Prédiction du prix de Tectum jusqu'à $0.416287 d'ici 2026
| Année | Prix min. | Prix max. |
|---|---|---|
| 2026 | $0.139458 | $0.416287 |
| 2027 | $0.134253 | $0.352684 |
| 2028 | $0.242287 | $0.593438 |
| 2029 | $0.532236 | $1.75 |
| 2030 | $0.452644 | $1.30 |
| 2031 | $0.535165 | $1.19 |
| 2032 | $0.81689 | $2.21 |
| 2033 | $1.89 | $5.90 |
| 2034 | $1.52 | $3.41 |
| 2035 | $1.80 | $4.02 |
Calculateur de profit d’investissement
Si vous ouvrez une position short de $10,000.00 sur Tectum aujourd’hui et la fermez le Apr 06, 2026, notre prévision indique que vous pourriez gagner environ $3,954.43, soit un rendement de 39.54% sur les 90 prochains jours.
$
≈ $3,954.43
(39.54% ROI)
Prévision du prix à long terme de Tectum pour 2027, 2028, 2029, 2030, 2031, 2032 et 2037
[
'name' => 'Tectum'
'name_with_ticker' => 'Tectum <small>TET</small>'
'name_lang' => 'Tectum'
'name_lang_with_ticker' => 'Tectum <small>TET</small>'
'name_with_lang' => 'Tectum'
'name_with_lang_with_ticker' => 'Tectum <small>TET</small>'
'image' => '/uploads/coins/tectum.png?1717201096'
'price_for_sd' => 0.4036
'ticker' => 'TET'
'marketcap' => '$4.12M'
'low24h' => '$0.3726'
'high24h' => '$0.4251'
'volume24h' => '$118.56K'
'current_supply' => '9.93M'
'max_supply' => '10M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.4036'
'change_24h_pct' => '5.0196%'
'ath_price' => '$45.03'
'ath_days' => 730
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '7 janv. 2024'
'ath_pct' => '-99.08%'
'fdv' => '$4.14M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$19.90'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.4070972'
'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' => '$0.356747'
'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' => '$0.139458'
'current_year_max_price_prediction' => '$0.416287'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.452644'
'grand_prediction_max_price' => '$1.30'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.41129182253378
107 => 0.41282743690019
108 => 0.41628725447813
109 => 0.38672349208324
110 => 0.39999675345208
111 => 0.40779355096987
112 => 0.37256733613456
113 => 0.4070972419635
114 => 0.38620885275337
115 => 0.37911901972238
116 => 0.38866454588414
117 => 0.38494464505557
118 => 0.38174649276308
119 => 0.37996186883264
120 => 0.38697104974455
121 => 0.38664406307723
122 => 0.37517568268194
123 => 0.36021564796728
124 => 0.36523672666392
125 => 0.36341252170057
126 => 0.35680136758625
127 => 0.36125648722551
128 => 0.34163839501868
129 => 0.30788648703652
130 => 0.33018403129843
131 => 0.32932560009941
201 => 0.32889274016211
202 => 0.34564872841608
203 => 0.34403802677188
204 => 0.34111458751562
205 => 0.35674767633172
206 => 0.35104138861913
207 => 0.36862682277887
208 => 0.38020972707104
209 => 0.37727192787485
210 => 0.38816570534667
211 => 0.36535240217594
212 => 0.3729300663784
213 => 0.37449181246833
214 => 0.35655476644239
215 => 0.34430155748075
216 => 0.34348440813982
217 => 0.32223903239654
218 => 0.33358814063192
219 => 0.34357488622104
220 => 0.33879201008662
221 => 0.33727789438682
222 => 0.34501318312546
223 => 0.34561428130873
224 => 0.33190917902886
225 => 0.33475890377699
226 => 0.34664272970401
227 => 0.33445946185438
228 => 0.31078936254807
301 => 0.30491885065537
302 => 0.30413561615389
303 => 0.28821432230473
304 => 0.30531114633099
305 => 0.29784792447713
306 => 0.32142415289034
307 => 0.30795753766256
308 => 0.30737701879548
309 => 0.30649947938427
310 => 0.29279536406794
311 => 0.29579569438025
312 => 0.3057692493016
313 => 0.30932792605767
314 => 0.30895672691663
315 => 0.30572037344143
316 => 0.30720195948956
317 => 0.30242925460972
318 => 0.30074391318138
319 => 0.29542451204387
320 => 0.2876064618938
321 => 0.28869360971806
322 => 0.27320400666668
323 => 0.26476444882883
324 => 0.2624284904509
325 => 0.2593047492815
326 => 0.26278132532794
327 => 0.2731601265674
328 => 0.26064109028709
329 => 0.2391780806928
330 => 0.2404680441406
331 => 0.24336620901424
401 => 0.2379654979455
402 => 0.23285417816626
403 => 0.23729805601983
404 => 0.22820389591287
405 => 0.2444651948153
406 => 0.24402537225175
407 => 0.2500865788906
408 => 0.25387677579036
409 => 0.24514159902724
410 => 0.24294472569375
411 => 0.24419616458683
412 => 0.22351266729874
413 => 0.24839629589303
414 => 0.24861149054643
415 => 0.24676886327557
416 => 0.26001862730619
417 => 0.28797976211583
418 => 0.2774596584664
419 => 0.27338595636152
420 => 0.2656418456823
421 => 0.27596041336257
