Prédiction du prix de Hatom jusqu'à $0.027811 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.009316 | $0.027811 |
| 2027 | $0.008969 | $0.023562 |
| 2028 | $0.016186 | $0.039646 |
| 2029 | $0.035557 | $0.116968 |
| 2030 | $0.03024 | $0.087433 |
| 2031 | $0.035753 | $0.079817 |
| 2032 | $0.054574 | $0.148056 |
| 2033 | $0.12682 | $0.394368 |
| 2034 | $0.101957 | $0.228397 |
| 2035 | $0.120545 | $0.2691087 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur Hatom aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,954.76, soit un rendement de 39.55% sur les 90 prochains jours.
$
≈ $3,954.76
(39.55% ROI)
Prévision du prix à long terme de Hatom pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'Hatom'
'name_with_ticker' => 'Hatom <small>HTM</small>'
'name_lang' => 'Hatom'
'name_lang_with_ticker' => 'Hatom <small>HTM</small>'
'name_with_lang' => 'Hatom'
'name_with_lang_with_ticker' => 'Hatom <small>HTM</small>'
'image' => '/uploads/coins/hatom.png?1717085943'
'price_for_sd' => 0.02696
'ticker' => 'HTM'
'marketcap' => '$1.86M'
'low24h' => '$0.02521'
'high24h' => '$0.02717'
'volume24h' => '$120.4K'
'current_supply' => '69.03M'
'max_supply' => '100.01M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.02696'
'change_24h_pct' => '6.9023%'
'ath_price' => '$3.62'
'ath_days' => 758
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '10 déc. 2023'
'ath_pct' => '-99.25%'
'fdv' => '$2.7M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.32'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.027197'
'next_week_prediction_price_date' => '13 janvier 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.023833'
'next_month_prediction_price_date' => '5 février 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.009316'
'current_year_max_price_prediction' => '$0.027811'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.03024'
'grand_prediction_max_price' => '$0.087433'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.027477653833042
107 => 0.027580245418066
108 => 0.027811389497582
109 => 0.025836288645626
110 => 0.02672305094224
111 => 0.02724394071311
112 => 0.024890541778187
113 => 0.027197421582921
114 => 0.025801906533996
115 => 0.025328247766458
116 => 0.02596596689715
117 => 0.025717447131718
118 => 0.025503784430969
119 => 0.02538455697276
120 => 0.025852827519848
121 => 0.025830982139122
122 => 0.025064800636689
123 => 0.024065348100319
124 => 0.024400797177436
125 => 0.024278925382867
126 => 0.023837246277577
127 => 0.024134884666004
128 => 0.022824235834711
129 => 0.020569332642071
130 => 0.022058990760682
131 => 0.022001640543551
201 => 0.021972721963449
202 => 0.023092158868459
203 => 0.022984550839846
204 => 0.022789241214212
205 => 0.023833659263138
206 => 0.023452432625875
207 => 0.024627283293628
208 => 0.025401115927987
209 => 0.02520484694105
210 => 0.025932640273922
211 => 0.024408525246661
212 => 0.024914775121835
213 => 0.025019112519477
214 => 0.023820771306535
215 => 0.023002156844138
216 => 0.022947564592384
217 => 0.021528199926609
218 => 0.022286413074355
219 => 0.022953609267379
220 => 0.022634074067437
221 => 0.022532918768977
222 => 0.023049699250898
223 => 0.023089857520269
224 => 0.022174244722833
225 => 0.022364629617106
226 => 0.023158566275081
227 => 0.022344624450357
228 => 0.02076326844156
301 => 0.020371070287422
302 => 0.020318743824013
303 => 0.019255071324361
304 => 0.02039727884345
305 => 0.019898674652109
306 => 0.021473759318359
307 => 0.020574079404345
308 => 0.02053529600142
309 => 0.020476669199609
310 => 0.019561122339401
311 => 0.019761568915748
312 => 0.020427883864402
313 => 0.020665632544657
314 => 0.020640833409489
315 => 0.020424618557647
316 => 0.020523600609621
317 => 0.020204744932579
318 => 0.020092150356609
319 => 0.019736770903268
320 => 0.019214461282937
321 => 0.019287091639155
322 => 0.018252259611533
323 => 0.017688428200192
324 => 0.017532367096711
325 => 0.017323675666894
326 => 0.017555939349015
327 => 0.018249328062418
328 => 0.017412954163433
329 => 0.015979049778429
330 => 0.016065229875222
331 => 0.016258850965615
401 => 0.015898039344599
402 => 0.015556561425931
403 => 0.015853448771234
404 => 0.01524588458048
405 => 0.016332272195396
406 => 0.016302888454978
407 => 0.016707826576059
408 => 0.016961042693338
409 => 0.016377461522702
410 => 0.016230692436458
411 => 0.016314298778266
412 => 0.014932472183617
413 => 0.016594901862893
414 => 0.016609278623793
415 => 0.016486176068581
416 => 0.017371368551037
417 => 0.01923940078748
418 => 0.018536571918708
419 => 0.018264415337604
420 => 0.017747045477981
421 => 0.018436410097546
422 => 0.018383477650527
423 => 0.018144097051071
424 => 0.017999318917607
425 => 0.018266077067654
426 => 0.017966264630735
427 => 0.017912410078769
428 => 0.017586110088188
429 => 0.017469635837255
430 => 0.017383402938837
501 => 0.017288468990748
502 => 0.017497869624165
503 => 0.017023340239895
504 => 0.016451104321154
505 => 0.016403529096189
506 => 0.016534888475173
507 => 0.016476771728528
508 => 0.016403250855565
509 => 0.016262879486859
510 => 0.016221234300324
511 => 0.016356560953191
512 => 0.016203785052139
513 => 0.016429214216276
514 => 0.016367909957195
515 => 0.016025469349369
516 => 0.015598661564267
517 => 0.01559486207972
518 => 0.015502907042525
519 => 0.015385788477125
520 => 0.01535320877154
521 => 0.015828445747099
522 => 0.016812172063858
523 => 0.016619043049303
524 => 0.016758598554977
525 => 0.017445073519732
526 => 0.017663283268005
527 => 0.017508403157262
528 => 0.017296393709088
529 => 0.017305721048841
530 => 0.018030221512878
531 => 0.01807540771813
601 => 0.018189578681178
602 => 0.018336320633406
603 => 0.017533393946257
604 => 0.017267903274082
605 => 0.017142099064744
606 => 0.01675467079234
607 => 0.017172478968538
608 => 0.016929040036597
609 => 0.016961888265574
610 => 0.016940495813361
611 => 0.016952177538821
612 => 0.016331968527917
613 => 0.016557940094264
614 => 0.016182218537305
615 => 0.015679169549261
616 => 0.015677483152662
617 => 0.015800603679816
618 => 0.015727366772558
619 => 0.015530288138219
620 => 0.015558282228042
621 => 0.015313024544427
622 => 0.015588060951366
623 => 0.01559594801139
624 => 0.015490044013384
625 => 0.015913775545984
626 => 0.016087378700622
627 => 0.016017670420451
628 => 0.016082487781858
629 => 0.016627068431783
630 => 0.01671585883944
701 => 0.016755293673356
702 => 0.016702456220023
703 => 0.016092441716437
704 => 0.016119498453653
705 => 0.01592097406839
706 => 0.015753241882826
707 => 0.015759950290609
708 => 0.015846186437647
709 => 0.016222784749443
710 => 0.017015313694934
711 => 0.017045389589084
712 => 0.01708184245017
713 => 0.016933570344393
714 => 0.016888850058518
715 => 0.016947847658873
716 => 0.017245479861607
717 => 0.018011070693394
718 => 0.017740459761348
719 => 0.017520448861285
720 => 0.017713457735153
721 => 0.017683745531874
722 => 0.0174329446349
723 => 0.01742590548904
724 => 0.016944538381848
725 => 0.016766587922518
726 => 0.01661787919934
727 => 0.01645549315577
728 => 0.016359225265913
729 => 0.016507136497708
730 => 0.016540965546453
731 => 0.016217555053088
801 => 0.016173475397885
802 => 0.016437579388067
803 => 0.016321357068777
804 => 0.016440894606342
805 => 0.016468628340431
806 => 0.016464162570481
807 => 0.016342813121093
808 => 0.01642015764144
809 => 0.016237214793309
810 => 0.016038291923093
811 => 0.015911391525228
812 => 0.015800654097195
813 => 0.015862097658365
814 => 0.015643062581947
815 => 0.015572988852695
816 => 0.016393955058253
817 => 0.017000411621173
818 => 0.016991593502565
819 => 0.016937915473375
820 => 0.016858160810189
821 => 0.017239645311234
822 => 0.017106743739093
823 => 0.017203440737123
824 => 0.017228054181482
825 => 0.017302551664462
826 => 0.017329178111352
827 => 0.017248694495593
828 => 0.016978581650863
829 => 0.016305486123353
830 => 0.015992158338311
831 => 0.01588875495036
901 => 0.015892513467121
902 => 0.015788836796094
903 => 0.015819374222174
904 => 0.015778217125527
905 => 0.01570027554145
906 => 0.015857284985182
907 => 0.015875378860928
908 => 0.015838730980637
909 => 0.015847362883118
910 => 0.01554393408683
911 => 0.015567003119199
912 => 0.015438551815497
913 => 0.015414468744557
914 => 0.015089755034333
915 => 0.014514477628666
916 => 0.014833237154935
917 => 0.014448220471575
918 => 0.014302408819632
919 => 0.014992658501566
920 => 0.014923376578046
921 => 0.014804796041108
922 => 0.014629390712626
923 => 0.014564331170059
924 => 0.01416904998477
925 => 0.014145694663601
926 => 0.014341606692519
927 => 0.014251200032095
928 => 0.014124234841179
929 => 0.013664379789935
930 => 0.013147350459562
1001 => 0.013162956325116
1002 => 0.013327413735435
1003 => 0.01380559583604
1004 => 0.013618761816699
1005 => 0.013483211591994
1006 => 0.013457827109532
1007 => 0.013775567053563
1008 => 0.014225235642945
1009 => 0.014436210084315
1010 => 0.014227140820306
1011 => 0.013986973306901
1012 => 0.014001591190613
1013 => 0.014098837422021
1014 => 0.014109056625954
1015 => 0.013952732264347
1016 => 0.013996736656464
1017 => 0.013929889960992
1018 => 0.01351965191427
1019 => 0.013512232008884
1020 => 0.013411552976236
1021 => 0.01340850445514
1022 => 0.013237224305044
1023 => 0.013213261028042
1024 => 0.012873173894066
1025 => 0.013097020275528
1026 => 0.012946875875305
1027 => 0.012720572848687
1028 => 0.012681558121599
1029 => 0.012680385291791
1030 => 0.012912747899697
1031 => 0.013094304983166
1101 => 0.01294948770143
1102 => 0.012916515613543
1103 => 0.013268571250153
1104 => 0.013223768961336
1105 => 0.013184970468164
1106 => 0.014184972752774
1107 => 0.013393392913354
1108 => 0.01304821892157
1109 => 0.012621000559973
1110 => 0.012760105012731
1111 => 0.012789416364796
1112 => 0.011762033217054
1113 => 0.011345224001968
1114 => 0.011202190786474
1115 => 0.011119873148764
1116 => 0.011157386329948
1117 => 0.010782209149526
1118 => 0.011034334419627
1119 => 0.010709462694319
1120 => 0.010654996892347
1121 => 0.011235907781083
1122 => 0.011316738137618
1123 => 0.010971890724615
1124 => 0.011193338589488
1125 => 0.011113038515329
1126 => 0.010715031687611
1127 => 0.010699830754332
1128 => 0.0105001249188
1129 => 0.010187623956861
1130 => 0.010044802631735
1201 => 0.0099704200455775
1202 => 0.010001111750314
1203 => 0.0099855930852175
1204 => 0.0098843232982346
1205 => 0.0099913977508651
1206 => 0.0097178667706126
1207 => 0.0096089445302871
1208 => 0.0095597468813089
1209 => 0.009316972392479
1210 => 0.0097033345665126
1211 => 0.0097794527820597
1212 => 0.0098557209740055
1213 => 0.010519583514387
1214 => 0.010486418817926
1215 => 0.010786211522075
1216 => 0.010774562128875
1217 => 0.010689056393332
1218 => 0.010328321760086
1219 => 0.010472104155422
1220 => 0.010029564291325
1221 => 0.010361145247292
1222 => 0.010209825546141
1223 => 0.010309983904119
1224 => 0.010129890145559
1225 => 0.010229561467435
1226 => 0.0097975032347655
1227 => 0.0093940533363221
1228 => 0.0095564133528925
1229 => 0.0097329172590245
1230 => 0.010115622699878
1231 => 0.0098876864965569
]
'min_raw' => 0.009316972392479
'max_raw' => 0.027811389497582
'avg_raw' => 0.018564180945031
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.009316'
'max' => '$0.027811'
'avg' => '$0.018564'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.017649677607521
'max_diff' => 0.00084473949758215
'year' => 2026
]
1 => [
'items' => [
101 => 0.0099696609744932
102 => 0.0096950601957686
103 => 0.0091284803534251
104 => 0.0091316871338024
105 => 0.0090445311686706
106 => 0.0089692156898176
107 => 0.0099138677114452
108 => 0.0097963852998173
109 => 0.0096091924526061
110 => 0.0098597575173464
111 => 0.009926010897466
112 => 0.0099278970380567
113 => 0.010110702841271
114 => 0.010208266331216
115 => 0.010225462319183
116 => 0.010513111200321
117 => 0.010609527311098
118 => 0.01100665162607
119 => 0.010199988750732
120 => 0.010183376059654
121 => 0.009863283481652
122 => 0.0096602757082198
123 => 0.0098771835975797
124 => 0.010069334376673
125 => 0.0098692541419767
126 => 0.0098953803967037
127 => 0.0096267890287798
128 => 0.0097227978044141
129 => 0.0098054934957691
130 => 0.009759833795631
131 => 0.0096914790145697
201 => 0.010053580204046
202 => 0.01003314903585
203 => 0.01037034598816
204 => 0.010633215125672
205 => 0.011104323613571
206 => 0.010612697347007
207 => 0.010594780531816
208 => 0.010769920274256
209 => 0.010609500498116
210 => 0.010710880259134
211 => 0.011087989766746
212 => 0.011095957496401
213 => 0.010962487758849
214 => 0.010954366113189
215 => 0.010980000436285
216 => 0.011130141467331
217 => 0.011077677577715
218 => 0.011138390119001
219 => 0.011214312081543
220 => 0.01152835750886
221 => 0.01160407279819
222 => 0.011420123898994
223 => 0.011436732425003
224 => 0.011367930487193
225 => 0.011301468677355
226 => 0.011450865119904
227 => 0.011723890055055
228 => 0.011722191581104
301 => 0.011785528059213
302 => 0.011824986160367
303 => 0.011655603105118
304 => 0.011545340964538
305 => 0.011587622485399
306 => 0.011655231558027
307 => 0.011565697774358
308 => 0.011013053785474
309 => 0.011180690668667
310 => 0.011152787694279
311 => 0.011113050465632
312 => 0.01128161064798
313 => 0.011265352607188
314 => 0.010778361165268
315 => 0.01080953677734
316 => 0.010780257057495
317 => 0.010874865822381
318 => 0.010604391314333
319 => 0.010687587451335
320 => 0.010739767288547
321 => 0.01077050161353
322 => 0.01088153507009
323 => 0.010868506575506
324 => 0.010880725200574
325 => 0.011045358504907
326 => 0.011878017262898
327 => 0.011923337041937
328 => 0.011700165875017
329 => 0.011789318354345
330 => 0.011618165089539
331 => 0.01173306142283
401 => 0.011811670576018
402 => 0.011456450928434
403 => 0.01143541712626
404 => 0.011263557451048
405 => 0.011355905105877
406 => 0.011208973347012
407 => 0.011245025261183
408 => 0.011144220966212
409 => 0.011325648627225
410 => 0.011528512943245
411 => 0.011579764480827
412 => 0.011444943750624
413 => 0.011347324656839
414 => 0.01117593768588
415 => 0.011460958038192
416 => 0.011544306675046
417 => 0.011460520243285
418 => 0.011441105096277
419 => 0.011404313427778
420 => 0.011448910622674
421 => 0.01154385274047
422 => 0.011499079791023
423 => 0.011528653112931
424 => 0.011415950105696
425 => 0.011655659177957
426 => 0.012036374873837
427 => 0.012037598937053
428 => 0.011992825746263
429 => 0.011974505521244
430 => 0.012020445532058
501 => 0.012045366103367
502 => 0.012193927674385
503 => 0.01235334015904
504 => 0.013097248667812
505 => 0.012888362135347
506 => 0.013548402019645
507 => 0.014070407872672
508 => 0.014226934603446
509 => 0.014082937376286
510 => 0.01359033064075
511 => 0.0135661610042
512 => 0.01430232344029
513 => 0.014094323833719
514 => 0.014069582942367
515 => 0.013806381658773
516 => 0.01396196621549
517 => 0.013927937590648
518 => 0.013874221741598
519 => 0.0141710662377
520 => 0.014726732634912
521 => 0.0146401268159
522 => 0.014575479589536
523 => 0.014292214262133
524 => 0.014462803258831
525 => 0.014402059784524
526 => 0.014663052298908
527 => 0.014508446115079
528 => 0.014092748032126
529 => 0.014158949321995
530 => 0.01414894313021
531 => 0.014354869848103
601 => 0.014293055758807
602 => 0.014136872937194
603 => 0.014724833427575
604 => 0.014686654543737
605 => 0.014740783472111
606 => 0.014764612700373
607 => 0.015122493889842
608 => 0.015269106362246
609 => 0.015302389960295
610 => 0.015441660469664
611 => 0.015298924783149
612 => 0.015869969298026
613 => 0.016249680579049
614 => 0.01669073477172
615 => 0.017335233491403
616 => 0.017577570971951
617 => 0.017533794875169
618 => 0.01802244644887
619 => 0.018900542464698
620 => 0.017711283185693
621 => 0.018963576094233
622 => 0.018567114617806
623 => 0.017627111589236
624 => 0.017566586476104
625 => 0.018203167440711
626 => 0.019615042751563
627 => 0.019261383999552
628 => 0.019615621210586
629 => 0.019202384687497
630 => 0.019181864011095
701 => 0.019595551235021
702 => 0.020562153982641
703 => 0.020102957249809
704 => 0.019444586133636
705 => 0.019930717120429
706 => 0.01950958547037
707 => 0.018560657995459
708 => 0.019261113563369
709 => 0.018792738872934
710 => 0.018929435507771
711 => 0.019913889441588
712 => 0.019795437339729
713 => 0.019948725327904
714 => 0.019678176041021
715 => 0.019425440345365
716 => 0.018953690401025
717 => 0.018814028499497
718 => 0.01885262602457
719 => 0.01881400937248
720 => 0.018550069614227
721 => 0.018493071848562
722 => 0.018398073075325
723 => 0.018427517167494
724 => 0.018248891680937
725 => 0.018585994879979
726 => 0.018648564204265
727 => 0.018893879800455
728 => 0.018919349279454
729 => 0.019602549722993
730 => 0.019226254399409
731 => 0.019478705790244
801 => 0.019456124161683
802 => 0.017647484305203
803 => 0.017896698919662
804 => 0.018284398651905
805 => 0.018109740448044
806 => 0.01786281461151
807 => 0.017663408759183
808 => 0.017361288502613
