2.2731646338359
615 => 2.2932831114867
616 => 2.3153872188836
617 => 2.34492512302
618 => 2.3803929502991
619 => 2.3027913633971
620 => 2.3058746191122
621 => 2.2336130958562
622 => 2.1563912949064
623 => 2.2149930159939
624 => 2.2916069708555
625 => 2.2740316449593
626 => 2.2720540617647
627 => 2.2753798081622
628 => 2.262128586393
629 => 2.2021938014441
630 => 2.1720949276543
701 => 2.2109301538848
702 => 2.2315693482692
703 => 2.2635789388325
704 => 2.2596330811551
705 => 2.3420863488671
706 => 2.3741251954427
707 => 2.3659282874691
708 => 2.3674367158058
709 => 2.425441517156
710 => 2.4899547858547
711 => 2.5503799752666
712 => 2.6118470732586
713 => 2.5377460875275
714 => 2.5001221768867
715 => 2.5389404488723
716 => 2.51834292735
717 => 2.6367023956387
718 => 2.6448973484221
719 => 2.7632482579741
720 => 2.8755773641031
721 => 2.8050254651284
722 => 2.8715527281342
723 => 2.9435073871222
724 => 3.0823195985329
725 => 3.0355725292023
726 => 2.999765006715
727 => 2.9659270709852
728 => 3.0363384436179
729 => 3.1269215496607
730 => 3.1464322831081
731 => 3.1780471249667
801 => 3.1448079844313
802 => 3.184840868035
803 => 3.3261745384964
804 => 3.2879849331509
805 => 3.2337495542749
806 => 3.3453189132742
807 => 3.3856954305812
808 => 3.6690789743876
809 => 4.0268624044335
810 => 3.8787377150618
811 => 3.786791940415
812 => 3.8084013784399
813 => 3.9390517753592
814 => 3.9810125362134
815 => 3.8669487234701
816 => 3.9072379904522
817 => 4.1292358126769
818 => 4.2483305217575
819 => 4.0865839102726
820 => 3.6403314241494
821 => 3.2288662518093
822 => 3.3380053440321
823 => 3.3256323579543
824 => 3.5641413231424
825 => 3.2870741236936
826 => 3.2917392247539
827 => 3.5351803027566
828 => 3.4702343967822
829 => 3.3650303467467
830 => 3.2296343578003
831 => 2.9793423496198
901 => 2.7576517380654
902 => 3.1924380796224
903 => 3.1736893019668
904 => 3.1465382935083
905 => 3.2069599247867
906 => 3.5003502152953
907 => 3.4935866194874
908 => 3.4505600737743
909 => 3.4831953294791
910 => 3.3593092286325
911 => 3.3912374976547
912 => 3.2288010736237
913 => 3.30222912123
914 => 3.3648046261048
915 => 3.3773675851546
916 => 3.4056725733744
917 => 3.1638095480933
918 => 3.2723989457192
919 => 3.3361850433738
920 => 3.0479971336122
921 => 3.3304884949926
922 => 3.1595992509198
923 => 3.1015968748112
924 => 3.1796894330095
925 => 3.1492566871321
926 => 3.1230923992976
927 => 3.1084922771264
928 => 3.165834833106
929 => 3.1631597343304
930 => 3.0693361830372
1001 => 2.9469471851124
1002 => 2.9880249500978
1003 => 2.9731010129725
1004 => 2.9190147396041
1005 => 2.9554623574529
1006 => 2.7949654941643
1007 => 2.5188389827774
1008 => 2.7012566141834
1009 => 2.6942337338064
1010 => 2.6906924790581
1011 => 2.8277742874067
1012 => 2.8145970345494
1013 => 2.7906801915813
1014 => 2.9185754880272
1015 => 2.87189198439
1016 => 3.0157595425831
1017 => 3.1105200211794
1018 => 3.086485698627
1019 => 3.175608386764
1020 => 2.9889712988377
1021 => 3.0509646528665
1022 => 3.0637413972128
1023 => 2.9169972799217
1024 => 2.8167529960827
1025 => 2.8100678452191
1026 => 2.6362580715554
1027 => 2.7291058497031
1028 => 2.8108080521709
1029 => 2.7716790375359
1030 => 2.7592919604485
1031 => 2.8225748508588
1101 => 2.8274924734249
1102 => 2.7153701577697
1103 => 2.7386839376464
1104 => 2.8359062753256
1105 => 2.7362341841837
1106 => 2.5425875924387
1107 => 2.4945605603124
1108 => 2.4881528689129
1109 => 2.3578997487143
1110 => 2.4977699562492
1111 => 2.4367128623717
1112 => 2.6295914903545
1113 => 2.5194202524796
1114 => 2.5146709906112
1115 => 2.507491784732
1116 => 2.3953775434884
1117 => 2.4199234370891
1118 => 2.5015177258626
1119 => 2.5306314873225
1120 => 2.5275946834802
1121 => 2.501117869334
1122 => 2.5132388192669
1123 => 2.4741930163142
1124 => 2.4604051306234
1125 => 2.4168867707267
1126 => 2.3529268039323
1127 => 2.3618208296044
1128 => 2.235099399349
1129 => 2.1660548385305
1130 => 2.1469442140886