422 => 0.27516810835946
423 => 0.27158500466263
424 => 0.26941793236682
425 => 0.27341082951791
426 => 0.26892316822236
427 => 0.268117060941
428 => 0.2632329278693
429 => 0.2614895145766
430 => 0.26019876078196
501 => 0.25877776768092
502 => 0.2619121243724
503 => 0.25480925975054
504 => 0.24624390131898
505 => 0.24553178444386
506 => 0.24749800174602
507 => 0.24662809695748
508 => 0.2455276196744
509 => 0.24342650884387
510 => 0.24280315414357
511 => 0.24482875451081
512 => 0.24254196979604
513 => 0.2459162452103
514 => 0.24499862900479
515 => 0.23987289947352
516 => 0.23348434268942
517 => 0.23342747113359
518 => 0.23205106705379
519 => 0.23029800951442
520 => 0.22981034901149
521 => 0.23692380502198
522 => 0.25164844607587
523 => 0.2487576467062
524 => 0.25084654551182
525 => 0.26112186017637
526 => 0.26438807371874
527 => 0.26206979271088
528 => 0.25889638668197
529 => 0.25903600044193
530 => 0.26988048949805
531 => 0.27055684697836
601 => 0.27226578412991
602 => 0.27446225131523
603 => 0.26244386057033
604 => 0.25846993531864
605 => 0.25658686906941
606 => 0.25078775386014
607 => 0.25704160243478
608 => 0.25339775268683
609 => 0.25388943250946
610 => 0.25356922537995
611 => 0.25374408012498
612 => 0.24446064945085
613 => 0.24784304366575
614 => 0.24221915725733
615 => 0.23468940466734
616 => 0.23466416229639
617 => 0.23650705857539
618 => 0.2354108317561
619 => 0.23246091357195
620 => 0.23287993552679
621 => 0.2292088622868
622 => 0.23332567028505
623 => 0.2334437256078
624 => 0.23185853028442
625 => 0.23820104101576
626 => 0.24079957283739
627 => 0.23975616331737
628 => 0.24072636444394
629 => 0.24887777247118
630 => 0.25020680765049
701 => 0.250797077286
702 => 0.25000619417016
703 => 0.24087535721893
704 => 0.24128034866504
705 => 0.23830879014957
706 => 0.23579813633913
707 => 0.2358985493249
708 => 0.23718935174562
709 => 0.24282636162146
710 => 0.25468911658527
711 => 0.25513929946458
712 => 0.25568493424707
713 => 0.25346556337261
714 => 0.25279617988035
715 => 0.25367926948918
716 => 0.25813429653956
717 => 0.26959383564119
718 => 0.2655432691658
719 => 0.26225009557047
720 => 0.2651390966468
721 => 0.26469435757584
722 => 0.26094031224734
723 => 0.26083494869821
724 => 0.25362973547193
725 => 0.25096613219695
726 => 0.24874022593312
727 => 0.24630959440177
728 => 0.24486863455449
729 => 0.24708260378446
730 => 0.24758896474227
731 => 0.24274808232737
801 => 0.2420882879419
802 => 0.2460414570196
803 => 0.2443018146975
804 => 0.24609107996684
805 => 0.24650620485736
806 => 0.24643936018885
807 => 0.24462297380792
808 => 0.2457806843217
809 => 0.2430423538265
810 => 0.24006483069691
811 => 0.23816535644648
812 => 0.23650781323428
813 => 0.23742751454539
814 => 0.23414894730212
815 => 0.23310006765648
816 => 0.24538847804895
817 => 0.25446605892854
818 => 0.25433406730743
819 => 0.25353060225944
820 => 0.25233681617505
821 => 0.25804696365186
822 => 0.25605766244894
823 => 0.25750504528574
824 => 0.25787346496417
825 => 0.25898856036987
826 => 0.25938711113173
827 => 0.25818241391811
828 => 0.25413930292785
829 => 0.24406425474757
830 => 0.23937429262258
831 => 0.23782652700384
901 => 0.23788278534445
902 => 0.23633092916197
903 => 0.23678802035703
904 => 0.2361719714981
905 => 0.23500532399751
906 => 0.23735547734975
907 => 0.2376263106304
908 => 0.23707775675575
909 => 0.23720696105117
910 => 0.23266516925945
911 => 0.23301047182512
912 => 0.23108778326054
913 => 0.23072730233304
914 => 0.22586691306941
915 => 0.21725602896421
916 => 0.22202729463724
917 => 0.2162642766457
918 => 0.21408173440834
919 => 0.22441354990507
920 => 0.22337652218916
921 => 0.22160158152462
922 => 0.21897607435171
923 => 0.21800224820199
924 => 0.21208558879218
925 => 0.2117360009901
926 => 0.21466845715685
927 => 0.21331522953555
928 => 0.21141478544787
929 => 0.20453156960723
930 => 0.1967925560479
1001 => 0.19702614822155
1002 => 0.19948778444531
1003 => 0.20664532376275
1004 => 0.20384874932474
1005 => 0.20181980248297
1006 => 0.20143984172942
1007 => 0.20619584606177
1008 => 0.21292658860575
1009 => 0.2160845024155
1010 => 0.2129551057373
1011 => 0.20936022333207
1012 => 0.20957902716699
1013 => 0.21103463105491
1014 => 0.2111875944424
1015 => 0.20884769555647
1016 => 0.20950636338682
1017 => 0.20850578672267
1018 => 0.20236524958168
1019 => 0.20225418673665
1020 => 0.20074719989271
1021 => 0.20070156892999
1022 => 0.19813780837297
1023 => 0.1977791205486
1024 => 0.1926886183535
1025 => 0.19603920231378
1026 => 0.19379180650677