809 => 0.01778651696203
810 => 0.018345647168158
811 => 0.018933529744187
812 => 0.019639832139693
813 => 0.019482193667282
814 => 0.018920325912197
815 => 0.018945530889245
816 => 0.019101338139566
817 => 0.018899553593819
818 => 0.018840043391976
819 => 0.019093162351674
820 => 0.019094905442838
821 => 0.018862727936479
822 => 0.018604705126196
823 => 0.0186036240012
824 => 0.018557711334315
825 => 0.01921055244894
826 => 0.019569549052303
827 => 0.019610707434326
828 => 0.01956677876526
829 => 0.019583685166517
830 => 0.019374792952971
831 => 0.019852258608076
901 => 0.020290428309659
902 => 0.020172989469505
903 => 0.019996931953198
904 => 0.019856693661381
905 => 0.020139953784789
906 => 0.020127340657387
907 => 0.020286601279567
908 => 0.020279376297811
909 => 0.020225822940667
910 => 0.020172991382064
911 => 0.020382462540116
912 => 0.020322138210601
913 => 0.02026172018074
914 => 0.020140542572316
915 => 0.020157012621848
916 => 0.019980985504353
917 => 0.019899547305348
918 => 0.018674912189863
919 => 0.018347649670898
920 => 0.018450613121407
921 => 0.01848451136276
922 => 0.018342086295108
923 => 0.018546287256123
924 => 0.018514462752651
925 => 0.018638273278948
926 => 0.018560921837346
927 => 0.01856409636749
928 => 0.018791570464176
929 => 0.018857607162188
930 => 0.018824020364597
1001 => 0.018847543406341
1002 => 0.019389621974881
1003 => 0.019312555737132
1004 => 0.019271615834314
1005 => 0.019282956467183
1006 => 0.019421469163741
1007 => 0.019460245156264
1008 => 0.019295948551202
1009 => 0.019373431779937
1010 => 0.019703345533802
1011 => 0.019818796676154
1012 => 0.020187261302848
1013 => 0.020030730980492
1014 => 0.02031804916165
1015 => 0.021201167296545
1016 => 0.021906663169826
1017 => 0.021257860008907
1018 => 0.022553413335829
1019 => 0.023562187436925
1020 => 0.023523469006724
1021 => 0.023347565908833
1022 => 0.022199103414382
1023 => 0.021142271104377
1024 => 0.022026356207166
1025 => 0.022028609921907
1026 => 0.021952666227521
1027 => 0.021480986464056
1028 => 0.021936252794178
1029 => 0.021972390182178
1030 => 0.021952162854605
1031 => 0.021590527085868
1101 => 0.021038376108469
1102 => 0.02114626508779
1103 => 0.021322989436794
1104 => 0.020988413375569
1105 => 0.020881496051329
1106 => 0.021080275698944
1107 => 0.021720785140944
1108 => 0.021599700541152
1109 => 0.021596538532911
1110 => 0.02211458979868
1111 => 0.021743776894849
1112 => 0.021147625913328
1113 => 0.020997089928228
1114 => 0.020462788594315
1115 => 0.020831832428765
1116 => 0.020845113659371
1117 => 0.020642992122779
1118 => 0.021164026962067
1119 => 0.021159225534297
1120 => 0.021653870568399
1121 => 0.022599446093412
1122 => 0.02231979288172
1123 => 0.021994586622705
1124 => 0.022029945560051
1125 => 0.022417745829447
1126 => 0.022183272933951
1127 => 0.022267591021975
1128 => 0.022417618203922
1129 => 0.022508133327757
1130 => 0.02201692182668
1201 => 0.021902396928417
1202 => 0.021668119179348
1203 => 0.021607000487617
1204 => 0.021797814825868
1205 => 0.021747541989309
1206 => 0.020843997423366
1207 => 0.02074957198895
1208 => 0.020752467882215
1209 => 0.020515030637693
1210 => 0.020152881848328
1211 => 0.021104587243999
1212 => 0.021028151981618
1213 => 0.020943773367569
1214 => 0.020954109266332
1215 => 0.021367212322304
1216 => 0.021127591687636
1217 => 0.021764662417951
1218 => 0.021633699827897
1219 => 0.021499378541576
1220 => 0.02148081124828
1221 => 0.0214291090128
1222 => 0.021251802809784
1223 => 0.021037694915191
1224 => 0.020896322337473
1225 => 0.019275752780899
1226 => 0.01957652106418
1227 => 0.019922527558202
1228 => 0.020041967613405
1229 => 0.019837657133981
1230 => 0.021259870232798
1231 => 0.021519722270739
]
'min_raw' => 0.0089692156898176
'max_raw' => 0.023562187436925
'avg_raw' => 0.016265701563371
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.008969'
'max' => '$0.023562'
'avg' => '$0.016265'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00034775670266139
'max_diff' => -0.0042492020606568
'year' => 2027
]
2 => [
'items' => [
101 => 0.020732613498088
102 => 0.020585377584165
103 => 0.021269522994803
104 => 0.020856899678813
105 => 0.021042703932738
106 => 0.020641096765246
107 => 0.021457131524155
108 => 0.021450914706524
109 => 0.021133458754327
110 => 0.02140177035128
111 => 0.021355144608485
112 => 0.020996737620314
113 => 0.021468493664959
114 => 0.021468727650071
115 => 0.02116318319817
116 => 0.02080637417063
117 => 0.020742585143958
118 => 0.020694528681212
119 => 0.021030884988817
120 => 0.021332461002458
121 => 0.021893619196808
122 => 0.022034707699657
123 => 0.022585385519073
124 => 0.022257483689627
125 => 0.022402838323581
126 => 0.022560641340406
127 => 0.022636297909685
128 => 0.02251301959
129 => 0.023368448911585
130 => 0.023440673356004
131 => 0.023464889587478
201 => 0.023176443633258
202 => 0.023432651152222
203 => 0.0233127801388
204 => 0.023624651214597
205 => 0.023673556581451
206 => 0.023632135475584
207 => 0.023647658810943
208 => 0.022917700793043
209 => 0.02287984861898
210 => 0.022363731539757
211 => 0.022574053064485
212 => 0.022180867054979
213 => 0.022305550388858
214 => 0.022360509614406
215 => 0.022331802033889
216 => 0.02258594432793
217 => 0.022369871460154
218 => 0.021799619636426
219 => 0.021229212447971
220 => 0.021222051450363
221 => 0.021071873306166
222 => 0.020963322014411
223 => 0.020984232844267
224 => 0.021057925336122
225 => 0.020959038872818
226 => 0.020980141313435
227 => 0.0213305824325
228 => 0.021400860899696
229 => 0.021162027208592
301 => 0.020203075475273
302 => 0.019967746314568
303 => 0.020136896248502
304 => 0.020056053474733
305 => 0.016186800464903
306 => 0.017095824066122
307 => 0.016555713109803
308 => 0.016804621087785
309 => 0.016253307662437
310 => 0.016516423325825
311 => 0.016467835470243
312 => 0.017929518521038
313 => 0.017906696350679
314 => 0.017917620115907
315 => 0.017396200339837
316 => 0.018226836201207
317 => 0.018636037295218
318 => 0.018560305063251
319 => 0.01857936523445
320 => 0.01825184834388
321 => 0.017920791195325
322 => 0.017553597868247
323 => 0.01823579768349
324 => 0.018159948709574
325 => 0.018333918966138
326 => 0.018776374310973
327 => 0.018841527541224
328 => 0.018929094143401
329 => 0.018897707749936
330 => 0.019645458977769
331 => 0.019554901370257
401 => 0.01977311914916
402 => 0.019324228621735
403 => 0.018816266380874
404 => 0.018912813396324
405 => 0.018903515142354
406 => 0.018785137697277
407 => 0.018678271832875
408 => 0.018500370277916
409 => 0.019063277122283
410 => 0.019040424132391
411 => 0.019410387475059
412 => 0.01934499286061
413 => 0.018908271620544
414 => 0.01892386920507
415 => 0.019028770456951
416 => 0.019391834887451
417 => 0.019499617129735
418 => 0.019449688100729
419 => 0.019567866408947
420 => 0.019661269725245
421 => 0.019579596427411
422 => 0.02073591809099
423 => 0.020255732717807
424 => 0.020489771727588
425 => 0.020545588652383
426 => 0.020402614773225
427 => 0.020433620688103
428 => 0.020480586200538
429 => 0.020765751595255
430 => 0.021514108104262
501 => 0.021845550107867
502 => 0.022842709728771
503 => 0.021818028463363
504 => 0.021757228117626
505 => 0.021936846676687
506 => 0.022522284934223
507 => 0.022996727654537
508 => 0.023154127676122
509 => 0.023174930687366
510 => 0.023470223591616
511 => 0.023639479977445
512 => 0.023434367266065
513 => 0.023260555719367
514 => 0.022637984333378
515 => 0.022710048666512
516 => 0.023206500459043
517 => 0.023907767856859
518 => 0.024509528238622
519 => 0.024298812726395
520 => 0.025906423342717
521 => 0.026065811368824
522 => 0.026043789097248
523 => 0.02640689874084
524 => 0.025686200044303
525 => 0.025378087388654
526 => 0.023298135748608
527 => 0.023882517319336
528 => 0.024731950251915
529 => 0.024619524618078
530 => 0.024002643717032
531 => 0.024509060279142
601 => 0.024341623126598
602 => 0.024209558497413
603 => 0.024814572165697
604 => 0.024149334784827
605 => 0.024725314000161
606 => 0.023986614698753
607 => 0.024299775257106
608 => 0.024122010178313
609 => 0.024237045970361
610 => 0.023564549080618
611 => 0.023927412078384
612 => 0.023549452786928
613 => 0.023549273585012
614 => 0.023540930112705
615 => 0.023985597542975
616 => 0.024000098131912
617 => 0.023671488229087
618 => 0.023624130408239
619 => 0.023799237093154
620 => 0.023594233025632
621 => 0.023690153138545
622 => 0.023597138348137
623 => 0.023576198759624
624 => 0.023409348555781
625 => 0.023337464900324
626 => 0.023365652333842
627 => 0.023269434091626
628 => 0.023211459120325
629 => 0.023529397431704
630 => 0.023359535817529
701 => 0.023503363703174
702 => 0.023339453674955
703 => 0.022771270104951
704 => 0.02244450172541
705 => 0.021371255632317
706 => 0.021675626892961
707 => 0.021877425353662
708 => 0.021810730963604
709 => 0.021954016320752
710 => 0.021962812877965
711 => 0.021916229347735
712 => 0.021862291587449
713 => 0.021836037668686
714 => 0.022031712869708
715 => 0.022145308910025
716 => 0.021897678528909
717 => 0.02183966219533
718 => 0.022090030182687
719 => 0.022242754510342
720 => 0.023370385137357
721 => 0.023286846618309
722 => 0.023496511907514
723 => 0.023472906813525
724 => 0.023692669438912
725 => 0.024051888452803
726 => 0.023321495758346
727 => 0.023448266675024
728 => 0.023417185373823
729 => 0.023756522870387
730 => 0.023757582245012
731 => 0.023554132464656
801 => 0.023664425891183
802 => 0.023602863126237
803 => 0.0237141153632
804 => 0.023285730910456
805 => 0.023807456932654
806 => 0.024103241967958
807 => 0.024107348943461
808 => 0.024247548702699
809 => 0.024389999777909
810 => 0.024663422211899
811 => 0.024382374174625
812 => 0.023876796115044
813 => 0.023913297217939
814 => 0.02361687698659
815 => 0.023621859864232
816 => 0.023595260872866
817 => 0.023675086448234
818 => 0.023303248135268
819 => 0.023390517844101
820 => 0.023268339740684
821 => 0.023448001083689
822 => 0.023254715177699
823 => 0.023417170385478
824 => 0.02348728066768
825 => 0.023745989118371
826 => 0.023216503729183
827 => 0.022136847177618
828 => 0.022363804074327
829 => 0.022028116997015
830 => 0.022059186114071
831 => 0.022121950675138
901 => 0.021918510197434
902 => 0.021957320229434
903 => 0.021955933661989
904 => 0.021943984972832
905 => 0.021891062247337
906 => 0.021814313824928
907 => 0.022120055917888
908 => 0.022172007457258
909 => 0.022287489293843
910 => 0.022631084907441
911 => 0.0225967516031
912 => 0.022652750646955
913 => 0.022530505048641
914 => 0.022064856736768
915 => 0.022090143680404
916 => 0.021774815088064
917 => 0.022279425632781
918 => 0.022159927195259
919 => 0.022082885775204
920 => 0.022061864309959
921 => 0.022406311630624
922 => 0.022509375667518
923 => 0.022445153076096
924 => 0.022313430667418
925 => 0.022566376632314
926 => 0.022634054301587
927 => 0.022649204835881
928 => 0.023097376588099
929 => 0.022674252658263
930 => 0.022776102793664
1001 => 0.023570708475666
1002 => 0.022850110770179
1003 => 0.023231827446022
1004 => 0.023213144401097
1005 => 0.023408417735871
1006 => 0.023197126288044
1007 => 0.023199745498771
1008 => 0.023373134991088
1009 => 0.023129640720088
1010 => 0.023069348114321
1011 => 0.022986054311278
1012 => 0.02316792328298
1013 => 0.02327694550629
1014 => 0.024155584558166
1015 => 0.024723225456487
1016 => 0.024698582668044
1017 => 0.024923771625041
1018 => 0.02482232193742
1019 => 0.024494714135014
1020 => 0.025053900706205
1021 => 0.02487695067772
1022 => 0.024891538223074
1023 => 0.024890995273908
1024 => 0.02500865157361
1025 => 0.02492528130223
1026 => 0.024760949939555
1027 => 0.024870040767122
1028 => 0.02519400152431
1029 => 0.026199585654953
1030 => 0.026762323856679
1031 => 0.026165708108614
1101 => 0.026577245662626
1102 => 0.026330469776043
1103 => 0.026285623256504
1104 => 0.02654409925281
1105 => 0.02680302767713
1106 => 0.026786535055879
1107 => 0.026598566315944
1108 => 0.026492387544285
1109 => 0.027296408775786
1110 => 0.027888797923011
1111 => 0.027848400954598
1112 => 0.028026700035377
1113 => 0.028550191651128
1114 => 0.028598053163862
1115 => 0.028592023713342
1116 => 0.028473393960199
1117 => 0.028988839439883
1118 => 0.029418833127435
1119 => 0.028445934599889
1120 => 0.028816401623002
1121 => 0.028982716205379
1122 => 0.029226915355622
1123 => 0.029638920254611
1124 => 0.030086466853816
1125 => 0.030149754850042
1126 => 0.03010484898811
1127 => 0.029809679975236
1128 => 0.030299390804427
1129 => 0.030586251923035
1130 => 0.030757071154466
1201 => 0.031190240303766
1202 => 0.02898374330762
1203 => 0.027421875063731
1204 => 0.027177966783797
1205 => 0.027673963862262
1206 => 0.027804754336351
1207 => 0.027752032860243
1208 => 0.025994008152898
1209 => 0.027168711147544
1210 => 0.02843259279795
1211 => 0.028481143639463
1212 => 0.029113869220175
1213 => 0.029319910605553
1214 => 0.029829337631264
1215 => 0.029797472832103
1216 => 0.02992151020611
1217 => 0.029892996161853
1218 => 0.030836602454467
1219 => 0.03187754032211
1220 => 0.031841495953733
1221 => 0.031691848819442
1222 => 0.031914100332493
1223 => 0.032988459765582
1224 => 0.032889549965242
1225 => 0.032985632411155
1226 => 0.034252362731012
1227 => 0.035899292337112
1228 => 0.035134128186049
1229 => 0.036794314223801
1230 => 0.037839313331886
1231 => 0.039646531234394
]
'min_raw' => 0.016186800464903
'max_raw' => 0.039646531234394
'avg_raw' => 0.027916665849649
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.016186'
'max' => '$0.039646'
'avg' => '$0.027916'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0072175847750859
'max_diff' => 0.016084343797468
'year' => 2028
]
3 => [
'items' => [
101 => 0.039420258652264
102 => 0.040123795319732
103 => 0.039015183505739
104 => 0.036469586693395
105 => 0.036066736253688
106 => 0.036873253035779
107 => 0.038855995845791
108 => 0.036810809408709
109 => 0.037224547961274
110 => 0.037105391230302
111 => 0.037099041874492
112 => 0.037341370961064
113 => 0.036989859981956
114 => 0.035557741017452
115 => 0.036214072699354
116 => 0.035960631517336
117 => 0.036241843404077
118 => 0.037759427976215
119 => 0.037088467662175
120 => 0.036381665475724
121 => 0.037268152269495
122 => 0.038396954587878
123 => 0.038326316167446
124 => 0.03818924810724
125 => 0.038961893585973
126 => 0.040238077552957
127 => 0.04058302495111
128 => 0.040837658068288
129 => 0.040872767673085
130 => 0.041234418422992
131 => 0.039289731193017
201 => 0.042375999770097
202 => 0.04290891309691
203 => 0.042808747478463
204 => 0.043401058212795
205 => 0.043226785369282
206 => 0.042974291361602
207 => 0.043913229863624
208 => 0.042836812639486
209 => 0.041308973906983
210 => 0.040470771361108
211 => 0.041574584089386
212 => 0.042248644004791
213 => 0.042694154730611
214 => 0.042828966007059
215 => 0.039440691726866
216 => 0.037614599812148
217 => 0.038785103793296
218 => 0.040213199434165
219 => 0.039281798049626
220 => 0.039318307220524
221 => 0.037990373614149
222 => 0.040330692092537
223 => 0.039989727375412
224 => 0.04175865293101
225 => 0.041336484650652
226 => 0.042778974771948
227 => 0.042399118779902
228 => 0.043975879765421
301 => 0.044604892411643
302 => 0.045661102542652
303 => 0.046438055014571
304 => 0.046894296366815
305 => 0.046866905347344
306 => 0.048674760883471
307 => 0.047608731635479
308 => 0.046269547656197
309 => 0.046245326043083
310 => 0.046938908402337
311 => 0.048392466752305
312 => 0.048769353284038
313 => 0.04897998143947
314 => 0.048657397087406
315 => 0.047500298741715
316 => 0.047000669542667
317 => 0.047426368095907
318 => 0.046905775345988
319 => 0.047804464484876
320 => 0.04903855662221
321 => 0.04878372147598
322 => 0.049635597162807
323 => 0.050517198878738
324 => 0.05177792892773
325 => 0.052107530447235
326 => 0.052652349225353
327 => 0.053213146711683
328 => 0.053393259750376
329 => 0.053737151427034
330 => 0.053735338948149
331 => 0.054771679662339
401 => 0.055914795562891
402 => 0.056346295352155
403 => 0.057338505324532
404 => 0.055639380518021
405 => 0.056928186201898
406 => 0.058090721189654
407 => 0.05670469905156
408 => 0.058615007667183
409 => 0.058689180621875
410 => 0.05980910417554
411 => 0.058673847102508
412 => 0.057999735076411
413 => 0.059945871237105
414 => 0.060887545222551
415 => 0.060603905354538
416 => 0.05844539195393
417 => 0.057189044571781
418 => 0.053900941141386
419 => 0.057795841690186
420 => 0.0596929341317
421 => 0.05844047894281
422 => 0.059072144489119
423 => 0.062518306891537
424 => 0.063830382411887
425 => 0.063557479875754
426 => 0.063603595912002
427 => 0.064311568046928
428 => 0.067451106380562
429 => 0.06556982223712
430 => 0.06700799347441
501 => 0.067770794312956
502 => 0.068479326243151
503 => 0.066739395756409
504 => 0.064475771757813
505 => 0.063758787016987
506 => 0.058315946957469
507 => 0.058032623495314
508 => 0.057873585450428
509 => 0.056870873073795
510 => 0.056083015811797
511 => 0.055456482465791
512 => 0.053812271867178
513 => 0.054367144677902