1201 => 2.121388688397
1202 => 2.1498307787162
1203 => 2.2347404134588
1204 => 2.1323213793753
1205 => 1.9567311292991
1206 => 1.9672844025199
1207 => 1.9909944741521
1208 => 1.9468109125233
1209 => 1.9049948794869
1210 => 1.94135052757
1211 => 1.8669506238474
1212 => 1.9999853470672
1213 => 1.9963871306296
1214 => 2.0459742486339
1215 => 2.0769820911521
1216 => 2.0055190530559
1217 => 1.9875462922314
1218 => 1.9977843936135
1219 => 1.8285713834197
1220 => 2.0321459356502
1221 => 2.0339064568315
1222 => 2.0188318056337
1223 => 2.1272289700372
1224 => 2.3559807968521
1225 => 2.2699151580835
1226 => 2.2365879414045
1227 => 2.1732328781358
1228 => 2.2576497382899
1229 => 2.2511678405383
1230 => 2.2218542407185
1231 => 2.2041252840835
]
'min_raw' => 1.65569762611
'max_raw' => 4.2483305217575
'avg_raw' => 2.9520140739338
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$1.65'
'max' => '$4.24'
'avg' => '$2.95'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 1.0181477112519
'max_diff' => 2.4693685544804
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.051970456560294
]
1 => [
'year' => 2028
'avg' => 0.089196390588804
]
2 => [
'year' => 2029
'avg' => 0.24366846300333
]
3 => [
'year' => 2030
'avg' => 0.18798985632511
]
4 => [
'year' => 2031
'avg' => 0.18462933623767
]
5 => [
'year' => 2032
'avg' => 0.32371333141516
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.051970456560294
'min' => '$0.05197'
'max_raw' => 0.32371333141516
'max' => '$0.323713'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.32371333141516
]
1 => [
'year' => 2033
'avg' => 0.83262397544912
]
2 => [
'year' => 2034
'avg' => 0.52775708967552
]
3 => [
'year' => 2035
'avg' => 0.62249069753391
]
4 => [
'year' => 2036
'avg' => 1.2082559410676
]
5 => [
'year' => 2037
'avg' => 2.9520140739338
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.32371333141516
'min' => '$0.323713'
'max_raw' => 2.9520140739338
'max' => '$2.95'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 2.9520140739338
]
]
]
]
'prediction_2025_max_price' => '$0.08886'
'last_price' => 0.086161
'sma_50day_nextmonth' => '$0.08274'
'sma_200day_nextmonth' => '—'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'decrease'
'sma_200day_direction_label' => 'disminuir'
'sma_200day_date_nextmonth' => '4 feb. 2026'
'sma_50day_date_nextmonth' => '4 feb. 2026'
'daily_sma3' => '$0.086477'
'daily_sma3_action' => 'SELL'
'daily_sma5' => '$0.086592'
'daily_sma5_action' => 'SELL'
'daily_sma10' => '$0.08680076'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.088016'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.08840033'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '—'
'daily_sma100_action' => '—'
'daily_sma200' => '—'
'daily_sma200_action' => '—'
'daily_ema3' => '$0.086418'
'daily_ema3_action' => 'SELL'
'daily_ema5' => '$0.086554'
'daily_ema5_action' => 'SELL'
'daily_ema10' => '$0.0869088'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.087526'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.087846'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.047498'
'daily_ema100_action' => 'BUY'
'daily_ema200' => '$0.023749'
'daily_ema200_action' => 'BUY'
'weekly_sma21' => '—'
'weekly_sma21_action' => '—'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.08652'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.0868062'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.087325'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.050035'
'weekly_ema21_action' => 'BUY'
'weekly_ema50' => '$0.021015'
'weekly_ema50_action' => 'BUY'
'weekly_ema100' => '$0.0105075'
'weekly_ema100_action' => 'BUY'
'weekly_ema200' => '$0.005253'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '40.05'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => -10.77
'stoch_rsi_14_action' => 'BUY'
'momentum_10' => -0
'momentum_10_action' => 'SELL'
'vwma_10' => '0.086579'
'vwma_10_action' => 'SELL'
'hma_9' => '0.086431'
'hma_9_action' => 'SELL'