1027 => 0.19040445091854
1028 => 0.18982046953836
1029 => 0.18980291435289
1030 => 0.19328097114316
1031 => 0.19599855919516
1101 => 0.19383090091903
1102 => 0.19333736714785
1103 => 0.19860701663446
1104 => 0.19793640570336
1105 => 0.19735566096202
1106 => 0.21232392443436
1107 => 0.20047537590784
1108 => 0.19530873245876
1109 => 0.18891403007156
1110 => 0.19099617741372
1111 => 0.19143491645182
1112 => 0.17605680994233
1113 => 0.16981791404665
1114 => 0.16767696008309
1115 => 0.16644481080841
1116 => 0.16700631670524
1117 => 0.16139057864963
1118 => 0.16516444749873
1119 => 0.16030169302909
1120 => 0.15948643641749
1121 => 0.16818164378888
1122 => 0.16939153109795
1123 => 0.16422977595495
1124 => 0.16754445836901
1125 => 0.16634250844814
1126 => 0.16038505099752
1127 => 0.160157519943
1128 => 0.15716827720904
1129 => 0.15249069116183
1130 => 0.15035290882187
1201 => 0.14923953321814
1202 => 0.1496989336915
1203 => 0.14946664675428
1204 => 0.14795081736401
1205 => 0.14955353232057
1206 => 0.14545925789412
1207 => 0.14382888482769
1208 => 0.14309248313796
1209 => 0.13945857892684
1210 => 0.14524173653127
1211 => 0.14638109143364
1212 => 0.14752269121713
1213 => 0.15745953792918
1214 => 0.15696312114868
1215 => 0.16145048707959
1216 => 0.16127611629125
1217 => 0.15999624683725
1218 => 0.15459668813911
1219 => 0.15674885599831
1220 => 0.15012481784884
1221 => 0.15508799762123
1222 => 0.15282300964046
1223 => 0.15432220290656
1224 => 0.1516265182373
1225 => 0.15311842143536
1226 => 0.14665127474827
1227 => 0.14061234416708
1228 => 0.14304258612032
1229 => 0.14568453705538
1230 => 0.15141295983916
1231 => 0.1480011584876
]
'min_raw' => 0.13945857892684
'max_raw' => 0.41628725447813
'avg_raw' => 0.27787291670248
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.139458'
'max' => '$0.416287'
'avg' => '$0.277872'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.26418442107316
'max_diff' => 0.012644254478126
'year' => 2026
]
1 => [
'items' => [
101 => 0.14922817126812
102 => 0.14511788385286
103 => 0.13663718686962
104 => 0.13668518669354
105 => 0.1353806162247
106 => 0.13425327686921
107 => 0.14839304491477
108 => 0.14663454124165
109 => 0.1438325957858
110 => 0.14758311112334
111 => 0.14857480690727
112 => 0.14860303909208
113 => 0.15133931826753
114 => 0.15279967095397
115 => 0.15305706444449
116 => 0.15736265884829
117 => 0.15880583730028
118 => 0.16475008509777
119 => 0.15267577023145
120 => 0.1524271076625
121 => 0.14763588856549
122 => 0.14459722166799
123 => 0.14784394868765
124 => 0.15072010560464
125 => 0.14772525877815
126 => 0.14811632254903
127 => 0.14409598537244
128 => 0.14553306673863
129 => 0.14677087480695
130 => 0.14608742994661
131 => 0.14506427991159
201 => 0.15048429353671
202 => 0.15017847512677
203 => 0.15522571642006
204 => 0.15916040193986
205 => 0.16621206180051
206 => 0.15885328712458
207 => 0.15858510412691
208 => 0.16120663594705
209 => 0.15880543595742
210 => 0.16032291146426
211 => 0.16596757303628
212 => 0.16608683584056
213 => 0.1640890302075
214 => 0.16396746355316
215 => 0.16435116397859
216 => 0.16659850935499
217 => 0.16581321782653
218 => 0.16672197706441
219 => 0.1678583944068
220 => 0.17255909836589
221 => 0.17369242217627
222 => 0.17093903287808
223 => 0.17118763310331
224 => 0.17015778992356
225 => 0.16916297431582
226 => 0.17139917452087
227 => 0.17548587434823
228 => 0.1754604512007
301 => 0.17640848612656
302 => 0.17699910403142
303 => 0.17446373962502
304 => 0.17281331062439
305 => 0.17344619012276
306 => 0.17445817822297
307 => 0.17311801602109
308 => 0.16484591408759
309 => 0.16735514139029
310 => 0.16693748327218
311 => 0.16634268732302
312 => 0.16886573477917
313 => 0.16862238069701
314 => 0.16133298113901
315 => 0.16179962484831
316 => 0.16136135928855
317 => 0.16277748497286
318 => 0.15872896052314
319 => 0.15997425937664
320 => 0.16075529914361
321 => 0.16121533756658
322 => 0.16287731180166
323 => 0.16268229830761
324 => 0.16286518948906
325 => 0.16532945853476
326 => 0.17779288573285
327 => 0.17847124257624
328 => 0.17513076538203
329 => 0.17646522013312
330 => 0.1739033588242
331 => 0.17562315348386
401 => 0.17679979331194
402 => 0.17148278418364
403 => 0.17116794541017
404 => 0.16859551038832
405 => 0.16997779125889
406 => 0.1677784830043
407 => 0.16831811632144
408 => 0.16680925452233
409 => 0.16952490534934
410 => 0.17256142494342
411 => 0.17332856970867
412 => 0.17131054210787
413 => 0.16984935713039
414 => 0.1672839976542
415 => 0.17155024763588