514 => 0.051746616157134
515 => 0.053423137438893
516 => 0.049240710644874
517 => 0.052723959960416
518 => 0.050828185721879
519 => 0.052101147136372
520 => 0.052096705893917
521 => 0.049752780337052
522 => 0.04840085299233
523 => 0.049262353714186
524 => 0.050185950874028
525 => 0.050335801405859
526 => 0.051533269231946
527 => 0.051867456762723
528 => 0.050854852942746
529 => 0.0491540391459
530 => 0.049549099399475
531 => 0.0483928471089
601 => 0.046366559444271
602 => 0.047821874620596
603 => 0.048318783207485
604 => 0.048538246347713
605 => 0.04654562515026
606 => 0.04591950030811
607 => 0.045586156695845
608 => 0.048896816771574
609 => 0.049078182203915
610 => 0.048150291009571
611 => 0.052344447194261
612 => 0.051395180476891
613 => 0.052455743976186
614 => 0.049513251822289
615 => 0.049625658985159
616 => 0.048232636043975
617 => 0.049012635809211
618 => 0.048461357115708
619 => 0.048949619536288
620 => 0.049242282018002
621 => 0.050635076377828
622 => 0.052739863434729
623 => 0.050427039346069
624 => 0.049419308770389
625 => 0.050044499151849
626 => 0.051709463524302
627 => 0.054231969776527
628 => 0.052738595305041
629 => 0.053401329536343
630 => 0.053546107482889
701 => 0.052444948435343
702 => 0.054272571081287
703 => 0.055252008904828
704 => 0.056256709445681
705 => 0.057129062774234
706 => 0.055855409955826
707 => 0.057218401042483
708 => 0.056120070826953
709 => 0.055134755080332
710 => 0.055136249397599
711 => 0.054518146436578
712 => 0.053320494063614
713 => 0.053099628590756
714 => 0.0542485986728
715 => 0.055169963870728
716 => 0.055245851921471
717 => 0.055755967036497
718 => 0.056057847906966
719 => 0.059016690824704
720 => 0.060206761923051
721 => 0.061661958335216
722 => 0.062228839348131
723 => 0.063934947958912
724 => 0.062557126692339
725 => 0.062259026394414
726 => 0.058120564968533
727 => 0.05879823779518
728 => 0.059883257376344
729 => 0.058138456541789
730 => 0.059245131073523
731 => 0.059463612068658
801 => 0.058079168877087
802 => 0.058818659803964
803 => 0.056854791145958
804 => 0.05278267040484
805 => 0.054277104515749
806 => 0.055377511042461
807 => 0.053807095249697
808 => 0.056622004774743
809 => 0.054977592741738
810 => 0.054456393072974
811 => 0.052423007344026
812 => 0.053382687135895
813 => 0.054680667795689
814 => 0.053878666654384
815 => 0.055542939443669
816 => 0.057899993558637
817 => 0.059579770685962
818 => 0.059708723115922
819 => 0.058628738959379
820 => 0.060359420462606
821 => 0.060372026587929
822 => 0.058419810782248
823 => 0.057224089471251
824 => 0.056952419073573
825 => 0.057631104991091
826 => 0.058455154987289
827 => 0.059754452155615
828 => 0.060539590222549
829 => 0.062586813896061
830 => 0.06314073392361
831 => 0.063749324095829
901 => 0.06456258824817
902 => 0.065539120379705
903 => 0.063402523669912
904 => 0.063487414640307
905 => 0.061497845367342
906 => 0.059371705266084
907 => 0.060985180575834
908 => 0.063094584911706
909 => 0.062610685226372
910 => 0.062556236626598
911 => 0.062647804068635
912 => 0.06228295950858
913 => 0.06063278108522
914 => 0.059804071811673
915 => 0.060873318200833
916 => 0.06144157506999
917 => 0.062322891916845
918 => 0.062214251013129
919 => 0.064484428564109
920 => 0.065366550913814
921 => 0.065140866268616
922 => 0.065182397674737
923 => 0.066779438053223
924 => 0.068555675410504
925 => 0.070219356090761
926 => 0.071911723535466
927 => 0.069871508526648
928 => 0.068835613168139
929 => 0.069904392757775
930 => 0.069337283263352
1001 => 0.072596062633908
1002 => 0.072821693447052
1003 => 0.076080237170767
1004 => 0.079172983184742
1005 => 0.077230484825665
1006 => 0.079062173286227
1007 => 0.081043293696076
1008 => 0.084865196391878
1009 => 0.08357811402009
1010 => 0.082592229094453
1011 => 0.081660572603487
1012 => 0.083599201864884
1013 => 0.086093217439314
1014 => 0.086630404506662
1015 => 0.087500852777019
1016 => 0.086585682854089
1017 => 0.087687904223598
1018 => 0.091579229998577
1019 => 0.090527759424495
1020 => 0.089034502176969
1021 => 0.092106330149415
1022 => 0.093218012751214
1023 => 0.10102038344334
1024 => 0.11087119874201
1025 => 0.10679289652442
1026 => 0.10426136273197
1027 => 0.10485633322198
1028 => 0.10845351749791
1029 => 0.10960881891842
1030 => 0.1064683114012
1031 => 0.10757759174855
1101 => 0.11368983552452
1102 => 0.11696885820606
1103 => 0.11251550497302
1104 => 0.10022888002562
1105 => 0.088900050699911
1106 => 0.091904966380921
1107 => 0.091564302196085
1108 => 0.098131145615418
1109 => 0.090502682199048
1110 => 0.090631125958694
1111 => 0.097333764745532
1112 => 0.095545615629523
1113 => 0.092649043070424
1114 => 0.088921198885131
1115 => 0.082029934124765
1116 => 0.075926148749375
1117 => 0.087897077488337
1118 => 0.087380869273391
1119 => 0.086633323280379
1120 => 0.088296905994903
1121 => 0.09637479144044
1122 => 0.096188570035357
1123 => 0.095003924467213
1124 => 0.095902467689663
1125 => 0.092491524099136
1126 => 0.093370601928157
1127 => 0.088898256155465
1128 => 0.090919943226379
1129 => 0.092642828326629
1130 => 0.092988723018254
1201 => 0.093768041420306
1202 => 0.087108851000798
1203 => 0.090098631995598
1204 => 0.091854848225448
1205 => 0.083920199407291
1206 => 0.091698005730154
1207 => 0.086992929310955
1208 => 0.085395955706403
1209 => 0.087546070279659
1210 => 0.086708168539406
1211 => 0.085987789826378
1212 => 0.085585806126831
1213 => 0.087164612969944
1214 => 0.08709095974363
1215 => 0.084507725315094
1216 => 0.081138001309174
1217 => 0.08226899129298
1218 => 0.081858092028776
1219 => 0.080368940088238
1220 => 0.08137244869527
1221 => 0.076953504653987
1222 => 0.069350941107686
1223 => 0.074373427459192
1224 => 0.074180067198073
1225 => 0.074082566186227
1226 => 0.077856825868057
1227 => 0.077494017886635
1228 => 0.076835517847728
1229 => 0.080356846218622
1230 => 0.079071513994695
1231 => 0.083032605046478
]
'min_raw' => 0.035557741017452
'max_raw' => 0.11696885820606
'avg_raw' => 0.076263299611758
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.035557'
'max' => '$0.116968'
'avg' => '$0.076263'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.019370940552549
'max_diff' => 0.07732232697167
'year' => 2029
]
4 => [
'items' => [
101 => 0.085641635800488
102 => 0.084979901207968
103 => 0.087433707242654
104 => 0.082295047017929
105 => 0.084001903817318
106 => 0.084353684638071
107 => 0.080313393573126
108 => 0.077553377759317
109 => 0.07736931617102
110 => 0.072583829103483
111 => 0.075140197667859
112 => 0.077389696214792
113 => 0.07631236097895
114 => 0.075971308827757
115 => 0.077713670303014
116 => 0.077849066711959
117 => 0.07476201423936
118 => 0.075403910202651
119 => 0.0780807230759
120 => 0.075336461386239
121 => 0.070004809195831
122 => 0.068682485736751
123 => 0.068506063412053
124 => 0.064919817316232
125 => 0.068770849713222
126 => 0.067089770870684
127 => 0.072400278791845
128 => 0.069366945148103
129 => 0.069236184197369
130 => 0.069038519841872
131 => 0.065951689681239
201 => 0.066627509308127
202 => 0.068874036678138
203 => 0.0696756229527
204 => 0.069592010937061
205 => 0.068863027468436
206 => 0.069196752367373
207 => 0.068121708190435
208 => 0.067742087716448
209 => 0.066543901077709
210 => 0.064782897726269
211 => 0.065027776043148
212 => 0.061538767612354
213 => 0.059637770643565
214 => 0.059111599737342
215 => 0.058407982011344
216 => 0.059191075231749
217 => 0.061528883689841
218 => 0.058708990695649
219 => 0.053874481949603
220 => 0.054165044162843
221 => 0.054817851187296
222 => 0.053601349615977
223 => 0.052450032971962
224 => 0.053451009384662
225 => 0.051402564296759
226 => 0.055065395989607
227 => 0.054966326657283
228 => 0.056331603804384
301 => 0.057185339622774
302 => 0.055217754961639
303 => 0.054722912740278
304 => 0.05500479735889
305 => 0.050345872518978
306 => 0.055950870249793
307 => 0.055999342502922
308 => 0.055584293643276
309 => 0.058568781900044
310 => 0.064866983007057
311 => 0.062497346406046
312 => 0.061579751491489
313 => 0.059835402888159
314 => 0.062159643832925
315 => 0.061981178392174
316 => 0.061174089988089
317 => 0.060685960403029
318 => 0.061585354130372
319 => 0.060574515567062
320 => 0.060392941185105
321 => 0.059292797985324
322 => 0.058900096916329
323 => 0.058609356678724
324 => 0.058289280244667
325 => 0.058995289100119
326 => 0.057395380150467
327 => 0.055466046798194
328 => 0.055305643605629
329 => 0.055748530923095
330 => 0.055552586254199
331 => 0.05530470549794
401 => 0.054831433627934
402 => 0.054691023973956
403 => 0.055147287232302
404 => 0.05463219261543
405 => 0.055392242781281
406 => 0.055185551191663
407 => 0.054030988773939
408 => 0.0525919765277
409 => 0.052579166300278
410 => 0.052269133472279
411 => 0.051874260052074
412 => 0.051764415300053
413 => 0.053366709943134
414 => 0.056683411901668
415 => 0.056032263945257
416 => 0.056502785076091
417 => 0.058817283347915
418 => 0.059552992749137
419 => 0.059030803642382
420 => 0.058315998985834
421 => 0.058347446763027
422 => 0.060790150660535
423 => 0.060942499106341
424 => 0.061327434479421
425 => 0.061822185216553
426 => 0.059115061832278
427 => 0.058219941495076
428 => 0.057795783819923
429 => 0.056489542350133
430 => 0.057898211786622
501 => 0.05707744043122
502 => 0.057188190528605
503 => 0.057116064382393
504 => 0.057155450135374
505 => 0.0550643721535
506 => 0.055826251066272
507 => 0.054559479604944
508 => 0.052863414819995
509 => 0.052857729016119
510 => 0.053272838469422
511 => 0.053025915123363
512 => 0.052361450748098
513 => 0.052455834776421
514 => 0.051628931372769
515 => 0.052556235821193
516 => 0.052582827594719
517 => 0.052225764871461
518 => 0.053654405317613
519 => 0.054239720474061
520 => 0.054004694140588
521 => 0.054223230399973
522 => 0.056059322082602
523 => 0.056358685141168
524 => 0.056491642436969
525 => 0.056313497274061
526 => 0.05425679078537
527 => 0.054348014463935
528 => 0.053678675638489
529 => 0.053113154864174
530 => 0.053135772729381
531 => 0.053426523919933
601 => 0.054696251421407
602 => 0.057368318093734
603 => 0.057469721070694
604 => 0.057592624436902
605 => 0.05709271468025
606 => 0.056941937114151
607 => 0.057140851642827
608 => 0.058144339394362
609 => 0.060725582335577
610 => 0.059813198684732
611 => 0.059071416574498
612 => 0.059722159468194
613 => 0.059621982700401
614 => 0.058776389965891
615 => 0.058752656994167
616 => 0.057129694184291
617 => 0.056529721786555
618 => 0.056028339943851
619 => 0.055480844060523
620 => 0.055156270148658
621 => 0.055654963193488
622 => 0.055769020193203
623 => 0.05467861913502
624 => 0.05453000149996
625 => 0.055420446542014
626 => 0.055028594878143
627 => 0.055431624031888
628 => 0.055525130252677
629 => 0.055510073597499
630 => 0.055100935456541
701 => 0.055361707906913
702 => 0.054744903321775
703 => 0.054074220976491
704 => 0.053646367425186
705 => 0.053273008455135
706 => 0.05348016971147
707 => 0.052741677658786
708 => 0.052505419188224
709 => 0.055273364068293
710 => 0.057318074711621
711 => 0.057288343809073
712 => 0.057107364585978
713 => 0.056838466170753
714 => 0.058124667800423
715 => 0.05767658087106
716 => 0.058002601551088
717 => 0.0580855874972
718 => 0.058336760962313
719 => 0.058426533887002
720 => 0.058155177757286
721 => 0.057244473442601
722 => 0.054975084877572
723 => 0.053918678374454
724 => 0.053570046632583
725 => 0.053582718734254
726 => 0.053233165599413
727 => 0.053336124663497
728 => 0.053197360638656
729 => 0.052934575146232
730 => 0.053463943447823
731 => 0.053524948213174
801 => 0.053401387326103
802 => 0.053430490387977
803 => 0.05240745901657
804 => 0.052485237869831
805 => 0.052052155331216
806 => 0.051970957576114
807 => 0.050876162631307
808 => 0.048936574693516
809 => 0.050011294691409
810 => 0.048713184062455
811 => 0.048221569897684
812 => 0.05054879489202
813 => 0.050315206049762
814 => 0.049915403490446
815 => 0.049324012179062
816 => 0.049104659388986
817 => 0.047771941275133
818 => 0.047693197179192
819 => 0.048353728262833
820 => 0.04804891589522
821 => 0.047620843889619
822 => 0.046070410478298
823 => 0.044327209993111
824 => 0.044379826258391
825 => 0.044934305899331
826 => 0.046546530237131
827 => 0.045916606296588
828 => 0.04545958925018
829 => 0.04537400369527
830 => 0.046445286100468
831 => 0.047961375144425
901 => 0.048672690203269
902 => 0.047967798582914
903 => 0.04715805704351
904 => 0.047207342259032
905 => 0.047535214717738
906 => 0.047569669477281
907 => 0.047042610977904
908 => 0.047190974858216
909 => 0.046965596557345
910 => 0.045582450340915
911 => 0.045557433611864
912 => 0.045217987224107
913 => 0.04520770892239
914 => 0.044630225937945
915 => 0.044549432076469
916 => 0.043402804560142
917 => 0.044157518263697
918 => 0.0436512959356
919 => 0.042888299481383
920 => 0.042756758605085
921 => 0.042752804327503
922 => 0.043536231083099
923 => 0.044148363465924
924 => 0.04366010188973
925 => 0.043548934193383
926 => 0.044735914351953
927 => 0.044584860307211
928 => 0.044454048478658
929 => 0.047825625999148
930 => 0.045156759304206
1001 => 0.043992981091625
1002 => 0.042552584558069
1003 => 0.043021584932504
1004 => 0.043120410202447
1005 => 0.039656516190233
1006 => 0.038251214820879
1007 => 0.037768968348581
1008 => 0.037491428685809
1009 => 0.037617906995258
1010 => 0.036352970937429
1011 => 0.037203028888401
1012 => 0.036107701184704
1013 => 0.035924065930675
1014 => 0.03788264754995
1015 => 0.038155172740404
1016 => 0.036992495610986
1017 => 0.037739122548402
1018 => 0.037468385242004
1019 => 0.036126477434403
1020 => 0.036075226426558
1021 => 0.035401904259044
1022 => 0.034348285447748
1023 => 0.033866753378618
1024 => 0.033615967296163
1025 => 0.033719446521507
1026 => 0.033667124258656
1027 => 0.033325686101413
1028 => 0.033686695094156
1029 => 0.032764466296912
1030 => 0.032397227358947
1031 => 0.032231354050546
1101 => 0.031412822911483
1102 => 0.032715469956183
1103 => 0.032972107834304
1104 => 0.033229251368324
1105 => 0.035467510272624
1106 => 0.035355693183019
1107 => 0.036366465215916
1108 => 0.036327188473408
1109 => 0.036038899916204
1110 => 0.034822657914529
1111 => 0.035307430298968
1112 => 0.033815376250021
1113 => 0.034933324593305
1114 => 0.034423139656069
1115 => 0.034760830552826
1116 => 0.034153631872097
1117 => 0.034489680692631
1118 => 0.033032966195844
1119 => 0.031672706695269
1120 => 0.032220114826751
1121 => 0.032815210069384
1122 => 0.034105528182861
1123 => 0.033337025359368
1124 => 0.033613408035005
1125 => 0.032687572337521
1126 => 0.030777308841719
1127 => 0.030788120725651
1128 => 0.030494268304174
1129 => 0.030240336908862
1130 => 0.033425297153278
1201 => 0.033029197000114
1202 => 0.032398063246354
1203 => 0.03324286085602
1204 => 0.033466238752757
1205 => 0.033472598007445
1206 => 0.034088940536075
1207 => 0.03441788265409
1208 => 0.034475860128107
1209 => 0.035445688413868
1210 => 0.035770762062911
1211 => 0.037109694417173
1212 => 0.034389974213567
1213 => 0.034333963365735
1214 => 0.033254748890852
1215 => 0.032570294009175
1216 => 0.033301614102177
1217 => 0.033949463869429
1218 => 0.033274879388995
1219 => 0.033362965880884
1220 => 0.032457391331478
1221 => 0.032781091621648
1222 => 0.03305990591868
1223 => 0.032905961051805
1224 => 0.032675498135079
1225 => 0.033896347576496
1226 => 0.033827462466463
1227 => 0.034964345533518
1228 => 0.035850627183575
1229 => 0.037439002342273
1230 => 0.035781450060302
1231 => 0.035721042266973
]
'min_raw' => 0.030240336908862
'max_raw' => 0.087433707242654
'avg_raw' => 0.058837022075758
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.03024'
'max' => '$0.087433'
'avg' => '$0.058837'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0053174041085903
'max_diff' => -0.029535150963409
'year' => 2030
]
5 => [
'items' => [
101 => 0.036311538136475
102 => 0.03577067166107
103 => 0.03611248060345
104 => 0.03738393163731
105 => 0.037410795394129
106 => 0.036960792855412
107 => 0.036933410160035
108 => 0.037019838070084
109 => 0.037526049038767
110 => 0.037349163372017
111 => 0.037553859943777
112 => 0.037809836141188
113 => 0.038868662225338
114 => 0.039123941609588
115 => 0.038503745053047
116 => 0.038559741858056
117 => 0.038327771321133
118 => 0.038103690689048
119 => 0.038607391225627
120 => 0.039527913856484
121 => 0.039522187332972
122 => 0.039735730690928
123 => 0.039868766433846
124 => 0.039297679637127
125 => 0.038925923131907
126 => 0.039068478231489
127 => 0.039296426940168
128 => 0.038994557537481
129 => 0.037131279744586
130 => 0.037696479200304
131 => 0.037602402374031
201 => 0.037468425533286
202 => 0.038036737956568
203 => 0.037981922836935
204 => 0.036339997189847
205 => 0.036445107942559
206 => 0.036346389322857
207 => 0.036665369379043
208 => 0.035753445691232
209 => 0.036033947275703
210 => 0.036209875239944
211 => 0.036313498162424
212 => 0.036687855213326
213 => 0.036643928734216
214 => 0.036685124681709
215 => 0.037240197361599