'stochastic_fast_14' => 0
'stochastic_fast_14_action' => 'BUY'
'cci_20' => -89.97
'cci_20_action' => 'NEUTRAL'
'adx_14' => 16.28
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.002176'
'ao_5_34_action' => 'SELL'
'macd_12_26' => -0
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -100
'williams_percent_r_14_action' => 'BUY'
'ultimate_oscillator' => 6.91
'ultimate_oscillator_action' => 'BUY'
'ichimoku_cloud' => '—'
'ichimoku_cloud_action' => '—'
'sell_signals' => 21
'buy_signals' => 7
'sell_pct' => 75
'buy_pct' => 25
'overall_action' => 'bearish'
'overall_action_label' => 'Bajista'
'overall_action_dir' => -1
'last_updated' => 1767703718
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de EnteriseCoin para 2026
La previsión del precio de EnteriseCoin para 2026 sugiere que el precio medio podría oscilar entre $0.029768 en el extremo inferior y $0.08886 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, EnteriseCoin podría potencialmente ganar 3.13% para 2026 si ENT alcanza el objetivo de precio previsto.
Predicción de precio de EnteriseCoin 2027-2032
La predicción del precio de ENT para 2027-2032 está actualmente dentro de un rango de precios de $0.05197 en el extremo inferior y $0.323713 en el extremo superior. Considerando la volatilidad de precios en el mercado, si EnteriseCoin alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de EnteriseCoin | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.028657 | $0.05197 | $0.075283 |
| 2028 | $0.051718 | $0.089196 | $0.126674 |
| 2029 | $0.11361 | $0.243668 | $0.373726 |
| 2030 | $0.09662 | $0.187989 | $0.279358 |
| 2031 | $0.114235 | $0.184629 | $0.255023 |
| 2032 | $0.174372 | $0.323713 | $0.473054 |
Predicción de precio de EnteriseCoin 2032-2037
La predicción de precio de EnteriseCoin para 2032-2037 se estima actualmente entre $0.323713 en el extremo inferior y $2.95 en el extremo superior. Comparado con el precio actual, EnteriseCoin podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de EnteriseCoin | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.174372 | $0.323713 | $0.473054 |
| 2033 | $0.4052027 | $0.832623 | $1.26 |
| 2034 | $0.325763 | $0.527757 | $0.72975 |
| 2035 | $0.385153 | $0.62249 | $0.859827 |
| 2036 | $0.637549 | $1.20 | $1.77 |
| 2037 | $1.65 | $2.95 | $4.24 |
EnteriseCoin Histograma de precios potenciales
Pronóstico de precio de EnteriseCoin basado en análisis técnico
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para EnteriseCoin es Bajista, con 7 indicadores técnicos mostrando señales alcistas y 21 indicando señales bajistas. La predicción de precio de ENT 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 EnteriseCoin
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de EnteriseCoin disminuir durante el próximo mes, alcanzando — para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para EnteriseCoin alcance $0.08274 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 40.05, lo que sugiere que el mercado de ENT está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de ENT 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 | $0.086477 | SELL |
| SMA 5 | $0.086592 | SELL |
| SMA 10 | $0.08680076 | SELL |
| SMA 21 | $0.088016 | SELL |
| SMA 50 | $0.08840033 | SELL |
| SMA 100 | — | — |
| SMA 200 | — | — |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.086418 | SELL |
| EMA 5 | $0.086554 | SELL |
| EMA 10 | $0.0869088 | SELL |
| EMA 21 | $0.087526 | SELL |
| EMA 50 | $0.087846 | SELL |
| EMA 100 | $0.047498 | BUY |
| EMA 200 | $0.023749 | BUY |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | — | — |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.050035 | BUY |
| EMA 50 | $0.021015 | BUY |
| EMA 100 | $0.0105075 | BUY |
| EMA 200 | $0.005253 | BUY |
Osciladores de EnteriseCoin
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) | 40.05 | NEUTRAL |
| Stoch RSI (14) | -10.77 | BUY |
| Estocástico Rápido (14) | 0 | BUY |