416 => 0.17279782914213
417 => 0.17154369462134
418 => 0.17125308424949
419 => 0.17070237811996
420 => 0.17136991915822
421 => 0.17279103454532
422 => 0.17212086277265
423 => 0.1725635230354
424 => 0.17087655858305
425 => 0.17446457893614
426 => 0.18016321876096
427 => 0.18018154081982
428 => 0.17951136543467
429 => 0.1792371441062
430 => 0.179924784721
501 => 0.18029780154604
502 => 0.1825215052026
503 => 0.18490762782235
504 => 0.19604262094186
505 => 0.1929159594313
506 => 0.20279558775063
507 => 0.21060909104205
508 => 0.21295201903605
509 => 0.21079663552485
510 => 0.20342318496455
511 => 0.20306140830315
512 => 0.21408045643078
513 => 0.21096707063035
514 => 0.2105967432961
515 => 0.20665708613759
516 => 0.2089859114543
517 => 0.20847656319573
518 => 0.2076725320514
519 => 0.21211576852831
520 => 0.22043311056262
521 => 0.21913677480704
522 => 0.21816912030078
523 => 0.21392913993433
524 => 0.21648255514883
525 => 0.21557333289839
526 => 0.21947992869297
527 => 0.21716574788595
528 => 0.21094348367081
529 => 0.21193439975592
530 => 0.2117846247831
531 => 0.21486698311054
601 => 0.21394173564948
602 => 0.21160395536664
603 => 0.22040468279176
604 => 0.21983321250499
605 => 0.22064342671534
606 => 0.22100010806744
607 => 0.2263569557649
608 => 0.22855148486654
609 => 0.22904968139325
610 => 0.23113431430884
611 => 0.22899781382725
612 => 0.23754533905262
613 => 0.24322894456556
614 => 0.24983074484451
615 => 0.25947774944869
616 => 0.26310511241964
617 => 0.26244986176621
618 => 0.26976411055735
619 => 0.28290765304842
620 => 0.26510654749191
621 => 0.28385115486738
622 => 0.2779168285892
623 => 0.26384664773763
624 => 0.26294069396732
625 => 0.27246918379817
626 => 0.29360245715983
627 => 0.28830881187433
628 => 0.29361111566712
629 => 0.28742569664439
630 => 0.2871185384551
701 => 0.2933107036713
702 => 0.30777903521629
703 => 0.30090567323656
704 => 0.29105102342112
705 => 0.29832754348951
706 => 0.29202394839613
707 => 0.27782018438557
708 => 0.28830476392355
709 => 0.28129402417014
710 => 0.28334013074161
711 => 0.29807566293444
712 => 0.29630264471562
713 => 0.29859709446784
714 => 0.29454745071137
715 => 0.29076444487262
716 => 0.28370318354489
717 => 0.28161269218172
718 => 0.2821904287865
719 => 0.28161240588416
720 => 0.27766169506763
721 => 0.27680853944295
722 => 0.27538657602422
723 => 0.27582730194662
724 => 0.27315359470933
725 => 0.2781994326822
726 => 0.27913598467374
727 => 0.28280792476243
728 => 0.28318915776364
729 => 0.29341545864385
730 => 0.28778298396503
731 => 0.29156173426405
801 => 0.29122372727033
802 => 0.2641515912212
803 => 0.26788189270929
804 => 0.27368507119167
805 => 0.27107074715138
806 => 0.26737470461603
807 => 0.26438995209946
808 => 0.25986774683026
809 => 0.2662326639054
810 => 0.27460185302575
811 => 0.28340141421099
812 => 0.29397351040497
813 => 0.29161394160724
814 => 0.28320377622644
815 => 0.2835810501018
816 => 0.28591320874743
817 => 0.28289285140238
818 => 0.28200208905694
819 => 0.28579083167975
820 => 0.28581692266794
821 => 0.28234163652008
822 => 0.27847949193738
823 => 0.27846330941056
824 => 0.27777607808596
825 => 0.28754795357034
826 => 0.2929214970387
827 => 0.29353756513745
828 => 0.29288003074708
829 => 0.29313308963733
830 => 0.29000634309104
831 => 0.29715315848797
901 => 0.30371178304297
902 => 0.30195393155766
903 => 0.29931866228785
904 => 0.29721954338268
905 => 0.30145944585456
906 => 0.30127064967171
907 => 0.30365449917911
908 => 0.30354635399567
909 => 0.30274475506745
910 => 0.30195396018528
911 => 0.30508937250567
912 => 0.30418642411058
913 => 0.30328207318723
914 => 0.30146825896125
915 => 0.30171478643882
916 => 0.29907997218541
917 => 0.29786098655089
918 => 0.27953036736312
919 => 0.27463182694589
920 => 0.27617300748014
921 => 0.27668040412875
922 => 0.27454855306152
923 => 0.27760507986432
924 => 0.27712872339976
925 => 0.27898194774413
926 => 0.27782413363142
927 => 0.27787165072647
928 => 0.28127653515996
929 => 0.28226498759642
930 => 0.28176225270944
1001 => 0.28211435099154
1002 => 0.29022830729093
1003 => 0.28907476217487
1004 => 0.28846196432297
1005 => 0.28863171351589
1006 => 0.29070500331557
1007 => 0.29128541126205
1008 => 0.28882618200825
1009 => 0.28998596874098
1010 => 0.29492419345007
1011 => 0.29665229261895
1012 => 0.30216755563132
1013 => 0.29982457387768
1014 => 0.30412521828836
1015 => 0.31734393300908
1016 => 0.32790395699347
1017 => 0.31819252252598
1018 => 0.33758466176237
1019 => 0.35268422379505