216 => 0.040047564498542
217 => 0.040200363297699
218 => 0.039447926127113
219 => 0.039748509935596
220 => 0.039171454753763
221 => 0.039558835763261
222 => 0.039823872011549
223 => 0.038626224169075
224 => 0.038555307236514
225 => 0.037975870342676
226 => 0.038287226908442
227 => 0.037791836224979
228 => 0.03791338777067
301 => 0.037573519052245
302 => 0.038185215078224
303 => 0.038869186283222
304 => 0.039041984420446
305 => 0.038587426915686
306 => 0.03825829732544
307 => 0.037680454186995
308 => 0.038641420204303
309 => 0.038922435952672
310 => 0.038639944148209
311 => 0.038574484624546
312 => 0.03845043894549
313 => 0.03860080150176
314 => 0.038920905480555
315 => 0.038769950355548
316 => 0.038869658875102
317 => 0.03848967281754
318 => 0.03929786869062
319 => 0.04058147824
320 => 0.040585605254592
321 => 0.04043464931588
322 => 0.04037288139815
323 => 0.040527771352041
324 => 0.040611792798108
325 => 0.041112678507031
326 => 0.041650148828872
327 => 0.044158288304231
328 => 0.043454012776032
329 => 0.045679383328455
330 => 0.047439362507222
331 => 0.047967103308371
401 => 0.047481606603437
402 => 0.045820748601873
403 => 0.045739258984775
404 => 0.048221282035273
405 => 0.04751999683965
406 => 0.047436581197101
407 => 0.046549179693339
408 => 0.047073743888877
409 => 0.04695901400442
410 => 0.046777907269027
411 => 0.047778739212655
412 => 0.049652207266243
413 => 0.049360209700819
414 => 0.049142247063607
415 => 0.048187198235316
416 => 0.048762350947826
417 => 0.048557550083226
418 => 0.049437504567388
419 => 0.048916239024349
420 => 0.04751468391456
421 => 0.04773788618538
422 => 0.047704149611166
423 => 0.048398445917886
424 => 0.048190035400103
425 => 0.047663454112699
426 => 0.049645803956108
427 => 0.049517081183686
428 => 0.049699580644857
429 => 0.049779922551648
430 => 0.050986543968409
501 => 0.051480858155277
502 => 0.051593076129883
503 => 0.052062636375777
504 => 0.051581393043206
505 => 0.05350670949417
506 => 0.054786932588731
507 => 0.056273977592742
508 => 0.058446950023619
509 => 0.059264007758747
510 => 0.059116413592096
511 => 0.060763936489396
512 => 0.063724498513465
513 => 0.059714827822869
514 => 0.063937020796308
515 => 0.062600323248479
516 => 0.059431037408739
517 => 0.059226972764085
518 => 0.061373249930923
519 => 0.066133486115446
520 => 0.064941100941375
521 => 0.06613543643043
522 => 0.064742180641582
523 => 0.064672993748384
524 => 0.066067769106571
525 => 0.069326737756222
526 => 0.067778523911386
527 => 0.065558779727204
528 => 0.067197804289759
529 => 0.065777929529111
530 => 0.06257855429545
531 => 0.064940189146904
601 => 0.063361031177225
602 => 0.063821913425432
603 => 0.067141068595677
604 => 0.066741699064198
605 => 0.067258520218555
606 => 0.066346344408679
607 => 0.065494228365333
608 => 0.06390369049146
609 => 0.063432810639576
610 => 0.063562944890154
611 => 0.063432746151504
612 => 0.062542854828869
613 => 0.062350682882474
614 => 0.062030387885901
615 => 0.06212966069837
616 => 0.061527412399208
617 => 0.062663979370575
618 => 0.062874936215854
619 => 0.063702034875795
620 => 0.063787907002465
621 => 0.066091364997388
622 => 0.064822659041823
623 => 0.065673816531618
624 => 0.065597680994326
625 => 0.059499725443001
626 => 0.060339969915256
627 => 0.061647126630845
628 => 0.061058254302281
629 => 0.060225726604596
630 => 0.059553415851404
701 => 0.058534796313014
702 => 0.059968483752442
703 => 0.061853630279629
704 => 0.06383571742936
705 => 0.066217065268267
706 => 0.065685576152568
707 => 0.063791199787942
708 => 0.063876180127817
709 => 0.064401495150388
710 => 0.063721164466255
711 => 0.063520521665872
712 => 0.064373929910695
713 => 0.064379806864253
714 => 0.063597004191448
715 => 0.062727062272002
716 => 0.062723417183596
717 => 0.062568619421672
718 => 0.064769718819543
719 => 0.065980100932122
720 => 0.066118869290701
721 => 0.065970760715941
722 => 0.066027761828147
723 => 0.065323467145787
724 => 0.066933275937562
725 => 0.068410595678482
726 => 0.068014642429583
727 => 0.067421052221411
728 => 0.066948229029425
729 => 0.067903260312088
730 => 0.06786073427243
731 => 0.068397692579331
801 => 0.068373333048908
802 => 0.068192774166321
803 => 0.068014648877909
804 => 0.068720895512093
805 => 0.068517507823422
806 => 0.068313804217493
807 => 0.067905245450341
808 => 0.06796077537224
809 => 0.067367287655787
810 => 0.067092713082005
811 => 0.062963770288855
812 => 0.061860381857427
813 => 0.062207530319497
814 => 0.062321820606916
815 => 0.061841624547528
816 => 0.062530102344444
817 => 0.062422803809073
818 => 0.062840239642657
819 => 0.062579443856791
820 => 0.062590147006812
821 => 0.063357091805521
822 => 0.063579739143403
823 => 0.063466498910372
824 => 0.063545808487939
825 => 0.065373464228488
826 => 0.065113630027323
827 => 0.064975598286641
828 => 0.065013834022136
829 => 0.065480839249227
830 => 0.065611575215273
831 => 0.065057637740485
901 => 0.065318877855869
902 => 0.066431205110869
903 => 0.066820456697849
904 => 0.068062760912127
905 => 0.067535008001705
906 => 0.068503721309395
907 => 0.071481215758533
908 => 0.073859844351448
909 => 0.071672359196419
910 => 0.076040407690783
911 => 0.079441560002988
912 => 0.07931101811233
913 => 0.078717948536626
914 => 0.074845827053494
915 => 0.071282643134637
916 => 0.074263397783542
917 => 0.07427099634014
918 => 0.074014946872298
919 => 0.072424645618148
920 => 0.073959607835832
921 => 0.074081447562508
922 => 0.074013249715368
923 => 0.072793969472469
924 => 0.070932353902218
925 => 0.071296109128567
926 => 0.071891947609732
927 => 0.070763901059958
928 => 0.070403421836554
929 => 0.07107362129684
930 => 0.073233143599483
1001 => 0.072824898417429
1002 => 0.072814237485878
1003 => 0.074560883497603
1004 => 0.073310661903009
1005 => 0.071300697246877
1006 => 0.070793154663027
1007 => 0.06899172041201
1008 => 0.070235977465676
1009 => 0.070280756061929
1010 => 0.069599289189636
1011 => 0.071355994527785
1012 => 0.071339806178832
1013 => 0.073007536446321
1014 => 0.076195610346877
1015 => 0.075252740018894
1016 => 0.074156284411449
1017 => 0.074275499537395
1018 => 0.075582995221014
1019 => 0.074792453483475
1020 => 0.075076737804146
1021 => 0.075582564922646
1022 => 0.075887742982218
1023 => 0.074231589111046
1024 => 0.073845460420679
1025 => 0.073055576632942
1026 => 0.072849510696601
1027 => 0.073492854560247
1028 => 0.07332335618185
1029 => 0.070276992594306
1030 => 0.0699586306496
1031 => 0.069968394355928
1101 => 0.069167858108681
1102 => 0.067946848180915
1103 => 0.071155589368369
1104 => 0.070897882544712
1105 => 0.070613394156319
1106 => 0.070648242360629
1107 => 0.072041048155774
1108 => 0.071233150456211
1109 => 0.073381078902327
1110 => 0.072939529386445
1111 => 0.072486655791599
1112 => 0.072424054865924
1113 => 0.072249737169268
1114 => 0.071651936926676
1115 => 0.070930057211521
1116 => 0.070453409695426
1117 => 0.064989546290884
1118 => 0.066003607556936
1119 => 0.067170192608935
1120 => 0.06757289309409
1121 => 0.066884046048208
1122 => 0.07167913680662
1123 => 0.072555246094826
1124 => 0.069901453913655
1125 => 0.069405037750178
1126 => 0.071711681767653
1127 => 0.070320493449353
1128 => 0.0709469454639
1129 => 0.069592898859381
1130 => 0.072344217022772
1201 => 0.072323256588085
1202 => 0.071252931681187
1203 => 0.072157562963229
1204 => 0.072000361016091
1205 => 0.070791966832298
1206 => 0.072382525273771
1207 => 0.072383314170914
1208 => 0.071353149718895
1209 => 0.070150143170933
1210 => 0.069935074013904
1211 => 0.069773048294558
1212 => 0.070907097069298
1213 => 0.071923881654651
1214 => 0.073815865685717
1215 => 0.074291555423559
1216 => 0.076148204138815
1217 => 0.075042660227465
1218 => 0.075532733524176
1219 => 0.076064777412856
1220 => 0.076319858818355
1221 => 0.075904217356517
1222 => 0.078788357038409
1223 => 0.079031866795317
1224 => 0.079113513510458
1225 => 0.078140997837152
1226 => 0.079004819375175
1227 => 0.078600665884297
1228 => 0.079652160990488
1229 => 0.079817048849302
1230 => 0.079677394698943
1231 => 0.079729732707908
]
'min_raw' => 0.035753445691232
'max_raw' => 0.079817048849302
'avg_raw' => 0.057785247270267
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.035753'
'max' => '$0.079817'
'avg' => '$0.057785'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0055131087823702
'max_diff' => -0.0076166583933519
'year' => 2031
]
6 => [
'items' => [
101 => 0.077268628286518
102 => 0.077141007038909
103 => 0.075400882272167
104 => 0.076109995976967
105 => 0.074784341894548
106 => 0.075204720459833
107 => 0.075390019325897
108 => 0.075293229713883
109 => 0.076150088201891
110 => 0.07542158344246
111 => 0.073498939605052
112 => 0.071575771944615
113 => 0.071551628141217
114 => 0.071045292042953
115 => 0.07067930378399
116 => 0.070749806106797
117 => 0.070998265488132
118 => 0.070664862873072
119 => 0.070736011224937
120 => 0.07191754792488
121 => 0.07215449668372
122 => 0.071349252219327
123 => 0.068116079498568
124 => 0.067322650803094
125 => 0.067892951615025
126 => 0.067620384558998
127 => 0.054574927893741
128 => 0.05763976443125
129 => 0.055818742632677
130 => 0.056657953258643
131 => 0.054799161553609
201 => 0.055686274382872
202 => 0.055522457035481
203 => 0.060450623492688
204 => 0.06037367695193
205 => 0.06041050718907
206 => 0.058652504009681
207 => 0.061453050809436
208 => 0.062832700867401
209 => 0.062577364359869
210 => 0.062641627057805
211 => 0.061537380994748
212 => 0.060421198704723
213 => 0.059183180765862
214 => 0.061483265072624
215 => 0.06122753496146
216 => 0.06181408782768
217 => 0.063305856914037
218 => 0.063525525578683
219 => 0.063820762491626
220 => 0.06371494107473
221 => 0.066236036545694
222 => 0.065930715249437
223 => 0.066666451726485
224 => 0.065152985972737
225 => 0.063440355812882
226 => 0.063765870816172
227 => 0.063734521103729
228 => 0.063335403282802
229 => 0.062975097559833
301 => 0.062375290046598
302 => 0.064273169773284
303 => 0.064196119322316
304 => 0.065443476562138
305 => 0.065222994053818
306 => 0.063750557902033
307 => 0.063803146247251
308 => 0.064156828141937
309 => 0.065380925217717
310 => 0.065744320572693
311 => 0.065575981365467
312 => 0.06597442778257
313 => 0.066289343584679
314 => 0.066013976358786
315 => 0.069912595579343
316 => 0.068293617068184
317 => 0.069082695929743
318 => 0.069270886588702
319 => 0.068788840173001
320 => 0.068893378779779
321 => 0.069051726283982
322 => 0.07001318132188
323 => 0.072536317540582
324 => 0.073653797396276
325 => 0.077015790677616
326 => 0.073561006250331
327 => 0.073356013639735
328 => 0.073961610152175
329 => 0.075935456111453
330 => 0.077535072867524
331 => 0.078065758029618
401 => 0.078135896834445
402 => 0.079131497477815
403 => 0.079702157199742
404 => 0.079010605372813
405 => 0.078424587607986
406 => 0.076325544713577
407 => 0.076568514644109
408 => 0.078242336523787
409 => 0.080606708516448
410 => 0.082635585657131
411 => 0.081925143595971
412 => 0.087345315028687
413 => 0.087882702886826
414 => 0.087808453260661
415 => 0.089032702775537
416 => 0.086602816802586
417 => 0.085563993472326
418 => 0.078551291300326
419 => 0.080521574566253
420 => 0.083385497003958
421 => 0.08300644613017
422 => 0.080926589103043
423 => 0.08263400789907
424 => 0.082069481849181
425 => 0.081624216731426
426 => 0.083664062554751
427 => 0.081421168279758
428 => 0.08336312241784
429 => 0.080872546148806
430 => 0.081928388835463
501 => 0.081329041461152
502 => 0.081716892665583
503 => 0.079449522449583
504 => 0.080672940380836
505 => 0.079398624241418
506 => 0.079398020049647
507 => 0.07936988945024
508 => 0.080869116737083
509 => 0.080918006485082
510 => 0.079810075254899
511 => 0.079650405055491
512 => 0.080240789469242
513 => 0.079549603942663
514 => 0.079873005300279
515 => 0.079559399440331
516 => 0.079488800155706
517 => 0.078926253044341
518 => 0.07868389228121
519 => 0.078778928181301
520 => 0.078454521659925
521 => 0.078259054996499
522 => 0.07933100621106
523 => 0.078758305919509
524 => 0.079243231677701
525 => 0.078690597573731
526 => 0.076774926998153
527 => 0.075673204592289
528 => 0.072054680457778
529 => 0.07308088941356
530 => 0.073761267012933
531 => 0.073536402220399
601 => 0.074019498805886
602 => 0.074049157012687
603 => 0.073892097388158
604 => 0.073710242463538
605 => 0.073621725543442
606 => 0.074281458145291
607 => 0.074664455126243
608 => 0.073829552007309
609 => 0.073633945888078
610 => 0.074478079037586
611 => 0.074992999771146
612 => 0.078794885158785
613 => 0.07851322920934
614 => 0.079220130370257
615 => 0.07914054414782
616 => 0.079881489182647
617 => 0.081092621167854
618 => 0.0786300512041
619 => 0.079057468200545
620 => 0.078952675423516
621 => 0.080096775484972
622 => 0.080100347240481
623 => 0.079414402101602
624 => 0.079786264089577
625 => 0.079578700929389
626 => 0.079953795613692
627 => 0.078509467522418
628 => 0.080268503232007
629 => 0.081265763129586
630 => 0.081279610084232
701 => 0.081752303360941
702 => 0.082232587106625
703 => 0.083154449932568
704 => 0.082206876852751
705 => 0.080502285126541
706 => 0.080625351143376
707 => 0.079625949637985
708 => 0.079642749757847
709 => 0.079553069401373
710 => 0.079822206901974
711 => 0.078568528068885
712 => 0.078862763985193
713 => 0.078450831979318
714 => 0.079056572740813
715 => 0.07840489581398
716 => 0.078952624889266
717 => 0.079189006600653
718 => 0.080061260204607
719 => 0.078276063247468
720 => 0.074635925804654
721 => 0.075401126827534
722 => 0.074269334409452
723 => 0.074374086106783
724 => 0.074585701206501
725 => 0.073899787432163
726 => 0.074030638164679
727 => 0.074025963255731
728 => 0.073985677416008
729 => 0.073807244752056
730 => 0.073548482087499
731 => 0.074579312900147
801 => 0.074754471142273
802 => 0.075143826217002
803 => 0.076302282817329
804 => 0.076186525684668
805 => 0.076375330370755
806 => 0.075963170801121
807 => 0.074393205007116
808 => 0.074478461703064
809 => 0.073415309338449
810 => 0.075116639020747
811 => 0.074713741695524
812 => 0.074453991168951
813 => 0.074383115831204
814 => 0.075544444021371
815 => 0.075891931617459
816 => 0.075675400666602
817 => 0.075231289369179
818 => 0.07608411434995
819 => 0.076312294337008
820 => 0.076363375421156
821 => 0.077874417774113
822 => 0.076447825903099
823 => 0.076791220745556
824 => 0.079470289280022
825 => 0.077040743805448
826 => 0.078327728228659
827 => 0.078264737038287
828 => 0.078923114720023
829 => 0.07821073085178
830 => 0.078219561703611
831 => 0.078804156482626
901 => 0.077983198547724
902 => 0.077779917817884
903 => 0.077499086945536
904 => 0.078112270881317
905 => 0.078479846918894
906 => 0.081442239826914
907 => 0.083356080747024
908 => 0.083272995865286
909 => 0.084032236155993
910 => 0.083690191451185
911 => 0.082585638872528
912 => 0.084470975438459
913 => 0.083874376063166
914 => 0.083923558990797
915 => 0.083921728399774
916 => 0.084318414828721
917 => 0.084037326138035
918 => 0.08348327147553
919 => 0.083851078817149
920 => 0.084943335128228
921 => 0.088333732232332
922 => 0.090231043368576
923 => 0.088219511719596
924 => 0.08960703931558
925 => 0.088775017184623
926 => 0.088623814012914
927 => 0.089495283880676
928 => 0.090368279141078
929 => 0.090312673117053
930 => 0.089678923386804
1001 => 0.08932093424499
1002 => 0.092031747961964
1003 => 0.094029029331124
1004 => 0.093892828131691
1005 => 0.094493975930983
1006 => 0.096258964462506
1007 => 0.096420332894272
1008 => 0.096400004180881
1009 => 0.096000035685694
1010 => 0.097737896107702
1011 => 0.099187649846485
1012 => 0.095907454535259
1013 => 0.097156509968864
1014 => 0.097717251195062
1015 => 0.098540585679546
1016 => 0.099929688961752
1017 => 0.10143862356768
1018 => 0.10165200346558
1019 => 0.10150060021685
1020 => 0.1005054172819
1021 => 0.10215651153304
1022 => 0.10312368382243
1023 => 0.10369961278742
1024 => 0.10516007281718
1025 => 0.097720714141976
1026 => 0.092454766311548
1027 => 0.091632412516618
1028 => 0.093304701296073
1029 => 0.093745670510963
1030 => 0.093567916373369
1031 => 0.087640613331191
1101 => 0.091601206492784
1102 => 0.095862471718527
1103 => 0.096026164270397
1104 => 0.098159442741257
1105 => 0.098854125657409
1106 => 0.10057169444165
1107 => 0.10046426004655
1108 => 0.10088246071303
1109 => 0.10078632362203
1110 => 0.10396775811807
1111 => 0.10747735281479
1112 => 0.10735582671027
1113 => 0.10685128094897
1114 => 0.10760061744233
1115 => 0.11122289528037
1116 => 0.11088941398286
1117 => 0.11121336265752
1118 => 0.1154842323712
1119 => 0.12103697052312
1120 => 0.11845716616576
1121 => 0.12405459930253
1122 => 0.12757788675495
1123 => 0.13367104808917
1124 => 0.13290815428068
1125 => 0.13528017727441
1126 => 0.13154241514272
1127 => 0.12295975776201
1128 => 0.12160151937842
1129 => 0.12432074701844
1130 => 0.13100570283308
1201 => 0.1241102139701
1202 => 0.12550516238638
1203 => 0.12510341714865
1204 => 0.12508200985224
1205 => 0.12589903928649