| Índice de Canal de Materias Primas (20) | -89.97 | NEUTRAL |
| Índice Direccional Medio (14) | 16.28 | NEUTRAL |
| Oscilador Asombroso (5, 34) | -0.002176 | SELL |
| Momentum (10) | -0 | SELL |
| MACD (12, 26) | -0 | NEUTRAL |
| Rango Percentil de Williams (14) | -100 | BUY |
| Oscilador Ultimate (7, 14, 28) | 6.91 | BUY |
| VWMA (10) | 0.086579 | SELL |
| Promedio Móvil de Hull (9) | 0.086431 | SELL |
| Nube Ichimoku B/L (9, 26, 52, 26) | — | — |
Predicción de precios de EnteriseCoin basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de EnteriseCoin
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 EnteriseCoin por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.12107 | $0.170124 | $0.239053 | $0.3359096 | $0.4720091 | $0.663251 |
| Amazon.com acción | $0.17978 | $0.375121 | $0.782713 | $1.63 | $3.40 | $7.11 |
| Apple acción | $0.122212 | $0.173349 | $0.245883 | $0.348766 | $0.494698 | $0.701692 |
| Netflix acción | $0.135948 | $0.2145055 | $0.338456 | $0.53403 | $0.842616 | $1.32 |
| Google acción | $0.111578 | $0.144493 | $0.187117 | $0.242316 | $0.313799 | $0.406368 |
| Tesla acción | $0.19532 | $0.442776 | $1.00 | $2.27 | $5.15 | $11.69 |
| Kodak acción | $0.064611 | $0.048451 | $0.036333 | $0.027246 | $0.020431 | $0.015321 |
| Nokia acción | $0.057078 | $0.037811 | $0.025048 | $0.016593 | $0.010992 | $0.007282 |
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 EnteriseCoin
Podría preguntarse cosas como: "¿Debo invertir en EnteriseCoin ahora?", "¿Debería comprar ENT hoy?", "¿Será EnteriseCoin una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de EnteriseCoin regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como EnteriseCoin, 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 EnteriseCoin a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de EnteriseCoin es de $0.08616 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 EnteriseCoin basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si EnteriseCoin ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.0884006 | $0.090698 | $0.093055 | $0.095474 |
| Si EnteriseCoin ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.09064 | $0.095352 | $0.1003092 | $0.105524 |
| Si EnteriseCoin ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.097359 | $0.110012 | $0.12431 | $0.140466 |
| Si EnteriseCoin ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.108557 | $0.136774 | $0.172326 | $0.217119 |
| Si EnteriseCoin ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.130953 | $0.19903 | $0.302499 | $0.459758 |
| Si EnteriseCoin ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.198141 | $0.455657 | $1.04 | $2.40 |
| Si EnteriseCoin ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $0.310121 | $1.11 | $4.01 | $14.46 |
Cuadro de preguntas
¿Es ENT una buena inversión?
La decisión de adquirir EnteriseCoin depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de EnteriseCoin ha experimentado una caída de 0% durante las últimas 24 horas, y EnteriseCoin ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en EnteriseCoin dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede EnteriseCoin subir?
Parece que el valor medio de EnteriseCoin podría potencialmente aumentar hasta $0.08886 para el final de este año. Mirando las perspectivas de EnteriseCoin en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $0.279358. 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 EnteriseCoin la próxima semana?
Basado en nuestro nuevo pronóstico experimental de EnteriseCoin, el precio de EnteriseCoin aumentará en un 0.86% durante la próxima semana y alcanzará $0.086898 para el 13 de enero de 2026.
¿Cuál será el precio de EnteriseCoin el próximo mes?
Basado en nuestro nuevo pronóstico experimental de EnteriseCoin, el precio de EnteriseCoin disminuirá en un -11.62% durante el próximo mes y alcanzará $0.07615 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de EnteriseCoin este año en 2026?