1020 => 0.3521046774546
1021 => 0.34947171955504
1022 => 0.33228126962345
1023 => 0.31646236130124
1024 => 0.3296955498191
1025 => 0.32972928393806
1026 => 0.32859254130844
1027 => 0.32153233046415
1028 => 0.32834686127495
1029 => 0.32888777398397
1030 => 0.32858500670722
1031 => 0.32317195960644
1101 => 0.31490723718189
1102 => 0.31652214416069
1103 => 0.31916739473519
1104 => 0.31415938354059
1105 => 0.31255902051781
1106 => 0.31553439985867
1107 => 0.32512169203983
1108 => 0.32330926998839
1109 => 0.32326194032405
1110 => 0.3310162504467
1111 => 0.32546583788375
1112 => 0.31654251330935
1113 => 0.31428925617012
1114 => 0.30629171130174
1115 => 0.31181564402861
1116 => 0.31201444053338
1117 => 0.3089890390321
1118 => 0.31678800796723
1119 => 0.31671613909552
1120 => 0.32412009937609
1121 => 0.33827369063206
1122 => 0.33408777724174
1123 => 0.32922001539489
1124 => 0.32974927607603
1125 => 0.33555395942157
1126 => 0.33204431536283
1127 => 0.33330640783646
1128 => 0.33555204909345
1129 => 0.33690690021993
1130 => 0.32955433384891
1201 => 0.32784009891392
1202 => 0.32433337585164
1203 => 0.32341853726077
1204 => 0.32627469002483
1205 => 0.32552219468086
1206 => 0.31199773245693
1207 => 0.31058435090513
1208 => 0.31062769729948
1209 => 0.30707368218486
1210 => 0.30165295607369
1211 => 0.3158983006391
1212 => 0.31475420010703
1213 => 0.31349120166597
1214 => 0.31364591176843
1215 => 0.31982933302475
1216 => 0.31624263642582
1217 => 0.32577845718208
1218 => 0.3238181791076
1219 => 0.32180762729732
1220 => 0.32152970779424
1221 => 0.3207558168795
1222 => 0.31810185698074
1223 => 0.31489704092472
1224 => 0.31278094376812
1225 => 0.28852388708796
1226 => 0.29302585571099
1227 => 0.29820496024443
1228 => 0.29999276637542
1229 => 0.29693460027595
1230 => 0.31822261201808
1231 => 0.32211213689976
]
'min_raw' => 0.13425327686921
'max_raw' => 0.35268422379505
'avg_raw' => 0.24346875033213
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.134253'
'max' => '$0.352684'
'avg' => '$0.243468'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0052053020576286
'max_diff' => -0.063603030683072
'year' => 2027
]
2 => [
'items' => [
101 => 0.31033051232574
102 => 0.3081266514085
103 => 0.31836709677292
104 => 0.31219085637464
105 => 0.31497201704781
106 => 0.30896066888598
107 => 0.32117526425435
108 => 0.32108220950268
109 => 0.31633045602524
110 => 0.32034660552577
111 => 0.31964870071747
112 => 0.31428398274449
113 => 0.32134533538296
114 => 0.32134883772577
115 => 0.31677537831576
116 => 0.31143457898387
117 => 0.31047977020738
118 => 0.3097604500548
119 => 0.3147951083854
120 => 0.31930916730165
121 => 0.32770871181467
122 => 0.3298205568735
123 => 0.3380632287316
124 => 0.33315511896851
125 => 0.33533082045583
126 => 0.33769285219207
127 => 0.33882529706727
128 => 0.33698003891348
129 => 0.3497843011282
130 => 0.35086537317158
131 => 0.35122784727649
201 => 0.34691032210005
202 => 0.35074529498608
203 => 0.34895103817366
204 => 0.35361919594067
205 => 0.35435122268457
206 => 0.35373122207509
207 => 0.35396357891786
208 => 0.34303739994424
209 => 0.34247081992427
210 => 0.33474546114932
211 => 0.33789360195308
212 => 0.33200830361477
213 => 0.33387459234314
214 => 0.33469723463195
215 => 0.33426753298481
216 => 0.33807159311069
217 => 0.33483736488555
218 => 0.32630170484306
219 => 0.3177637192657
220 => 0.31765653181167
221 => 0.31540863091711
222 => 0.31378381029393
223 => 0.31409680838956
224 => 0.31519985450355
225 => 0.31371969924856
226 => 0.31403556541799
227 => 0.31928104843581
228 => 0.32033299264596
229 => 0.31675807519873
301 => 0.30240426578999
302 => 0.29888180495727
303 => 0.30141367995039
304 => 0.30020360677732
305 => 0.24228774060015
306 => 0.25589421428029
307 => 0.24780970965174
308 => 0.25153542133475
309 => 0.24328323558132
310 => 0.24722161115697
311 => 0.24649433699459
312 => 0.26837314402743
313 => 0.26803153654893
314 => 0.26819504597142
315 => 0.26039031521426
316 => 0.27282346323195
317 => 0.27894847902701
318 => 0.27781490161536
319 => 0.2781001986279
320 => 0.27319785071815
321 => 0.26824251141519
322 => 0.26274627750695
323 => 0.27295760075341
324 => 0.27182227592151
325 => 0.27442630260892
326 => 0.28104907565471
327 => 0.28202430414317
328 => 0.28333502112145
329 => 0.28286522238793
330 => 0.29405773420739
331 => 0.29270224717548
401 => 0.29596858092215
402 => 0.28924948458792
403 => 0.28164618930327
404 => 0.28309132716643
405 => 0.28295214876914
406 => 0.28118024803015
407 => 0.27958065527002