1206 => 0.12471389547872
1207 => 0.11988540640254
1208 => 0.12209827449169
1209 => 0.12124377985181
1210 => 0.12219190536155
1211 => 0.12730854770088
1212 => 0.12504635815714
1213 => 0.12266332523817
1214 => 0.1256521773559
1215 => 0.12945801318279
1216 => 0.12921985081649
1217 => 0.12875771628172
1218 => 0.13136274445765
1219 => 0.13566548780266
1220 => 0.13682850203899
1221 => 0.13768701537147
1222 => 0.13780538985532
1223 => 0.13902472060828
1224 => 0.13246807183869
1225 => 0.14287364182271
1226 => 0.14467039631088
1227 => 0.14433268093494
1228 => 0.14632969792956
1229 => 0.14574212487031
1230 => 0.14489082369485
1231 => 0.14805652040901
]
'min_raw' => 0.054574927893741
'max_raw' => 0.14805652040901
'avg_raw' => 0.10131572415138
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.054574'
'max' => '$0.148056'
'avg' => '$0.101315'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.018821482202509
'max_diff' => 0.068239471559707
'year' => 2032
]
7 => [
'items' => [
101 => 0.14442730458478
102 => 0.13927608962785
103 => 0.136450031223
104 => 0.14017161290213
105 => 0.14244425296828
106 => 0.14394632348495
107 => 0.14440084911572
108 => 0.13297704581829
109 => 0.12682024943415
110 => 0.13076668532857
111 => 0.13558160948822
112 => 0.13244132469187
113 => 0.13256441791054
114 => 0.12808719704329
115 => 0.13597774418899
116 => 0.13482815783981
117 => 0.14079221385295
118 => 0.13936884402087
119 => 0.14423230017626
120 => 0.14295158917838
121 => 0.14826774892699
122 => 0.15038850897999
123 => 0.15394959517893
124 => 0.15656914468309
125 => 0.15810739425593
126 => 0.15801504352141
127 => 0.16411035468191
128 => 0.16051616264451
129 => 0.15600101035953
130 => 0.15591934549981
131 => 0.15825780684841
201 => 0.16315858030953
202 => 0.16442927956465
203 => 0.16513942709627
204 => 0.16405181143117
205 => 0.16015057357265
206 => 0.15846603884506
207 => 0.15990131123863
208 => 0.15814609643566
209 => 0.16117608961189
210 => 0.16533691741447
211 => 0.16447772292693
212 => 0.16734988128113
213 => 0.17032226301786
214 => 0.1745729023994
215 => 0.17568417693445
216 => 0.17752107148291
217 => 0.1794118393617
218 => 0.18001910304674
219 => 0.18117855784435
220 => 0.18117244694524
221 => 0.18466654201813
222 => 0.18852063708665
223 => 0.18997546875251
224 => 0.19332077394826
225 => 0.18759205603401
226 => 0.19193735437874
227 => 0.19585692225556
228 => 0.191183851848
301 => 0.19762459071906
302 => 0.19787467001439
303 => 0.20165057046614
304 => 0.1978229719833
305 => 0.19555015622231
306 => 0.20211169016298
307 => 0.20528660975049
308 => 0.20433029813238
309 => 0.19705271949963
310 => 0.19281685658534
311 => 0.18173078630172
312 => 0.19486271543527
313 => 0.2012588950526
314 => 0.19703615493963
315 => 0.19916585943049
316 => 0.21078483657362
317 => 0.21520859079666
318 => 0.21428848084265
319 => 0.21444396427858
320 => 0.21683094176051
321 => 0.22741611444793
322 => 0.22107323361125
323 => 0.22592212834768
324 => 0.22849396463189
325 => 0.23088282950266
326 => 0.22501653238855
327 => 0.2173845660361
328 => 0.21496720192413
329 => 0.1966162866565
330 => 0.19566104182284
331 => 0.19512483395082
401 => 0.19174411916586
402 => 0.1890878034006
403 => 0.18697540248138
404 => 0.18143183165304
405 => 0.18330262407437
406 => 0.17446732920715
407 => 0.18011983775957
408 => 0.16601849381583
409 => 0.17776251207588
410 => 0.17137077687192
411 => 0.17566265515621
412 => 0.1756476811972
413 => 0.16774497253457
414 => 0.16318685510328
415 => 0.16609146493508
416 => 0.16920543724298
417 => 0.16971066877328
418 => 0.17374801515347
419 => 0.17487475174571
420 => 0.17146068726892
421 => 0.16572627480582
422 => 0.16705824803298
423 => 0.16315986270835
424 => 0.15632809237616
425 => 0.1612347891
426 => 0.16291015109375
427 => 0.16365008639346
428 => 0.15693182490588
429 => 0.15482080128592
430 => 0.15369691002387
501 => 0.16485903161209
502 => 0.16547051782976
503 => 0.16234206788473
504 => 0.17648295828805
505 => 0.17328243927475
506 => 0.1768582031588
507 => 0.1669373854237
508 => 0.16731637402133
509 => 0.16261969991737
510 => 0.16524952358371
511 => 0.16339084897952
512 => 0.1650370598199
513 => 0.16602379181004
514 => 0.17071969523599
515 => 0.17781613174987
516 => 0.17001828385873
517 => 0.16662064986532
518 => 0.16872852288581
519 => 0.17434206651164
520 => 0.18284687245678
521 => 0.17781185616209
522 => 0.18004631089355
523 => 0.1805344398484
524 => 0.17682180523913
525 => 0.18298376259047
526 => 0.1862860055947
527 => 0.18967342361414
528 => 0.19261462376712
529 => 0.18832041436626
530 => 0.19291583397592
531 => 0.18921273697129
601 => 0.18589067613901
602 => 0.18589571433401
603 => 0.18381173704636
604 => 0.17977376845349
605 => 0.17902910509141
606 => 0.18290293794156
607 => 0.18600938503403
608 => 0.18626524689545
609 => 0.18798513562086
610 => 0.18900294805229
611 => 0.19897889352926
612 => 0.20299130132545
613 => 0.20789759762763
614 => 0.20980887654104
615 => 0.21556114083899
616 => 0.21091572024233
617 => 0.20991065427518
618 => 0.19595754263967
619 => 0.19824236388832
620 => 0.20190058315986
621 => 0.19601786532805
622 => 0.19974909577734
623 => 0.2004857197063
624 => 0.19581797282718
625 => 0.19831121811675
626 => 0.19168989782335
627 => 0.17796045843828
628 => 0.18299904738127
629 => 0.18670914481401
630 => 0.18141437832578
701 => 0.19090504232018
702 => 0.18536079234172
703 => 0.18360353126948
704 => 0.17674782931788
705 => 0.17998345673887
706 => 0.18435968915548
707 => 0.18165568631364
708 => 0.18726689821853
709 => 0.1952138707314
710 => 0.20087735659447
711 => 0.20131212871526
712 => 0.19767088672939
713 => 0.20350600024984
714 => 0.2035485026815
715 => 0.19696647079329
716 => 0.19293501291066
717 => 0.19201905719747
718 => 0.19430729415272
719 => 0.19708563624824
720 => 0.20146630736528
721 => 0.20411345517454
722 => 0.21101581272237
723 => 0.21288339276872
724 => 0.21493529702476
725 => 0.21767727389467
726 => 0.22096972015544
727 => 0.21376603517595
728 => 0.21405225100954
729 => 0.20734427929845
730 => 0.20017584950469
731 => 0.20561579416076
801 => 0.21272779815306
802 => 0.21109629657916
803 => 0.21091271932355
804 => 0.21122144534741
805 => 0.20999134644055
806 => 0.20442765467441
807 => 0.20163360350001
808 => 0.20523864235346
809 => 0.20715456006225
810 => 0.21012598134301
811 => 0.20975969095106
812 => 0.21741375306293
813 => 0.22038789015277
814 => 0.21962697861469
815 => 0.21976700465005
816 => 0.22515153778792
817 => 0.23114024605092
818 => 0.23674946161889
819 => 0.24245539661603
820 => 0.23557666927054
821 => 0.23208407574542
822 => 0.23568754075169
823 => 0.23377549149692
824 => 0.24476269366546
825 => 0.24552342370501
826 => 0.25650983137378
827 => 0.26693724048852
828 => 0.26038797164999
829 => 0.26656363717918
830 => 0.2732431229584
831 => 0.28612893473402
901 => 0.28178944665631
902 => 0.27846546679724
903 => 0.27532432189177
904 => 0.28186054579734
905 => 0.29026929343314
906 => 0.29208045713591
907 => 0.29501523425217
908 => 0.29192967496189
909 => 0.29564589126383
910 => 0.30876576779786
911 => 0.30522066134601
912 => 0.30018604028009
913 => 0.31054292275737
914 => 0.31429103826453
915 => 0.34059727579716
916 => 0.37380998733858
917 => 0.36005970667401
918 => 0.35152446374673
919 => 0.35353044829331
920 => 0.36565860622699
921 => 0.3695537856268
922 => 0.35896534526926
923 => 0.36270536140785
924 => 0.38331321804175
925 => 0.39436867194664
926 => 0.37935388059825
927 => 0.33792866676331
928 => 0.29973272773808
929 => 0.30986401075312
930 => 0.30871543766953
1001 => 0.33085600874018
1002 => 0.30513611172958
1003 => 0.30556916883289
1004 => 0.328167583466
1005 => 0.3221387138768
1006 => 0.31237271726156
1007 => 0.29980403032107
1008 => 0.27656965004876
1009 => 0.25599031150294
1010 => 0.29635113352991
1011 => 0.29461070149271
1012 => 0.29209029798528
1013 => 0.29769918325493
1014 => 0.32493433801451
1015 => 0.32430647954571
1016 => 0.3203123643034
1017 => 0.32334186551217
1018 => 0.31184163105223
1019 => 0.31480550332803
1020 => 0.29972667730619
1021 => 0.30654293641546
1022 => 0.31235176381895
1023 => 0.31351797192136
1024 => 0.31614549832415
1025 => 0.29369357289495
1026 => 0.30377382825876
1027 => 0.30969503389281
1028 => 0.2829428114229
1029 => 0.30916622846953
1030 => 0.29330273482426
1031 => 0.28791842681937
1101 => 0.29516768821931
1102 => 0.29234264400162
1103 => 0.2899138368754
1104 => 0.28855852076678
1105 => 0.29388157826711
1106 => 0.29363325127229
1107 => 0.28492369604081
1108 => 0.27356243628823
1109 => 0.27737564798183
1110 => 0.2759902724245
1111 => 0.27096949268771
1112 => 0.27435289201905
1113 => 0.25945411366304
1114 => 0.23382153987265
1115 => 0.25075520326555
1116 => 0.25010327564521
1117 => 0.24977454417646
1118 => 0.26249972420415
1119 => 0.26127649176434
1120 => 0.25905631290816
1121 => 0.27092871736193
1122 => 0.26659513002993
1123 => 0.27995022506556
1124 => 0.28874675440941
1125 => 0.2865156700299
1126 => 0.29478884839511
1127 => 0.27746349667765
1128 => 0.28321828354573
1129 => 0.28440433714345
1130 => 0.27078221373387
1201 => 0.26147662771946
1202 => 0.26085605122375
1203 => 0.24472144746351
1204 => 0.25334042255826
1205 => 0.26092476396422
1206 => 0.25729245299943
1207 => 0.25614257186018
1208 => 0.26201706522181
1209 => 0.26247356366764
1210 => 0.25206535072515
1211 => 0.25422954778113
1212 => 0.2632546092724
1213 => 0.25400213938747
1214 => 0.23602610178344
1215 => 0.23156779591948
1216 => 0.23097297573435
1217 => 0.21888169663858
1218 => 0.23186572123553
1219 => 0.22619784654873
1220 => 0.24410259477275
1221 => 0.23387549861228
1222 => 0.23343462893744
1223 => 0.2327681897624
1224 => 0.22236072636023
1225 => 0.2246392994165
1226 => 0.23221362329203
1227 => 0.23491622738168
1228 => 0.23463432363335
1229 => 0.23217650497288
1230 => 0.23330168176957
1231 => 0.22967709526984
]
'min_raw' => 0.12682024943415
'max_raw' => 0.39436867194664
'avg_raw' => 0.26059446069039
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.12682'
'max' => '$0.394368'
'avg' => '$0.260594'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.072245321540412
'max_diff' => 0.24631215153763
'year' => 2033
]
8 => [
'items' => [
101 => 0.22839717833754
102 => 0.22435740843031
103 => 0.2184200626816
104 => 0.21924568702382
105 => 0.2074822515046
106 => 0.20107290750096
107 => 0.19929888555455
108 => 0.19692658926633
109 => 0.19956684273274
110 => 0.20744892716978
111 => 0.19794146106122
112 => 0.1816415772893
113 => 0.18262122807764
114 => 0.18482221253812
115 => 0.18072069255699
116 => 0.17683894810933
117 => 0.18021380997069
118 => 0.17330733433896
119 => 0.18565682712214
120 => 0.18532280795141
121 => 0.18992593517346
122 => 0.1928043650911
123 => 0.18617051603371
124 => 0.18450212093561
125 => 0.18545251460781
126 => 0.16974462423431
127 => 0.18864226541219
128 => 0.18880569299784
129 => 0.18740632678976
130 => 0.19746873731777
131 => 0.21870356207642
201 => 0.21071416683337
202 => 0.20762043151451
203 => 0.20173923841185
204 => 0.20957557903045
205 => 0.2089738703369
206 => 0.20625271543341
207 => 0.20460695245727
208 => 0.20763932120267
209 => 0.20423120841197
210 => 0.20361901770609
211 => 0.19990980809848
212 => 0.19858578902685
213 => 0.19760553801693
214 => 0.19652637797248
215 => 0.1989067361206
216 => 0.19351253139477
217 => 0.18700764929584
218 => 0.18646683873311
219 => 0.18796006424535
220 => 0.18729942311375
221 => 0.18646367583754
222 => 0.18486800668502
223 => 0.18439460573355
224 => 0.18593292916435
225 => 0.18419625170081
226 => 0.18675881389998
227 => 0.18606193877484
228 => 0.18216925097451
301 => 0.17731752071769
302 => 0.17727433014155
303 => 0.17622903281615
304 => 0.17489768951075
305 => 0.1745273402602
306 => 0.17992958851798
307 => 0.19111208073592
308 => 0.18891668993918
309 => 0.19050308478252
310 => 0.19830657729908
311 => 0.20078707291089
312 => 0.19902647587939
313 => 0.19661646207377
314 => 0.19672249045019
315 => 0.20495823718478
316 => 0.20547189060644
317 => 0.20676972709211
318 => 0.20843781374474
319 => 0.19931055824934
320 => 0.19629259753716
321 => 0.19486252032164
322 => 0.19045843600738
323 => 0.19520786336266
324 => 0.19244057543349
325 => 0.19281397711915
326 => 0.19257079878151
327 => 0.19270359059751
328 => 0.18565337518722
329 => 0.18822210313432
330 => 0.18395109470929
331 => 0.17823269387137
401 => 0.17821352378664
402 => 0.17961309429046
403 => 0.17878057498959
404 => 0.17654028695696
405 => 0.17685850929813
406 => 0.17407054674017
407 => 0.17719701843036
408 => 0.17728667445138
409 => 0.1760828125506
410 => 0.18089957355929
411 => 0.18287300447465
412 => 0.18208059678233
413 => 0.18281740703856
414 => 0.18900791833837
415 => 0.19001724179119
416 => 0.19046551659676
417 => 0.18986488774232
418 => 0.18293055822104
419 => 0.18323812522236
420 => 0.18098140264062
421 => 0.17907470986662
422 => 0.17915096757829
423 => 0.18013125551684
424 => 0.1844122304376
425 => 0.19342128978109
426 => 0.19376317699764
427 => 0.19417755427765
428 => 0.19249207363051
429 => 0.19198371653946
430 => 0.19265437076065
501 => 0.19603769977623
502 => 0.20474054056917
503 => 0.20166437538975
504 => 0.19916340521552
505 => 0.20135743031504
506 => 0.2010196773483
507 => 0.1981687024065
508 => 0.19808868503535
509 => 0.19261675261021
510 => 0.19059390378251
511 => 0.18890345989447
512 => 0.18705753929889
513 => 0.18596321569401
514 => 0.18764459411229
515 => 0.18802914525003
516 => 0.184352781953
517 => 0.18385170722024
518 => 0.18685390484842
519 => 0.18553274960547
520 => 0.18689159053591
521 => 0.1872068532877
522 => 0.18715608872354
523 => 0.18577665091619
524 => 0.18665586343917
525 => 0.18457626371646
526 => 0.18231501136379
527 => 0.18087247324378
528 => 0.17961366740916
529 => 0.18031212604843
530 => 0.17782224853294
531 => 0.1770256866044
601 => 0.18635800601929
602 => 0.19325189071041
603 => 0.19315165089673
604 => 0.1925414668105
605 => 0.19163485702968
606 => 0.19597137562384
607 => 0.19446061925706
608 => 0.19555982074181
609 => 0.19583961365302
610 => 0.19668646252702
611 => 0.19698913821036
612 => 0.19607424207354
613 => 0.19300373889323
614 => 0.18535233690259
615 => 0.18179058862138
616 => 0.18061515236297
617 => 0.1806578772385
618 => 0.17947933443936
619 => 0.17982646811229
620 => 0.17935861551434
621 => 0.17847261587954
622 => 0.18025741806767
623 => 0.18046309989326
624 => 0.18004650573576
625 => 0.18014462874078
626 => 0.17669540704631
627 => 0.17695764388042
628 => 0.17549747586463
629 => 0.17522371196425
630 => 0.17153253437169
701 => 0.16499307822173
702 => 0.16861657172918
703 => 0.16423990111247
704 => 0.16258238963254
705 => 0.1704287911826
706 => 0.16964123009228
707 => 0.16829326785022
708 => 0.16629935075427
709 => 0.1655597875078
710 => 0.16106643533954
711 => 0.16080094412234
712 => 0.16302797078764
713 => 0.16200027460891
714 => 0.160556999955
715 => 0.15532960546092
716 => 0.14945228331875
717 => 0.14962968273069
718 => 0.15149914955265
719 => 0.15693487646945
720 => 0.15481104392403
721 => 0.15327017904415
722 => 0.15298162137038
723 => 0.15659352479405
724 => 0.16170512485571
725 => 0.16410337323903
726 => 0.16172678192704
727 => 0.1589966817926
728 => 0.15916285033771
729 => 0.16026829522356
730 => 0.16038446185092
731 => 0.15860744732222
801 => 0.15910766650313
802 => 0.15834778782633
803 => 0.15368441378945
804 => 0.15360006814084
805 => 0.15245560094513
806 => 0.15242094693328
807 => 0.15047392273265
808 => 0.15020152058784
809 => 0.14633558586156
810 => 0.14888015580553
811 => 0.14717339188303
812 => 0.14460089606693
813 => 0.1441573968186
814 => 0.14414406469566
815 => 0.14678544269926
816 => 0.14884928976567
817 => 0.14720308177219
818 => 0.14682827212248
819 => 0.15083025859941
820 => 0.1503209693413
821 => 0.14987992812835
822 => 0.16124743713471
823 => 0.15224916673838
824 => 0.14832540724227
825 => 0.14346900976411
826 => 0.14505027727108
827 => 0.14538347356845
828 => 0.13370471306492
829 => 0.12896664138313
830 => 0.1273407137324
831 => 0.12640496938217
901 => 0.12683139983291
902 => 0.12256657959892
903 => 0.12543260932978
904 => 0.12173963550342
905 => 0.12112049642346
906 => 0.12772399109665
907 => 0.12864282880337
908 => 0.12472278168601
909 => 0.12724008653333
910 => 0.12632727680254
911 => 0.1218029409402
912 => 0.12163014458902
913 => 0.11935999189139
914 => 0.11580764250779
915 => 0.11418412351723
916 => 0.1133385807309
917 => 0.11368746816384
918 => 0.11351106000161
919 => 0.11235987741602
920 => 0.11357704443989
921 => 0.11046768566202
922 => 0.10922951394287
923 => 0.1086702605027
924 => 0.10591052561932
925 => 0.11030249107844
926 => 0.11116776360241
927 => 0.11203474098055
928 => 0.11958118714664
929 => 0.11920418802222
930 => 0.12261207650098
1001 => 0.1224796522214
1002 => 0.12150766722312
1003 => 0.11740702239917
1004 => 0.11904146633903
1005 => 0.11401090194112
1006 => 0.11778014283317
1007 => 0.1160600186973
1008 => 0.11719856713254