Según nuestra predicción más reciente sobre el valor de EnteriseCoin en 2026, se anticipa que ENT fluctúe dentro del rango de $0.029768 y $0.08886. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de EnteriseCoin no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará EnteriseCoin en 5 años?
El futuro de EnteriseCoin parece estar en una tendencia alcista, con un precio máximo de $0.279358 proyectada después de un período de cinco años. Basado en el pronóstico de EnteriseCoin para 2030, el valor de EnteriseCoin podría potencialmente alcanzar su punto más alto de aproximadamente $0.279358, mientras que su punto más bajo se anticipa que esté alrededor de $0.09662.
¿Cuánto será EnteriseCoin en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de EnteriseCoin, se espera que el valor de ENT en 2026 crezca en un 3.13% hasta $0.08886 si ocurre lo mejor. El precio estará entre $0.08886 y $0.029768 durante 2026.
¿Cuánto será EnteriseCoin en 2027?
Según nuestra última simulación experimental para la predicción de precios de EnteriseCoin, el valor de ENT podría disminuir en un -12.62% hasta $0.075283 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.075283 y $0.028657 a lo largo del año.
¿Cuánto será EnteriseCoin en 2028?
Nuestro nuevo modelo experimental de predicción de precios de EnteriseCoin sugiere que el valor de ENT en 2028 podría aumentar en un 47.02% , alcanzando $0.126674 en el mejor escenario. Se espera que el precio oscile entre $0.126674 y $0.051718 durante el año.
¿Cuánto será EnteriseCoin en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de EnteriseCoin podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $0.373726 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $0.373726 y $0.11361.
¿Cuánto será EnteriseCoin en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de EnteriseCoin, se espera que el valor de ENT en 2030 aumente en un 224.23% , alcanzando $0.279358 en el mejor escenario. Se pronostica que el precio oscile entre $0.279358 y $0.09662 durante el transcurso de 2030.
¿Cuánto será EnteriseCoin en 2031?
Nuestra simulación experimental indica que el precio de EnteriseCoin podría crecer en un 195.98% en 2031, potencialmente alcanzando $0.255023 bajo condiciones ideales. Es probable que el precio fluctúe entre $0.255023 y $0.114235 durante el año.
¿Cuánto será EnteriseCoin en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de EnteriseCoin, ENT podría experimentar un 449.04% aumento en valor, alcanzando $0.473054 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $0.473054 y $0.174372 a lo largo del año.
¿Cuánto será EnteriseCoin en 2033?
Según nuestra predicción experimental de precios de EnteriseCoin, se anticipa que el valor de ENT aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $1.26. A lo largo del año, el precio de ENT podría oscilar entre $1.26 y $0.4052027.
¿Cuánto será EnteriseCoin en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de EnteriseCoin sugieren que ENT podría aumentar en un 746.96% en 2034, alcanzando potencialmente $0.72975 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $0.72975 y $0.325763.
¿Cuánto será EnteriseCoin en 2035?
Basado en nuestra predicción experimental para el precio de EnteriseCoin, ENT podría crecer en un 897.93% , con el valor potencialmente alcanzando $0.859827 en 2035. El rango de precios esperado para el año está entre $0.859827 y $0.385153.
¿Cuánto será EnteriseCoin en 2036?
Nuestra reciente simulación de predicción de precios de EnteriseCoin sugiere que el valor de ENT podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $1.77 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $1.77 y $0.637549.
¿Cuánto será EnteriseCoin en 2037?
Según la simulación experimental, el valor de EnteriseCoin podría aumentar en un 4830.69% en 2037, con un máximo de $4.24 bajo condiciones favorables. Se espera que el precio caiga entre $4.24 y $1.65 durante el transcurso del año.
Predicciones relacionadas
¿Cómo leer y predecir los movimientos de precio de EnteriseCoin?
Los traders de EnteriseCoin 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 EnteriseCoin
Las medias móviles son herramientas populares para la predicción de precios de EnteriseCoin. Una media móvil simple (SMA) calcula el precio de cierre promedio de ENT 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 ENT 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 ENT.
¿Cómo leer gráficos de EnteriseCoin 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 EnteriseCoin 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 ENT 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 EnteriseCoin?
La acción del precio de EnteriseCoin 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 ENT. La capitalización de mercado de EnteriseCoin puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de ENT, grandes poseedores de EnteriseCoin, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de EnteriseCoin.
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