408 => 0.27691778400687
409 => 0.28534350271427
410 => 0.28500143392192
411 => 0.29053913005862
412 => 0.28956028847615
413 => 0.28302334482523
414 => 0.28325681304657
415 => 0.28482699903603
416 => 0.29026143067364
417 => 0.291874739988
418 => 0.29112739083433
419 => 0.29289631084716
420 => 0.29429439310062
421 => 0.29307188845294
422 => 0.31037997622996
423 => 0.30319245146927
424 => 0.30669560102716
425 => 0.30753108155496
426 => 0.30539101575126
427 => 0.30585511939407
428 => 0.30655810995226
429 => 0.31082653096189
430 => 0.32202810276875
501 => 0.32698920267033
502 => 0.34191491650058
503 => 0.32657725238534
504 => 0.32566717887031
505 => 0.32835575064451
506 => 0.33711872471014
507 => 0.34422029212603
508 => 0.34657629173713
509 => 0.34688767597905
510 => 0.35130768787337
511 => 0.35384115626286
512 => 0.35077098217155
513 => 0.34816933108979
514 => 0.33885053984376
515 => 0.33992921530471
516 => 0.3473602195597
517 => 0.35785695075385
518 => 0.36686423811716
519 => 0.36371020001819
520 => 0.38777328430948
521 => 0.39015904082807
522 => 0.38982940641795
523 => 0.39526451481548
524 => 0.38447693148695
525 => 0.37986503061442
526 => 0.34873183758366
527 => 0.35747899491886
528 => 0.37019350180812
529 => 0.36851068914437
530 => 0.35927707438165
531 => 0.36685723359237
601 => 0.36435099590381
602 => 0.36237422225495
603 => 0.37143020555681
604 => 0.36147277991712
605 => 0.37009416887033
606 => 0.35903714836099
607 => 0.36372460739855
608 => 0.36106377894195
609 => 0.36278566105224
610 => 0.35271957341932
611 => 0.35815098996558
612 => 0.35249360863415
613 => 0.35249092629879
614 => 0.35236603929234
615 => 0.35902192334009
616 => 0.35923897147993
617 => 0.35432026311216
618 => 0.3536114003917
619 => 0.35623243739924
620 => 0.35316388951409
621 => 0.35459964375634
622 => 0.35320737704746
623 => 0.35289394848567
624 => 0.35039649637984
625 => 0.34932052534377
626 => 0.34974244131137
627 => 0.34830222460136
628 => 0.34743444193866
629 => 0.35219341547895
630 => 0.34965088789282
701 => 0.3518037366614
702 => 0.34935029377843
703 => 0.34084559183187
704 => 0.33595444780682
705 => 0.31988985421606
706 => 0.32444575303033
707 => 0.32746631865761
708 => 0.32646802173581
709 => 0.32861274981346
710 => 0.32874441869867
711 => 0.32804714573771
712 => 0.32723979297512
713 => 0.3268468182997
714 => 0.32977572957217
715 => 0.33147606114847
716 => 0.32776947282826
717 => 0.32690107104552
718 => 0.3306486364836
719 => 0.33293464923592
720 => 0.34981328299949
721 => 0.34856285929302
722 => 0.35170117741301
723 => 0.35134785095412
724 => 0.35463730831715
725 => 0.3600141808773
726 => 0.3490814955653
727 => 0.35097903171165
728 => 0.35051379966907
729 => 0.35559308111952
730 => 0.35560893808179
731 => 0.35256365512332
801 => 0.35421455241918
802 => 0.35329306683863
803 => 0.35495831582893
804 => 0.34854615912207
805 => 0.35635547384148
806 => 0.36078285206626
807 => 0.36084432621721
808 => 0.36294286835791
809 => 0.36507510871222
810 => 0.36916775839333
811 => 0.36496096693391
812 => 0.35739335862129
813 => 0.35793971549823
814 => 0.35350282951343
815 => 0.35357741436842
816 => 0.35317927456714
817 => 0.35437412208134
818 => 0.34880836095933
819 => 0.35011463396998
820 => 0.34828584410555
821 => 0.35097505627964
822 => 0.34808190852302
823 => 0.35051357532009
824 => 0.35156300209868
825 => 0.35543540950421
826 => 0.34750995080066
827 => 0.33134940399773
828 => 0.3347465468634
829 => 0.32972190572526
830 => 0.33018695539275
831 => 0.33112642973319
901 => 0.32808128601895
902 => 0.32866220347612
903 => 0.3286414490167
904 => 0.32846259829785
905 => 0.32767043880875
906 => 0.32652165082557
907 => 0.33109806857226
908 => 0.33187569112478
909 => 0.33360424973197
910 => 0.33874726765446
911 => 0.33823335888329
912 => 0.33907156541094
913 => 0.33724176526741
914 => 0.33027183457342
915 => 0.33065033534345
916 => 0.32593042467609
917 => 0.3334835510044
918 => 0.33169487099346
919 => 0.33054169735435
920 => 0.33022704324284
921 => 0.335382809712
922 => 0.33692549584631
923 => 0.33596419737322
924 => 0.33399254615937
925 => 0.33777869935632
926 => 0.33879171422685
927 => 0.33901849089781
928 => 0.34572682843995
929 => 0.33939341244608
930 => 0.34091792862455
1001 => 0.35281176865659
1002 => 0.34202569698526
1003 => 0.34773931970767
1004 => 0.34745966760766
1005 => 0.35038256365399
1006 => 0.34721990481892
1007 => 0.34725910976559
1008 => 0.34985444344061
1009 => 0.34620976536494
1010 => 0.34530729181819
1011 => 0.34406053107698