1009 => 0.11515135438721
1010 => 0.11628436644782
1011 => 0.11137295181734
1012 => 0.10678674194087
1013 => 0.10863236667497
1014 => 0.11063877183373
1015 => 0.11498916944045
1016 => 0.11239810851589
1017 => 0.11332995200323
1018 => 0.11020843230937
1019 => 0.10376784556294
1020 => 0.10380429858448
1021 => 0.10281355462935
1022 => 0.10195740720113
1023 => 0.112695723032
1024 => 0.11136024371078
1025 => 0.10923233219563
1026 => 0.1120806263185
1027 => 0.11283376049309
1028 => 0.11285520116426
1029 => 0.1149332430312
1030 => 0.11604229434809
1031 => 0.1162377694496
1101 => 0.11950761322629
1102 => 0.12060362172996
1103 => 0.12511792564362
1104 => 0.11594819909237
1105 => 0.11575935460835
1106 => 0.11212070765793
1107 => 0.10981302023724
1108 => 0.11227871698994
1109 => 0.11446298771165
1110 => 0.11218857903789
1111 => 0.11248556879529
1112 => 0.10943236097677
1113 => 0.11052373910511
1114 => 0.11146378097375
1115 => 0.110944745107
1116 => 0.11016772329285
1117 => 0.11428390242157
1118 => 0.11405165146369
1119 => 0.11788473209891
1120 => 0.12087289256028
1121 => 0.12622821030464
1122 => 0.12063965705937
1123 => 0.12043598796663
1124 => 0.12242688601776
1125 => 0.12060331693384
1126 => 0.12175574964741
1127 => 0.12604253557795
1128 => 0.12613310860963
1129 => 0.12461589363217
1130 => 0.12452357096291
1201 => 0.12481496869584
1202 => 0.12652169431928
1203 => 0.12592531194407
1204 => 0.12661546072722
1205 => 0.12747850234848
1206 => 0.13104840841607
1207 => 0.1319091006831
1208 => 0.12981806469198
1209 => 0.13000686182964
1210 => 0.12922475696874
1211 => 0.12846925347286
1212 => 0.13016751499918
1213 => 0.13327112131795
1214 => 0.13325181394412
1215 => 0.13397179028459
1216 => 0.13442032958009
1217 => 0.13249487057295
1218 => 0.13124146756039
1219 => 0.13172210203151
1220 => 0.13249064701769
1221 => 0.13147287325068
1222 => 0.12519070208204
1223 => 0.12709631150796
1224 => 0.12677912491994
1225 => 0.12632741264741
1226 => 0.12824351766081
1227 => 0.1280587046579
1228 => 0.12252283770315
1229 => 0.12287722594452
1230 => 0.12254438922588
1231 => 0.12361985275579
]
'min_raw' => 0.10195740720113
'max_raw' => 0.22839717833754
'avg_raw' => 0.16517729276933
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.101957'
'max' => '$0.228397'
'avg' => '$0.165177'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.024862842233024
'max_diff' => -0.1659714936091
'year' => 2034
]
9 => [
'items' => [
101 => 0.12054523837385
102 => 0.12149096904989
103 => 0.12208412246423
104 => 0.12243349438209
105 => 0.12369566531598
106 => 0.12354756412481
107 => 0.123686459138
108 => 0.12555792543218
109 => 0.1350231597385
110 => 0.13553833155793
111 => 0.13300143710381
112 => 0.1340148764002
113 => 0.13206929456595
114 => 0.13337537668555
115 => 0.13426896490089
116 => 0.13023101158289
117 => 0.1299919101935
118 => 0.12803829825093
119 => 0.12908805865063
120 => 0.12741781437426
121 => 0.12782763389702
122 => 0.12668174278397
123 => 0.12874411864281
124 => 0.13105017531381
125 => 0.13163277629784
126 => 0.13010020393435
127 => 0.12899052054174
128 => 0.12704228205675
129 => 0.13028224607661
130 => 0.13122971029213
131 => 0.13027726945044
201 => 0.13005656809617
202 => 0.12963833942864
203 => 0.13014529728508
204 => 0.13122455019854
205 => 0.13071559445522
206 => 0.13105176869033
207 => 0.12977061916748
208 => 0.13249550798
209 => 0.13682328719449
210 => 0.13683720171233
211 => 0.13632824322555
212 => 0.13611998837843
213 => 0.13664221067204
214 => 0.13692549484365
215 => 0.13861426598201
216 => 0.14042638469707
217 => 0.14888275205095
218 => 0.14650823793668
219 => 0.15401123012459
220 => 0.15994512280362
221 => 0.16172443776038
222 => 0.1600875517234
223 => 0.15448785301372
224 => 0.15421310508025
225 => 0.16258141908432
226 => 0.16021698708511
227 => 0.15993574542236
228 => 0.15694380929603
301 => 0.15871241410519
302 => 0.15832559428956
303 => 0.15771498028672
304 => 0.16108935506051
305 => 0.16740588340455
306 => 0.1664213932261
307 => 0.16568651697708
308 => 0.16246650317311
309 => 0.16440567069922
310 => 0.16371517028548
311 => 0.1666819982653
312 => 0.16492451509334
313 => 0.16019907418723
314 => 0.16095161622679
315 => 0.16083787101141
316 => 0.16317873948374
317 => 0.16247606887228
318 => 0.16070066329706
319 => 0.16738429419736
320 => 0.166950296383
321 => 0.16756560605805
322 => 0.16783648440609
323 => 0.17190469275631
324 => 0.17357130754925
325 => 0.17394965828545
326 => 0.17553281343813
327 => 0.17391026794303
328 => 0.18040160677875
329 => 0.18471796832439
330 => 0.18973164437758
331 => 0.19705797264037
401 => 0.19981273983951
402 => 0.19931511580195
403 => 0.20486985427657
404 => 0.21485159584056
405 => 0.20133271116094
406 => 0.21556812955499
407 => 0.21106136044725
408 => 0.20037589196609
409 => 0.1996878737693
410 => 0.20692419708558
411 => 0.22297366573078
412 => 0.21895345586672
413 => 0.22298024135391
414 => 0.2182827821878
415 => 0.21804951374691
416 => 0.22275209624714
417 => 0.23373993658336
418 => 0.22852002551266
419 => 0.2210360030181
420 => 0.2265620887638
421 => 0.22177488187578
422 => 0.21098796490225
423 => 0.21895038168801
424 => 0.21362614033994
425 => 0.21518003701755
426 => 0.22637080041004
427 => 0.22502429815157
428 => 0.22676679675678
429 => 0.22369133232771
430 => 0.22081836359472
501 => 0.21545575410515
502 => 0.21386814980874
503 => 0.21430690652025
504 => 0.21386793238271
505 => 0.21086760165821
506 => 0.21021968052392
507 => 0.2091397835807
508 => 0.20947448879894
509 => 0.20744396661069
510 => 0.21127598150722
511 => 0.21198723723962
512 => 0.21477585811779
513 => 0.21506538198826
514 => 0.22283165144044
515 => 0.21855412073304
516 => 0.2214238576358
517 => 0.2211671613562
518 => 0.20060747846925
519 => 0.20344042137146
520 => 0.20784759150083
521 => 0.20586216733132
522 => 0.20305524207335
523 => 0.20078849942973
524 => 0.1973541525383
525 => 0.20218792983719
526 => 0.20854383297033
527 => 0.21522657818055
528 => 0.22325545867983
529 => 0.22146350601886
530 => 0.21507648384439
531 => 0.21536300099342
601 => 0.21713413726834
602 => 0.21484035486761
603 => 0.21416387365769
604 => 0.21704119913817
605 => 0.21706101369741
606 => 0.21442173983251
607 => 0.21148866991369
608 => 0.21147638024364
609 => 0.21095446878168
610 => 0.21837562907745
611 => 0.22245651687619
612 => 0.22292438408564
613 => 0.22242502568522
614 => 0.22261720891472
615 => 0.22024263022086
616 => 0.22567021295558
617 => 0.23065109960527
618 => 0.22931611558203
619 => 0.22731478475204
620 => 0.22572062834879
621 => 0.22894058299645
622 => 0.22879720348466
623 => 0.23060759590561
624 => 0.23052546604807
625 => 0.2299166991692
626 => 0.22931613732301
627 => 0.23169729715873
628 => 0.2310115613663
629 => 0.23032476043678
630 => 0.22894727602867
701 => 0.22913449903732
702 => 0.22713351376531
703 => 0.22620776641962
704 => 0.21228674751893
705 => 0.20856659638626
706 => 0.20973703166326
707 => 0.21012236934678
708 => 0.20850335480634
709 => 0.21082460576662
710 => 0.21046284126328
711 => 0.21187025532065
712 => 0.21099096412042
713 => 0.21102705053798
714 => 0.21361285847321
715 => 0.21436352951762
716 => 0.21398173216577
717 => 0.21424912994376
718 => 0.22041119887587
719 => 0.21953514972559
720 => 0.21906976607482
721 => 0.21919868052657
722 => 0.22077322125497
723 => 0.22121400669219
724 => 0.21934636782126
725 => 0.22022715710948
726 => 0.22397744610992
727 => 0.2252898350121
728 => 0.22947835040545
729 => 0.22769899462143
730 => 0.23096507917172
731 => 0.24100390958901
801 => 0.24902362196057
802 => 0.24164836303505
803 => 0.25637554350121
804 => 0.26784276598267
805 => 0.26740263488418
806 => 0.2654030594029
807 => 0.25234793147963
808 => 0.24033440812365
809 => 0.25038423053207
810 => 0.25040984959616
811 => 0.24954656093853
812 => 0.24418474922887
813 => 0.24935998151343
814 => 0.2497707726585
815 => 0.24954083885544
816 => 0.24542995038908
817 => 0.23915338352013
818 => 0.24037980966234
819 => 0.24238872070171
820 => 0.23858543300145
821 => 0.23737005213189
822 => 0.23962967640407
823 => 0.24691065662047
824 => 0.2455342294864
825 => 0.24549828541135
826 => 0.25138722438682
827 => 0.24717201499296
828 => 0.24039527882356
829 => 0.23868406356662
830 => 0.23261040221719
831 => 0.23680550174488
901 => 0.23695647590849
902 => 0.23465886277005
903 => 0.24058171746687
904 => 0.24052713731814
905 => 0.24615000635219
906 => 0.25689882009213
907 => 0.25371986695223
908 => 0.25002309031964
909 => 0.2504250324401
910 => 0.25483334542386
911 => 0.25216797876188
912 => 0.25312646319713
913 => 0.25483189464287
914 => 0.25586082377757
915 => 0.25027698537194
916 => 0.24897512553372
917 => 0.24631197719545
918 => 0.24561721150401
919 => 0.24778629025712
920 => 0.24721481464036
921 => 0.23694378711464
922 => 0.23587040759074
923 => 0.23590332660831
924 => 0.23320426275906
925 => 0.22908754253941
926 => 0.23990603748006
927 => 0.23903716093159
928 => 0.23807798846777
929 => 0.23819548162163
930 => 0.24289142360255
1001 => 0.24016754010286
1002 => 0.24740943082252
1003 => 0.24592071580172
1004 => 0.24439382085807
1005 => 0.2441827574665
1006 => 0.24359503318175
1007 => 0.24157950792677
1008 => 0.2391456400671
1009 => 0.23753858968811
1010 => 0.21911679274494
1011 => 0.22253577110293
1012 => 0.22646899405411
1013 => 0.22782672685546
1014 => 0.22550423094651
1015 => 0.24167121422104
1016 => 0.24462507785422
1017 => 0.23567763223355
1018 => 0.23400393047972
1019 => 0.24178094182938
1020 => 0.23709045328456
1021 => 0.23920257998909
1022 => 0.23463731732544
1023 => 0.24391357860421
1024 => 0.24384290903526
1025 => 0.24023423388395
1026 => 0.24328426141069
1027 => 0.24275424407043
1028 => 0.23868005871238
1029 => 0.24404273754705
1030 => 0.24404539736885
1031 => 0.24057212599508
1101 => 0.23651610542739
1102 => 0.23579098474882
1103 => 0.23524470372377
1104 => 0.23906822834456
1105 => 0.24249638856372
1106 => 0.24887534481856
1107 => 0.25047916598129
1108 => 0.25673898675185
1109 => 0.25301156826813
1110 => 0.25466388460381
1111 => 0.25645770772061
1112 => 0.25731773248847
1113 => 0.25591636828072
1114 => 0.26564044658242
1115 => 0.26646145672915
1116 => 0.26673673432963
1117 => 0.26345782983821
1118 => 0.26637026446375
1119 => 0.26500763275215
1120 => 0.26855282191572
1121 => 0.26910875284382
1122 => 0.26863789912554
1123 => 0.26881436037689
1124 => 0.26051657499135
1125 => 0.2600862910448
1126 => 0.2542193389021
1127 => 0.25661016526657
1128 => 0.25214062997348
1129 => 0.25355796565624
1130 => 0.25418271372032
1201 => 0.25385638078579
1202 => 0.25674533900205
1203 => 0.25428913434305
1204 => 0.24780680641053
1205 => 0.24132271237209
1206 => 0.24124130985326
1207 => 0.23953416234671
1208 => 0.23830020737913
1209 => 0.23853791088279
1210 => 0.23937560903384
1211 => 0.23825151883974
1212 => 0.23849140047547
1213 => 0.24247503395159
1214 => 0.24327392323525
1215 => 0.24055898530317
1216 => 0.22965811774222
1217 => 0.22698301750001
1218 => 0.22890582650457
1219 => 0.22798684764515
1220 => 0.18400317969354
1221 => 0.1943364900598
1222 => 0.18819678792623
1223 => 0.19102624514349
1224 => 0.18475919913328
1225 => 0.18775016197337
1226 => 0.18719784034928
1227 => 0.20381349763335
1228 => 0.20355406699895
1229 => 0.20367824271487
1230 => 0.1977510122557
1231 => 0.20719325131901
]
'min_raw' => 0.12054523837385
'max_raw' => 0.26910875284382
'avg_raw' => 0.19482699560884
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.120545'
'max' => '$0.2691087'
'avg' => '$0.194826'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.018587831172725
'max_diff' => 0.040711574506283
'year' => 2035
]
10 => [
'items' => [
101 => 0.21184483781353
102 => 0.21098395295136
103 => 0.21120061912413
104 => 0.20747757642653
105 => 0.20371428990635
106 => 0.19954022598983
107 => 0.20729512081684
108 => 0.20643290889254
109 => 0.20841051283282
110 => 0.21344011645946
111 => 0.21418074469909
112 => 0.21517615656386
113 => 0.21481937226858
114 => 0.2233194216662
115 => 0.22229000959902
116 => 0.22477059649887
117 => 0.2196678410433
118 => 0.21389358888733
119 => 0.21499108544766
120 => 0.21488538770339
121 => 0.21353973410462
122 => 0.21232493820388
123 => 0.21030264529579
124 => 0.21670147930004
125 => 0.21644169832511
126 => 0.22064725034687
127 => 0.21990387817647
128 => 0.21493945688852
129 => 0.21511676216602
130 => 0.21630922536724
131 => 0.22043635412196
201 => 0.22166156693272
202 => 0.22109399954249
203 => 0.22243738945639
204 => 0.22349915006992
205 => 0.22257073024229
206 => 0.23571519713731
207 => 0.23025669805346
208 => 0.23291713252694
209 => 0.23355163047267
210 => 0.23192637732673
211 => 0.23227883653813
212 => 0.23281271620402
213 => 0.23605432899094
214 => 0.24456125891204
215 => 0.24832892026546
216 => 0.25966411534038
217 => 0.24801606843844
218 => 0.24732492153969
219 => 0.24936673246278
220 => 0.25602169192401
221 => 0.26141491149878
222 => 0.26320415357403
223 => 0.26344063145144
224 => 0.26679736853118
225 => 0.26872138762585
226 => 0.26638977235875
227 => 0.26441397255018
228 => 0.25733690288119
229 => 0.25815609296559
301 => 0.26379950029544
302 => 0.27177114554388
303 => 0.27861164647537
304 => 0.27621634146469
305 => 0.29449082787437
306 => 0.29630266855731
307 => 0.29605233075875
308 => 0.30017997347253
309 => 0.2919874432655
310 => 0.2884849778792
311 => 0.26484116289507
312 => 0.27148411048693
313 => 0.28114002493833
314 => 0.27986202845287
315 => 0.27284964527493
316 => 0.27860632695391
317 => 0.27670298796276
318 => 0.27520174553083
319 => 0.28207922814166
320 => 0.27451715349964
321 => 0.28106458745909
322 => 0.27266743568156
323 => 0.27622728301621
324 => 0.27420654149862
325 => 0.27551420891327
326 => 0.26786961192729
327 => 0.27199445089882
328 => 0.26769800506486
329 => 0.26769596799012
330 => 0.26760112371021
331 => 0.2726558731805
401 => 0.27282070837926
402 => 0.26908524088341
403 => 0.26854690165829
404 => 0.27053742392857
405 => 0.26820704366868
406 => 0.26929741392504
407 => 0.26824006987296
408 => 0.26800203945577
409 => 0.26610537259401
410 => 0.26528823636003
411 => 0.26560865653238
412 => 0.26451489729622
413 => 0.26385586779344
414 => 0.26747002615457
415 => 0.26553912713695
416 => 0.26717408818713
417 => 0.26531084372191
418 => 0.2588520266285
419 => 0.25513749261733
420 => 0.24293738586054
421 => 0.24639732100258
422 => 0.24869126158131
423 => 0.24793311423373
424 => 0.24956190810042
425 => 0.24966190281532
426 => 0.24913236532567
427 => 0.24851922875061
428 => 0.24822078777445
429 => 0.25044512230264
430 => 0.25173642336392
501 => 0.24892148920736
502 => 0.24826198951959
503 => 0.25110804336865
504 => 0.25284413457246
505 => 0.26566245659605
506 => 0.26471283389791
507 => 0.2670962005162
508 => 0.26682787001072
509 => 0.26932601792677
510 => 0.27340943397343
511 => 0.26510670740949
512 => 0.2665477736543
513 => 0.26619445749015
514 => 0.27005187072587
515 => 0.27006391314894
516 => 0.26775120122205
517 => 0.26900495987708
518 => 0.26830514619091
519 => 0.26956980410731
520 => 0.26470015110781
521 => 0.27063086281464
522 => 0.2739931941858
523 => 0.27403988016015
524 => 0.27563359854496
525 => 0.27725290872588
526 => 0.28036103360595
527 => 0.27716622480991
528 => 0.2714190747942
529 => 0.27183400046215
530 => 0.26846444851074
531 => 0.2685210912878
601 => 0.26821872770467
602 => 0.26912614357852
603 => 0.2648992778637
604 => 0.26589131479843
605 => 0.26450245728045
606 => 0.2665447545493
607 => 0.26434758029185
608 => 0.2661942871104
609 => 0.26699126455399
610 => 0.26993212847852
611 => 0.26391321229905
612 => 0.25164023476433
613 => 0.2542201634376
614 => 0.25040424628081
615 => 0.25075742394189
616 => 0.25147089902508
617 => 0.24915829284593
618 => 0.24959946522632
619 => 0.24958370344441
620 => 0.24944787692311
621 => 0.24884627873883
622 => 0.24797384234904
623 => 0.25144936040419
624 => 0.25203991864668
625 => 0.25335265646503
626 => 0.25725847377389
627 => 0.25686819051922
628 => 0.25750475870028
629 => 0.2561151339352
630 => 0.2508218846492
701 => 0.25110933355202
702 => 0.2475248411278
703 => 0.25326099293471
704 => 0.25190259647333
705 => 0.25102682943778
706 => 0.25078786828821
707 => 0.2547033673627
708 => 0.25587494605372
709 => 0.2551448968352
710 => 0.25364754458908
711 => 0.25652290355409
712 => 0.25729222831147
713 => 0.25746445175304
714 => 0.26255903654365
715 => 0.25774918244906
716 => 0.25890696213546
717 => 0.26793962874601
718 => 0.25974824655303
719 => 0.26408740439027
720 => 0.26387502519403
721 => 0.26609479151447
722 => 0.26369293956563
723 => 0.26372271339913
724 => 0.26569371551168
725 => 0.26292579851671
726 => 0.26224042334344
727 => 0.26129358245034
728 => 0.26336097490096
729 => 0.26460028317499
730 => 0.27458819769205
731 => 0.2810408459743
801 => 0.28076071949472
802 => 0.2833205511433
803 => 0.28216732354025
804 => 0.27844324740391
805 => 0.28479979126594
806 => 0.2827883148189
807 => 0.28295413849325
808 => 0.28294796652781
809 => 0.28428542251877