1012 => 0.34678278754358
1013 => 0.34841465717823
1014 => 0.36156632795738
1015 => 0.37006290706976
1016 => 0.36969404816236
1017 => 0.37306472810107
1018 => 0.37154620591679
1019 => 0.36664249721784
1020 => 0.37501253002337
1021 => 0.37236390142666
1022 => 0.37258225115008
1023 => 0.37257412416247
1024 => 0.37433523063216
1025 => 0.37308732529535
1026 => 0.37062757578164
1027 => 0.37226047230054
1028 => 0.3771095911905
1029 => 0.39216140501406
1030 => 0.40058459943973
1031 => 0.39165431813316
1101 => 0.3978143065972
1102 => 0.39412050854709
1103 => 0.39344923556041
1104 => 0.3973181635354
1105 => 0.40119386355665
1106 => 0.40094699822041
1107 => 0.39813343902438
1108 => 0.39654413082596
1109 => 0.40857890496167
1110 => 0.41744592153783
1111 => 0.41684125045256
1112 => 0.41951007197333
1113 => 0.42734581450185
1114 => 0.42806221659794
1115 => 0.42797196640015
1116 => 0.42619628905617
1117 => 0.43391159517525
1118 => 0.44034783927767
1119 => 0.42578527105529
1120 => 0.43133050639636
1121 => 0.43381994119729
1122 => 0.43747517006707
1123 => 0.44364215385789
1124 => 0.45034113396639
1125 => 0.45128844320431
1126 => 0.45061628196708
1127 => 0.44619812450728
1128 => 0.45352822847745
1129 => 0.45782203147108
1130 => 0.46037889289186
1201 => 0.46686266803377
1202 => 0.43383531509911
1203 => 0.41045691312601
1204 => 0.4068060380697
1205 => 0.41423023606029
1206 => 0.41618793786354
1207 => 0.4153987907214
1208 => 0.38908427382935
1209 => 0.40666749758417
1210 => 0.42558556790492
1211 => 0.4263122880322
1212 => 0.43578306959296
1213 => 0.4388671442896
1214 => 0.44649236480972
1215 => 0.44601540519007
1216 => 0.44787202504296
1217 => 0.44744522029095
1218 => 0.46156933562487
1219 => 0.47715033228961
1220 => 0.47661081191964
1221 => 0.4743708593031
1222 => 0.47769757090734
1223 => 0.49377882922643
1224 => 0.49229832465732
1225 => 0.49373650873713
1226 => 0.51269721859533
1227 => 0.53734883854052
1228 => 0.5258956860938
1229 => 0.55074573134734
1230 => 0.56638751759015
1231 => 0.5934383695062
]
'min_raw' => 0.24228774060015
'max_raw' => 0.5934383695062
'avg_raw' => 0.41786305505318
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.242287'
'max' => '$0.593438'
'avg' => '$0.417863'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.10803446373094
'max_diff' => 0.24075414571115
'year' => 2028
]
3 => [
'items' => [
101 => 0.59005146961806
102 => 0.60058216776065
103 => 0.58398821195094
104 => 0.54588513522006
105 => 0.53985517747468
106 => 0.55192730558378
107 => 0.58160545455897
108 => 0.55099263505699
109 => 0.55718556857202
110 => 0.55540200330307
111 => 0.55530696468955
112 => 0.55893420201755
113 => 0.55367270508931
114 => 0.53223642007841
115 => 0.54206054317409
116 => 0.53826697745371
117 => 0.54247622144953
118 => 0.56519177527069
119 => 0.55514868745518
120 => 0.54456911027575
121 => 0.55783824785488
122 => 0.57473441976347
123 => 0.57367708769078
124 => 0.57162542153922
125 => 0.58319055621381
126 => 0.6022927704297
127 => 0.60745602217335
128 => 0.61126742905247
129 => 0.61179295766686
130 => 0.61720622900923
131 => 0.58809770468127
201 => 0.63429368034967
202 => 0.64227044920952
203 => 0.64077114726707
204 => 0.64963699014105
205 => 0.6470284342628
206 => 0.64324904606509
207 => 0.65730329283922
208 => 0.64119123303191
209 => 0.61832219258737
210 => 0.60577578470116
211 => 0.62229790669558
212 => 0.63238739005497
213 => 0.63905589674386
214 => 0.6410737828387
215 => 0.59035731656351
216 => 0.56302395410535
217 => 0.58054432606339
218 => 0.60192038904368
219 => 0.58797895957211
220 => 0.58852543721278
221 => 0.56864862252953
222 => 0.60367904609241
223 => 0.59857540803153
224 => 0.62505309131953
225 => 0.61873397970616
226 => 0.64032550256978
227 => 0.63463973098906
228 => 0.65824105093342
301 => 0.66765625643945
302 => 0.68346585184381
303 => 0.69509545457988
304 => 0.70192457974536
305 => 0.70151458468583
306 => 0.72857498084809
307 => 0.71261841064943
308 => 0.69257319780508
309 => 0.69221064314656
310 => 0.70259234292152
311 => 0.72434953756958
312 => 0.72999086158751
313 => 0.73314359210996
314 => 0.72831507556749
315 => 0.71099536223454
316 => 0.70351679783031
317 => 0.70988875137758
318 => 0.70209639973748
319 => 0.71554818481601
320 => 0.73402035887508
321 => 0.73020592797878
322 => 0.74295699857369
323 => 0.75615301518767
324 => 0.77502391161586
325 => 0.77995746272945
326 => 0.78811243511409
327 => 0.79650658046675
328 => 0.79920255372547
329 => 0.80435000318773
330 => 0.80432287358821
331 => 0.81983505900605