810 => 0.28333771237313
811 => 0.28146967839563
812 => 0.28270976652739
813 => 0.28639238493909
814 => 0.29782334548555
815 => 0.30422026244743
816 => 0.29743824305224
817 => 0.30211638921618
818 => 0.29931116851173
819 => 0.29880137646164
820 => 0.30173959796489
821 => 0.30468296243591
822 => 0.30449548284362
823 => 0.3023587513811
824 => 0.30115176599547
825 => 0.31029146370521
826 => 0.31702543728707
827 => 0.31656622543392
828 => 0.31859303721003
829 => 0.32454381927162
830 => 0.32508788420571
831 => 0.3250193445292
901 => 0.32367082282277
902 => 0.32953014056911
903 => 0.33441808651799
904 => 0.32335867901027
905 => 0.32756995661094
906 => 0.32946053480477
907 => 0.33223646450258
908 => 0.33691992320263
909 => 0.34200740157695
910 => 0.34272682680044
911 => 0.34221636017671
912 => 0.33886103143009
913 => 0.34442781097351
914 => 0.347688699873
915 => 0.34963048458854
916 => 0.35455452754496
917 => 0.32947221037206
918 => 0.31171769960503
919 => 0.30894507637052
920 => 0.31458331474593
921 => 0.31607007324142
922 => 0.31547076275612
923 => 0.29548644671833
924 => 0.30883986308243
925 => 0.32320701630306
926 => 0.32375891717034
927 => 0.33095141447559
928 => 0.33329358642861
929 => 0.33908448950151
930 => 0.3387222669376
1001 => 0.34013225968246
1002 => 0.33980812676809
1003 => 0.35053455529213
1004 => 0.3623673988442
1005 => 0.36195766509813
1006 => 0.36025655383767
1007 => 0.36278299414203
1008 => 0.37499575677234
1009 => 0.37387140129488
1010 => 0.37496361686886
1011 => 0.38936315229114
1012 => 0.40808459665013
1013 => 0.3993866061431
1014 => 0.41825874276402
1015 => 0.43013775239791
1016 => 0.4506812712472
1017 => 0.44810912150831
1018 => 0.45610656264103
1019 => 0.44350443665184
1020 => 0.41456740807077
1021 => 0.40998801253132
1022 => 0.41915607837006
1023 => 0.44169487362783
1024 => 0.41844625149863
1025 => 0.4231494174763
1026 => 0.42179490535833
1027 => 0.42172272916387
1028 => 0.42447740094463
1029 => 0.42048160585262
1030 => 0.40420201781795
1031 => 0.41166285707803
1101 => 0.40878186874078
1102 => 0.41197854009286
1103 => 0.42922965697249
1104 => 0.42160252698474
1105 => 0.41356796512038
1106 => 0.4236450887103
1107 => 0.43647672991563
1108 => 0.43567374886967
1109 => 0.43411563002048
1110 => 0.44289866439291
1111 => 0.45740566398854
1112 => 0.46132684768539
1113 => 0.46422138532534
1114 => 0.46462049316227
1115 => 0.46873155192684
1116 => 0.44662535282958
1117 => 0.48170845852438
1118 => 0.48776634172664
1119 => 0.48662771075815
1120 => 0.49336079298276
1121 => 0.49137974939047
1122 => 0.48850952804146
1123 => 0.49918289553513
1124 => 0.48694674099998
1125 => 0.46957906012635
1126 => 0.4600508069053
1127 => 0.47259837936904
1128 => 0.48026074402271
1129 => 0.48532507964087
1130 => 0.48685754453897
1201 => 0.44834139413722
1202 => 0.42758332527431
1203 => 0.44088900942369
1204 => 0.45712286239521
1205 => 0.44653517295666
1206 => 0.4469501903375
1207 => 0.43185492759396
1208 => 0.45845845819611
1209 => 0.45458254755829
1210 => 0.47469077880367
1211 => 0.46989178803832
1212 => 0.4862892700219
1213 => 0.48197126347616
1214 => 0.49989506723102
1215 => 0.50704535781645
1216 => 0.51905180856325
1217 => 0.52788380260765
1218 => 0.53307011843964
1219 => 0.53275875149047
1220 => 0.55330951862912
1221 => 0.54119144923657
1222 => 0.52596829806987
1223 => 0.52569295929369
1224 => 0.53357724499665
1225 => 0.55010054488189
1226 => 0.5543847961379
1227 => 0.5567791081217
1228 => 0.55311213597191
1229 => 0.53995884015616
1230 => 0.53427931371164
1231 => 0.53911843479409
]
'min_raw' => 0.19954022598983
'max_raw' => 0.5567791081217
'avg_raw' => 0.37815966705577
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.19954'
'max' => '$0.556779'
'avg' => '$0.378159'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.078994987615978
'max_diff' => 0.28767035527788
'year' => 2036
]
11 => [
'items' => [
101 => 0.53320060554067
102 => 0.5434164390817
103 => 0.55744496051783
104 => 0.55454812631606
105 => 0.56423180873494
106 => 0.57425340128538
107 => 0.58858472873039
108 => 0.59233146841204
109 => 0.59852468663005
110 => 0.60489954254259
111 => 0.60694697445451
112 => 0.61085615725518
113 => 0.6108355539322
114 => 0.62261613942037
115 => 0.6356104900282
116 => 0.64051555656274
117 => 0.65179448659198
118 => 0.63247971417776
119 => 0.64713019092606
120 => 0.66034528767824
121 => 0.6445897045358
122 => 0.66630510531761
123 => 0.66714826512181
124 => 0.67987897711982
125 => 0.66697396160053
126 => 0.65931100457944
127 => 0.68143367437207
128 => 0.69213813742716
129 => 0.68891386603916
130 => 0.66437700157455
131 => 0.65009549402052
201 => 0.61271803405456
202 => 0.65699324997035
203 => 0.67855841611717
204 => 0.66432115300399
205 => 0.67150160038614
206 => 0.71067579303528
207 => 0.72559078925494
208 => 0.72248857430494
209 => 0.72301279756469
210 => 0.73106065879848
211 => 0.76674930754726
212 => 0.74536384196059
213 => 0.76171222910349
214 => 0.77038335469559
215 => 0.77843757939262
216 => 0.75865894910059
217 => 0.73292724169644
218 => 0.72477692981795
219 => 0.66290553777317
220 => 0.6596848631234
221 => 0.65787700084606
222 => 0.6464786849146
223 => 0.63752273085397
224 => 0.6304006236717
225 => 0.61171008758419
226 => 0.61801759484728
227 => 0.58822878134184
228 => 0.60728660857189
301 => 0.55974294294115
302 => 0.59933872044608
303 => 0.57778853894923
304 => 0.59225890623409
305 => 0.59220842048583
306 => 0.56556388648028
307 => 0.55019587532311
308 => 0.5599889701644
309 => 0.57048794521109
310 => 0.57219136858963
311 => 0.58580356378896
312 => 0.58960243487593
313 => 0.57809167813006
314 => 0.55875770614684
315 => 0.5632485468776
316 => 0.55010486857904
317 => 0.5270710779251
318 => 0.54361434850416
319 => 0.54926294843611
320 => 0.5517576919597
321 => 0.52910660430028
322 => 0.52198914077866
323 => 0.51819986292105
324 => 0.55583373517019
325 => 0.55789540364566
326 => 0.54734761623461
327 => 0.59502461551483
328 => 0.58423384220839
329 => 0.59628977979533
330 => 0.56284105015205
331 => 0.56411883666911
401 => 0.5482836720163
402 => 0.55715030611579
403 => 0.55088365491923
404 => 0.55643396970234
405 => 0.55976080549853
406 => 0.57559337175662
407 => 0.59951950292055
408 => 0.57322851432722
409 => 0.56177315410322
410 => 0.5688799951588
411 => 0.58780644941837
412 => 0.616480996449
413 => 0.59950508747783
414 => 0.6070387076096
415 => 0.60868446846096
416 => 0.59616706166793
417 => 0.6169425310921
418 => 0.62807627393612
419 => 0.63949719029063
420 => 0.64941365195444
421 => 0.6349354251473
422 => 0.65042920320322
423 => 0.63794395311016
424 => 0.62674339307524
425 => 0.62676037970143
426 => 0.61973410477745
427 => 0.60611981174464
428 => 0.60360912722866
429 => 0.61667002514529
430 => 0.62714362840279
501 => 0.62800628453225
502 => 0.63380500944877
503 => 0.63723663512275
504 => 0.67087123179662
505 => 0.68439934481883
506 => 0.70094126534831
507 => 0.70738527564611
508 => 0.7267794363369
509 => 0.71111707646237
510 => 0.70772842638265
511 => 0.66068453632838
512 => 0.66838797068932
513 => 0.68072191237204
514 => 0.66088791848386
515 => 0.67346802244983
516 => 0.67595160145574
517 => 0.66021396696111
518 => 0.66862011752774
519 => 0.64629587387272
520 => 0.60000611042711
521 => 0.61699406483144
522 => 0.62950291735665
523 => 0.61165124247278
524 => 0.6436496787469
525 => 0.62495685285736
526 => 0.61903212446426
527 => 0.5959176466846
528 => 0.60682679043876
529 => 0.62158156357015
530 => 0.61246482920144
531 => 0.63138342190107
601 => 0.65817719456814
602 => 0.67727203256744
603 => 0.67873789712748
604 => 0.66646119554872
605 => 0.68613468817754
606 => 0.6862779880933
607 => 0.66408620803941
608 => 0.65049386632075
609 => 0.64740565768374
610 => 0.65512060833796
611 => 0.66448798269064
612 => 0.67925772121044
613 => 0.68818276486731
614 => 0.71145454524706
615 => 0.71775122176359
616 => 0.72466936022221
617 => 0.73391412667783
618 => 0.74501483911726
619 => 0.72072711226369
620 => 0.72169210892957
621 => 0.69907571397
622 => 0.67490685243658
623 => 0.69324800564933
624 => 0.71722662365363
625 => 0.71172590218942
626 => 0.71110695865516
627 => 0.71214784999917
628 => 0.70800048565193
629 => 0.68924211041785
630 => 0.67982177180893
701 => 0.69197641199912
702 => 0.69843606231941
703 => 0.70845441662547
704 => 0.70721944299545
705 => 0.73302564779515
706 => 0.7430531586412
707 => 0.7404876922654
708 => 0.74095979981994
709 => 0.75911412923035
710 => 0.77930547725733
711 => 0.79821733916764
712 => 0.81745529738617
713 => 0.79426318788344
714 => 0.78248766496841
715 => 0.79463699882292
716 => 0.78819039126546
717 => 0.82523451047865
718 => 0.82779936491948
719 => 0.86484080542121
720 => 0.89999754327004
721 => 0.87791622612557
722 => 0.89873791362843
723 => 0.92125826627987
724 => 0.96470368034003
725 => 0.95007279331266
726 => 0.93886576314493
727 => 0.9282751737884
728 => 0.95031250903063
729 => 0.97866318876472
730 => 0.98476965364001
731 => 0.9946644595871
801 => 0.98426128101305
802 => 0.99679076373297
803 => 1.041025343468
804 => 1.0290727695541
805 => 1.0120981931244
806 => 1.047017145491
807 => 1.0596541786084
808 => 1.1483474950925
809 => 1.2603264708919
810 => 1.2139664396174
811 => 1.1851892721764
812 => 1.1919525891286
813 => 1.2328435203629
814 => 1.2459763896621
815 => 1.2102767237354
816 => 1.2228864492662
817 => 1.292367276702
818 => 1.3296415114095
819 => 1.2790180940791
820 => 1.1393500934186
821 => 1.0105698182397
822 => 1.0447281462685
823 => 1.0408556519264
824 => 1.1155041330964
825 => 1.0287877046193
826 => 1.0302477868782
827 => 1.1064399195846
828 => 1.0861131648424
829 => 1.053186425414
830 => 1.0108102198765
831 => 0.93247388461572
901 => 0.86308920790497
902 => 0.99916853727149
903 => 0.993300549145
904 => 0.98480283275073
905 => 1.0037135810372
906 => 1.0955388068069
907 => 1.0934219381437
908 => 1.079955499744
909 => 1.0901696745824
910 => 1.05139583118
911 => 1.0613887334888
912 => 1.0105494187862
913 => 1.0335309122691
914 => 1.0531157794193
915 => 1.0570477314587
916 => 1.0659066201737
917 => 0.99020838604578
918 => 1.0241946707858
919 => 1.0441584289864
920 => 0.95396144314856
921 => 1.0423755245818
922 => 0.98889064820299
923 => 0.97073707784414
924 => 0.9951784687813
925 => 0.98565363496305
926 => 0.97746474216314
927 => 0.97289519927775
928 => 0.99084225928411
929 => 0.99000500748344
930 => 0.96064013393878
1001 => 0.92233485346514
1002 => 0.93519136292006
1003 => 0.93052047250467
1004 => 0.91359256308244
1005 => 0.92499993014945
1006 => 0.87476765872269
1007 => 0.78834564657923
1008 => 0.84543867497902
1009 => 0.8432406554909
1010 => 0.84213231439273
1011 => 0.88503614729978
1012 => 0.8809119337256
1013 => 0.87342644570406
1014 => 0.91345508622473
1015 => 0.89884409397349
1016 => 0.94387172930908
1017 => 0.97352984214596
1018 => 0.96600758539108
1019 => 0.99390118386426
1020 => 0.93548755093141
1021 => 0.95489021664352
1022 => 0.95888907915586
1023 => 0.91296113901419
1024 => 0.88158670607135
1025 => 0.87949438908878
1026 => 0.82509544602907
1027 => 0.85415492231864
1028 => 0.87972605889063
1029 => 0.867479468873
1030 => 0.8636025643299
1031 => 0.88340882884264
1101 => 0.88494794522446
1102 => 0.84985592861063
1103 => 0.85715267008429
1104 => 0.88758129501176
1105 => 0.85638594680792
1106 => 0.79577848097907
1107 => 0.78074699148974
1108 => 0.77874151370655
1109 => 0.73797492204902
1110 => 0.78175146749328
1111 => 0.76264183226838
1112 => 0.82300894097525
1113 => 0.78852757223719
1114 => 0.78704114934793
1115 => 0.78479420313998
1116 => 0.74970471365365
1117 => 0.75738708179777
1118 => 0.78292444356651
1119 => 0.79203646194457
1120 => 0.79108600377517
1121 => 0.78279929656198
1122 => 0.78659290868937
1123 => 0.77437236224497
1124 => 0.77005703294677
1125 => 0.75643666665682
1126 => 0.73641849093281
1127 => 0.73920214104584
1128 => 0.69954089689598
1129 => 0.67793134610159
1130 => 0.671950107251
1201 => 0.66395174468682
1202 => 0.67285354358546
1203 => 0.69942854157447
1204 => 0.66737345579939
1205 => 0.61241725964082
1206 => 0.61572022067075
1207 => 0.62314099344708
1208 => 0.60931243247172
1209 => 0.5962248600517
1210 => 0.6076034424426
1211 => 0.58431777765548
1212 => 0.62595495478802
1213 => 0.62482878583343
1214 => 0.64034855064268
1215 => 0.65005337807554
1216 => 0.62768689281799
1217 => 0.62206178226112
1218 => 0.62526610088134
1219 => 0.57230585179717
1220 => 0.63602056841959
1221 => 0.63657157593475
1222 => 0.63185351506357
1223 => 0.66577963469383
1224 => 0.73737432893574
1225 => 0.71043752507203
1226 => 0.7000067804468
1227 => 0.68017792728939
1228 => 0.70659869680083
1229 => 0.70456999393056
1230 => 0.69539543018849
1231 => 0.68984662541091
]
'min_raw' => 0.51819986292105
'max_raw' => 1.3296415114095
'avg_raw' => 0.92392068716527
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.518199'
'max' => '$1.32'
'avg' => '$0.92392'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.31865963693122
'max_diff' => 0.77286240328779
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.016265701563371
]
1 => [
'year' => 2028
'avg' => 0.027916665849649
]
2 => [
'year' => 2029
'avg' => 0.076263299611758
]
3 => [
'year' => 2030
'avg' => 0.058837022075758
]
4 => [
'year' => 2031
'avg' => 0.057785247270267
]
5 => [
'year' => 2032
'avg' => 0.10131572415138
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.016265701563371
'min' => '$0.016265'
'max_raw' => 0.10131572415138
'max' => '$0.101315'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.10131572415138
]
1 => [
'year' => 2033
'avg' => 0.26059446069039
]
2 => [
'year' => 2034
'avg' => 0.16517729276933
]
3 => [
'year' => 2035
'avg' => 0.19482699560884
]
4 => [
'year' => 2036
'avg' => 0.37815966705577
]
5 => [
'year' => 2037
'avg' => 0.92392068716527
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.10131572415138
'min' => '$0.101315'
'max_raw' => 0.92392068716527
'max' => '$0.92392'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 0.92392068716527
]
]
]
]
'prediction_2025_max_price' => '$0.027811'
'last_price' => 0.02696665
'sma_50day_nextmonth' => '$0.02421'
'sma_200day_nextmonth' => '$0.059978'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'augmenter'
'sma_200day_date_nextmonth' => '4 févr. 2026'
'sma_50day_date_nextmonth' => '4 févr. 2026'
'daily_sma3' => '$0.025621'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.024934'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.0231089'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.023409'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.0285019'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.041066'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.076245'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.025815'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.025038'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.024122'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.024587'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.030033'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.046054'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.111054'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.052157'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.196458'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$0.715376'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.025879'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.0270044'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.033945'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.066587'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.241394'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.622156'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.539957'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '55.99'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 110.71
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.023115'
'vwma_10_action' => 'BUY'
'hma_9' => '0.026544'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 100
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 175.48
'cci_20_action' => 'SELL'
'adx_14' => 26.7
'adx_14_action' => 'SELL'
'ao_5_34' => '-0.001024'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -0
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 80.45
'ultimate_oscillator_action' => 'SELL'
'ichimoku_cloud' => '-0.009449'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 16
'buy_signals' => 17
'sell_pct' => 48.48
'buy_pct' => 51.52
'overall_action' => 'bullish'
'overall_action_label' => 'Haussier'
'overall_action_dir' => 1
'last_updated' => 1767709598
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de Hatom pour 2026
La prévision du prix de Hatom pour 2026 suggère que le prix moyen pourrait varier entre $0.009316 à la baisse et $0.027811 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, Hatom pourrait potentiellement gagner 3.13% d'ici 2026 si HTM atteint l'objectif de prix prévu.
Prévision du prix de Hatom de 2027 à 2032
La prévision du prix de HTM pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.016265 à la baisse et $0.101315 à la hausse. Compte tenu de la volatilité des prix sur le marché, si Hatom atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de Hatom | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.008969 | $0.016265 | $0.023562 |
| 2028 | $0.016186 | $0.027916 | $0.039646 |
| 2029 | $0.035557 | $0.076263 | $0.116968 |
| 2030 | $0.03024 | $0.058837 | $0.087433 |
| 2031 | $0.035753 | $0.057785 | $0.079817 |
| 2032 | $0.054574 | $0.101315 | $0.148056 |
Prévision du prix de Hatom de 2032 à 2037
La prévision du prix de Hatom pour 2032-2037 est actuellement estimée entre $0.101315 à la baisse et $0.92392 à la hausse. Par rapport au prix actuel, Hatom pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de Hatom | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.054574 | $0.101315 | $0.148056 |
| 2033 | $0.12682 | $0.260594 | $0.394368 |
| 2034 | $0.101957 | $0.165177 | $0.228397 |
| 2035 | $0.120545 | $0.194826 | $0.2691087 |
| 2036 | $0.19954 | $0.378159 | $0.556779 |
| 2037 | $0.518199 | $0.92392 | $1.32 |
Hatom Histogramme des prix potentiels
Prévision du prix de Hatom basée sur l'analyse technique
Indicateur de Sentiment du Marché
Haussier 51.52%
Baissier 48.48%
Au 6 janvier 2026, le sentiment global de prévision du prix pour Hatom est Haussier, avec 17 indicateurs techniques montrant des signaux haussiers et 16 indiquant des signaux baissiers. La prévision du prix de HTM a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de Hatom et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de Hatom devrait augmenter au cours du prochain mois, atteignant $0.059978 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour Hatom devrait atteindre $0.02421 d'ici le 4 févr. 2026.
Le Relative Strength Index (RSI), un oscillateur de momentum, est un outil couramment utilisé pour identifier si une cryptomonnaie est survendue (en dessous de 30) ou surachetée (au-dessus de 70). Actuellement, le RSI est à 55.99, ce qui suggère que le marché de HTM est dans un état NEUTRAL.
Moyennes Mobiles et Oscillateurs Populaires de HTM pour le Samedi 19 Octobre 2024
Les moyennes mobiles (MA) sont des indicateurs largement utilisés sur les marchés financiers, conçus pour lisser les mouvements de prix sur une période donnée. En tant qu'indicateurs retardés, ils sont basés sur des données historiques de prix. Le tableau ci-dessous met en évidence deux types : la moyenne mobile simple (SMA) et la moyenne mobile exponentielle (EMA).
Moyenne Mobile Simple Quotidienne (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 3 | $0.025621 | BUY |
| SMA 5 | $0.024934 | BUY |
| SMA 10 | $0.0231089 | BUY |
| SMA 21 | $0.023409 | BUY |
| SMA 50 | $0.0285019 | SELL |
| SMA 100 | $0.041066 | SELL |
| SMA 200 | $0.076245 | SELL |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.025815 | BUY |
| EMA 5 | $0.025038 | BUY |
| EMA 10 | $0.024122 | BUY |
| EMA 21 | $0.024587 | BUY |
| EMA 50 | $0.030033 | SELL |
| EMA 100 | $0.046054 | SELL |
| EMA 200 | $0.111054 | SELL |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $0.052157 | SELL |
| SMA 50 | $0.196458 | SELL |
| SMA 100 | $0.715376 | SELL |
| SMA 200 | — | — |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.066587 | SELL |
| EMA 50 | $0.241394 | SELL |
| EMA 100 | $0.622156 | SELL |
| EMA 200 | $0.539957 | SELL |
Oscillateurs de Hatom
Un oscillateur est un outil d'analyse technique qui établit des limites hautes et basses entre deux extrêmes, créant un indicateur de tendance qui fluctue à l'intérieur de ces limites. Les traders utilisent cet indicateur pour identifier les conditions de surachat ou de survente à court terme.
| Période | Valeur | Action |
|---|---|---|
| RSI (14) | 55.99 | NEUTRAL |
| Stoch RSI (14) | 110.71 | SELL |
| Stochastique Rapide (14) | 100 | SELL |
| Indice de Canal des Matières Premières (20) | 175.48 | SELL |
| Indice Directionnel Moyen (14) | 26.7 | SELL |
| Oscillateur Impressionnant (5, 34) | -0.001024 | NEUTRAL |
| Momentum (10) | 0.01 | BUY |
| MACD (12, 26) | 0 | BUY |
| Plage de Pourcentage de Williams (14) | -0 | SELL |
| Oscillateur Ultime (7, 14, 28) | 80.45 | SELL |
| VWMA (10) | 0.023115 | BUY |
| Moyenne Mobile de Hull (9) | 0.026544 | BUY |
| Nuage Ichimoku B/L (9, 26, 52, 26) | -0.009449 | SELL |
Prévision du cours de Hatom basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de Hatom
M0 : le total de toutes les devises physiques, plus les comptes à la banque centrale qui peuvent être échangés contre des devises physiques.
M1 : M0 plus le montant des comptes à vue, y compris les comptes de "chèques" et les comptes "courants".
M2 : M1 plus la plupart des comptes d'épargne, comptes du marché monétaire et comptes de certificats de dépôt (CD) de moins de 100 000 $.
Prédictions du cours de Hatom par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.037892 | $0.053245 | $0.074818 | $0.105132 | $0.147729 | $0.207584 |
| Action Amazon.com | $0.056267 | $0.1174055 | $0.244973 | $0.511151 | $1.06 | $2.22 |
| Action Apple | $0.03825 | $0.054254 | $0.076956 | $0.109156 | $0.15483 | $0.219615 |
| Action Netflix | $0.042549 | $0.067135 | $0.105929 | $0.16714 | $0.263721 | $0.416111 |
| Action Google | $0.034921 | $0.045223 | $0.058564 | $0.07584 | $0.098212 | $0.127185 |
| Action Tesla | $0.061131 | $0.13858 | $0.31415 | $0.712156 | $1.61 | $3.65 |
| Action Kodak | $0.020222 | $0.015164 | $0.011371 | $0.008527 | $0.006394 | $0.004795 |
| Action Nokia | $0.017864 | $0.011834 | $0.007839 | $0.005193 | $0.00344 | $0.002279 |
Ce calcul montre la valeur potentielle des cryptomonnaies si l'on suppose que leur capitalisation se comportera comme celle de certaines sociétés Internet ou niches technologiques. En extrapolant les données, vous pourrez obtenir une potentielle image des cours futurs pour 2024, 2025, 2026, 2027, 2028, 2029 et 2030.
Aperçu des prévisions relatives à Hatom
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans Hatom maintenant ?", "Devrais-je acheter HTM aujourd'hui ?", " Hatom sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de Hatom avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme Hatom en utilisant des méthodes d'analyse technique.
Si vous souhaitez trouver des cryptomonnaies ayant un bon rendement, vous devriez consulter un maximum d'informations disponibles à propos de Hatom afin de prendre une décision responsable concernant cet investissement.
Le cours de Hatom est de $0.02696 USD actuellement, mais ce cours peut subir une hausse ou une baisse, ce qui pourrait causer la perte de votre investissement, car les cryptomonnaies sont des actifs à haut risque.
Prévision du cours de Hatom basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Hatom présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.027667 | $0.028386 | $0.029124 | $0.029881 |
| Si Hatom présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.028368 | $0.029843 | $0.031394 | $0.033026 |
| Si Hatom présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.030471 | $0.034431 | $0.0389065 | $0.043963 |
| Si Hatom présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.033976 | $0.0428076 | $0.053934 | $0.067954 |
| Si Hatom présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.040985 | $0.062292 | $0.094676 | $0.143895 |
| Si Hatom présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.062014 | $0.142611 | $0.327958 | $0.754192 |
| Si Hatom présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $0.097061 | $0.349356 | $1.25 | $4.52 |
Boîte à questions
Est-ce que HTM est un bon investissement ?
La décision d'acquérir Hatom dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de Hatom a connu une hausse de 6.9023% au cours des 24 heures précédentes, et Hatom a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans Hatom dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que Hatom peut monter ?
Il semble que la valeur moyenne de Hatom pourrait potentiellement s'envoler jusqu'à $0.027811 pour la fin de cette année. En regardant les perspectives de Hatom sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $0.087433. Cependant, compte tenu de l'imprévisibilité du marché, il est essentiel de mener des recherches approfondies avant d'investir des fonds dans un projet, un réseau ou un actif particulier.
Quel sera le prix de Hatom la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de Hatom, le prix de Hatom va augmenter de 0.86% durant la prochaine semaine et atteindre $0.027197 d'ici 13 janvier 2026.
Quel sera le prix de Hatom le mois prochain ?
Basé sur notre nouveau pronostic expérimental de Hatom, le prix de Hatom va diminuer de -11.62% durant le prochain mois et atteindre $0.023833 d'ici 5 février 2026.
Jusqu'où le prix de Hatom peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de Hatom en 2026, HTM devrait fluctuer dans la fourchette de $0.009316 et $0.027811. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de Hatom ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera Hatom dans 5 ans ?
L'avenir de Hatom semble suivre une tendance haussière, avec un prix maximum de $0.087433 prévue après une période de cinq ans. Selon la prévision de Hatom pour 2030, la valeur de Hatom pourrait potentiellement atteindre son point le plus élevé d'environ $0.087433, tandis que son point le plus bas devrait être autour de $0.03024.
Combien vaudra Hatom en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de Hatom, il est attendu que la valeur de HTM en 2026 augmente de 3.13% jusqu'à $0.027811 si le meilleur scénario se produit. Le prix sera entre $0.027811 et $0.009316 durant 2026.
Combien vaudra Hatom en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de Hatom, le valeur de HTM pourrait diminuer de -12.62% jusqu'à $0.023562 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.023562 et $0.008969 tout au long de l'année.
Combien vaudra Hatom en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de Hatom suggère que la valeur de HTM en 2028 pourrait augmenter de 47.02%, atteignant $0.039646 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.039646 et $0.016186 durant l'année.
Combien vaudra Hatom en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de Hatom pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $0.116968 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $0.116968 et $0.035557.
Combien vaudra Hatom en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de Hatom, il est prévu que la valeur de HTM en 2030 augmente de 224.23%, atteignant $0.087433 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.087433 et $0.03024 au cours de 2030.
Combien vaudra Hatom en 2031 ?
Notre simulation expérimentale indique que le prix de Hatom pourrait augmenter de 195.98% en 2031, atteignant potentiellement $0.079817 dans des conditions idéales. Il est probable que le prix fluctue entre $0.079817 et $0.035753 durant l'année.
Combien vaudra Hatom en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de Hatom, HTM pourrait connaître une 449.04% hausse en valeur, atteignant $0.148056 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $0.148056 et $0.054574 tout au long de l'année.
Combien vaudra Hatom en 2033 ?
Selon notre prédiction expérimentale de prix de Hatom, la valeur de HTM est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $0.394368. Tout au long de l'année, le prix de HTM pourrait osciller entre $0.394368 et $0.12682.
Combien vaudra Hatom en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de Hatom suggèrent que HTM pourrait augmenter de 746.96% en 2034, atteignant potentiellement $0.228397 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $0.228397 et $0.101957.
Combien vaudra Hatom en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de Hatom, HTM pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $0.2691087 en 2035. La fourchette de prix attendue pour l'année se situe entre $0.2691087 et $0.120545.
Combien vaudra Hatom en 2036 ?
Notre récente simulation de prédiction de prix de Hatom suggère que la valeur de HTM pourrait augmenter de 1964.7% en 2036, pouvant atteindre $0.556779 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $0.556779 et $0.19954.
Combien vaudra Hatom en 2037 ?
Selon la simulation expérimentale, la valeur de Hatom pourrait augmenter de 4830.69% en 2037, avec un maximum de $1.32 sous des conditions favorables. Il est prévu que le prix chute entre $1.32 et $0.518199 au cours de l'année.
Prévisions liées
Prévision du cours de Paris Saint-Germain Fan Token- Prévision du cours de Qredo
- Prévision du cours de Proton
- Prévision du cours de Unifi Protocol DAO
- Prévision du cours de Pirate Chain
- Prévision du cours de Abelian
- Prévision du cours de FAR Labs
- Prévision du cours de Gamium
- Prévision du cours de Arkadiko
- Prévision du cours de League of Kingdoms
- Prévision du cours de Crust Network
- Prévision du cours de Tranchess
- Prévision du cours de Stronghold Token
- Prévision du cours de Floor Protocol
- Prévision du cours de Index Cooperative
- Prévision du cours de PARSIQ
- Prévision du cours de OctaSpace
- Prévision du cours de Blockasset
- Prévision du cours de FC Barcelona Fan Token
- Prévision du cours de Cosplay Token
- Prévision du cours de Velas
- Prévision du cours de Santos FC Fan Token
- Prévision du cours de Red Pulse Phoenix
- Prévision du cours de BarnBridge
- Prévision du cours de AdEx
Prévision du cours de Paris Saint-Germain Fan Token
Prévision du cours de Qredo
Prévision du cours de Proton
Prévision du cours de Unifi Protocol DAO
Prévision du cours de Pirate Chain
Prévision du cours de Abelian
Prévision du cours de FAR Labs
Prévision du cours de Gamium
Prévision du cours de Arkadiko
Prévision du cours de League of Kingdoms
Prévision du cours de Crust Network
Prévision du cours de Tranchess
Prévision du cours de Stronghold Token
Prévision du cours de Floor Protocol
Prévision du cours de Index Cooperative
Prévision du cours de PARSIQ
Prévision du cours de OctaSpace
Prévision du cours de Blockasset
Prévision du cours de FC Barcelona Fan Token
Prévision du cours de Cosplay Token
Prévision du cours de Velas
Prévision du cours de Santos FC Fan Token
Prévision du cours de Red Pulse Phoenix
Prévision du cours de BarnBridge
Prévision du cours de AdExComment lire et prédire les mouvements de prix de Hatom ?
Les traders de Hatom utilisent des indicateurs et des modèles graphiques pour prédire la direction du marché. Ils identifient également des niveaux clés de support et de résistance pour évaluer quand une tendance baissière pourrait ralentir ou une tendance haussière pourrait s'arrêter.
Indicateurs de prédiction du prix de Hatom
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de Hatom. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de HTM sur une période spécifique, comme une SMA de 12 jours. Une moyenne mobile exponentielle (EMA) donne plus de poids aux prix récents, réagissant plus rapidement aux changements de prix.
Les moyennes mobiles couramment utilisées sur le marché des cryptomonnaies incluent les moyennes sur 50 jours, 100 jours et 200 jours, qui aident à identifier les niveaux clés de résistance et de support. Un mouvement de prix de HTM au-dessus de ces moyennes est considéré comme haussier, tandis qu'une chute en dessous indique une faiblesse.
Les traders utilisent également le RSI et les niveaux de retracement de Fibonacci pour évaluer la direction future de HTM.
Comment lire les graphiques de Hatom et prédire les mouvements de prix ?
La plupart des traders préfèrent les graphiques en chandeliers aux simples graphiques linéaires parce qu'ils fournissent des informations plus détaillées. Les chandeliers peuvent représenter l'action des prix de Hatom dans différentes périodes, comme 5 minutes pour les tendances à court terme et hebdomadaire pour les tendances à long terme. Les options populaires incluent les graphiques de 1 heure, 4 heures et 1 jour.
Par exemple, un graphique en chandeliers de 1 heure montre les prix d'ouverture, de clôture, les plus hauts et les plus bas de HTM au sein de chaque heure. La couleur du chandelier est cruciale : le vert indique que le prix a clôturé plus haut qu'il n'a ouvert, tandis que le rouge signifie le contraire. Certains graphiques utilisent des chandeliers creux et pleins pour transmettre la même information.
Qu'est-ce qui affecte le prix de Hatom ?
L'action du prix de Hatom est déterminée par l'offre et la demande, influencée par des facteurs tels que les réductions de récompenses de bloc, les hard forks et les mises à jour de protocole. Les événements du monde réel, tels que les réglementations, l'adoption par les entreprises et les gouvernements et les piratages d'échanges de cryptomonnaies, impactent également le prix de HTM. La capitalisation boursière de Hatom peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de HTM, de grands détenteurs de Hatom, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de Hatom.
Modèles de prédiction de prix haussiers et baissiers
Les traders identifient souvent des modèles de chandeliers pour obtenir un avantage dans les prédictions de prix des cryptomonnaies. Certaines formations indiquent des tendances haussières, tandis que d'autres suggèrent des mouvements baissiers.
Modèles de chandeliers haussiers couramment suivis :
- Marteau
- Englobante haussière
- Ligne pénétrante
- Étoile du matin
- Trois soldats blancs
Modèles de chandeliers baissiers courants :
- Harami baissier
- Nuage sombre
- Étoile du soir
- Étoile filante
- Pendu