401 => 0.83694547989431
402 => 0.84340426767248
403 => 0.85825589402873
404 => 0.8328230043567
405 => 0.85211414332492
406 => 0.86951523356277
407 => 0.84876893641846
408 => 0.87736287376462
409 => 0.87847311155652
410 => 0.89523638407913
411 => 0.87824359592303
412 => 0.86815333255884
413 => 0.89728354481402
414 => 0.91137873693121
415 => 0.90713315035504
416 => 0.87482402687987
417 => 0.85601873121383
418 => 0.80680164518516
419 => 0.86510140960601
420 => 0.89349752422796
421 => 0.874750487803
422 => 0.88420540252576
423 => 0.93578835148677
424 => 0.95542779870252
425 => 0.95134293097174
426 => 0.95203320637559
427 => 0.96263029561203
428 => 1.00962362521
429 => 0.98146413281804
430 => 1.0029910096356
501 => 1.0144087874788
502 => 1.0250142558591
503 => 0.99897057740966
504 => 0.9650881344045
505 => 0.95435614241657
506 => 0.87288646449424
507 => 0.8686456139535
508 => 0.86626509603407
509 => 0.85125626728295
510 => 0.83946343914877
511 => 0.83008534437683
512 => 0.80547442315911
513 => 0.81377988660892
514 => 0.77455521488632
515 => 0.79964976981743
516 => 0.73704624663535
517 => 0.78918432101512
518 => 0.76080793755756
519 => 0.77986191586892
520 => 0.77979543833359
521 => 0.74471102319304
522 => 0.72447506473303
523 => 0.73737020505903
524 => 0.75119481910602
525 => 0.75343781622356
526 => 0.77136178919482
527 => 0.77636398477659
528 => 0.76120709863365
529 => 0.73574892776702
530 => 0.74166228022028
531 => 0.7243552308343
601 => 0.69402529249142
602 => 0.7158087837192
603 => 0.72324662537686
604 => 0.72653159997738
605 => 0.69670558903411
606 => 0.68733360884153
607 => 0.68234404522553
608 => 0.73189876429325
609 => 0.73461348366723
610 => 0.7207245955273
611 => 0.78350368691822
612 => 0.76929484504874
613 => 0.78516960266772
614 => 0.74112570546598
615 => 0.74280824165206
616 => 0.72195715488199
617 => 0.7336323702031
618 => 0.72538070432389
619 => 0.73268912818188
620 => 0.7370697673086
621 => 0.75791743262051
622 => 0.78942236786491
623 => 0.75480348663128
624 => 0.73971954432627
625 => 0.74907753729699
626 => 0.77399910575989
627 => 0.81175655769281
628 => 0.78940338620899
629 => 0.79932334413204
630 => 0.80149041363002
701 => 0.78500801253723
702 => 0.81236428733135
703 => 0.8270247372355
704 => 0.8420633252845
705 => 0.85512090991577
706 => 0.83605658251209
707 => 0.85645814559802
708 => 0.84001808711144
709 => 0.82526965510698
710 => 0.82529202239044
711 => 0.81604011555383
712 => 0.79811338024261
713 => 0.79480741520576
714 => 0.81200546282483
715 => 0.82579666835415
716 => 0.82693257809696
717 => 0.83456809809572
718 => 0.83908672017887
719 => 0.88337535936263
720 => 0.90118861641717
721 => 0.92297032995577
722 => 0.93145553492916
723 => 0.95699295978473
724 => 0.93636941516562
725 => 0.9319073815591
726 => 0.86996194208749
727 => 0.88010550433072
728 => 0.8963463261903
729 => 0.87022974725809
730 => 0.88679470538276
731 => 0.89006497901035
801 => 0.8693423158996
802 => 0.88041118564047
803 => 0.85101554929989
804 => 0.79006311240814
805 => 0.81243214481779
806 => 0.82890328200619
807 => 0.80539693836177
808 => 0.84753114952326
809 => 0.82291721318939
810 => 0.81511577704885
811 => 0.78467959325184
812 => 0.79904430040788
813 => 0.81847277251922
814 => 0.80646823555672
815 => 0.8313794522442
816 => 0.86666037865248
817 => 0.89180366782651
818 => 0.89373385736383
819 => 0.87756840689447
820 => 0.90347364443814
821 => 0.90366233581225
822 => 0.87444112203699
823 => 0.85654329130404
824 => 0.85247686650416
825 => 0.86263559292381
826 => 0.87497016220162
827 => 0.89441834011451
828 => 0.90617046671354
829 => 0.93681378003748
830 => 0.9451049820103
831 => 0.95421449924305
901 => 0.96638762353708
902 => 0.98100458037708
903 => 0.94902351095499
904 => 0.9502941784633
905 => 0.9205138494255
906 => 0.88868929691742
907 => 0.91284016528458
908 => 0.94441421301925
909 => 0.9371710915827
910 => 0.93635609245754
911 => 0.93772669492415
912 => 0.93226561789921
913 => 0.9075653689124
914 => 0.89516105850297
915 => 0.91116578360823
916 => 0.91967158271331
917 => 0.93286333534166
918 => 0.9312371733861
919 => 0.96521771146593
920 => 0.97842152104562
921 => 0.97504342153227
922 => 0.97566507314123
923 => 0.99956993968911
924 => 1.0261570677011
925 => 1.0510594215649
926 => 1.0763911654961
927 => 1.0458527594722
928 => 1.0303472402403
929 => 1.0463449781833
930 => 1.0378563532463
1001 => 1.086634510024
1002 => 1.0900118037668
1003 => 1.1387864333286
1004 => 1.1850793647575
1005 => 1.156003603951
1006 => 1.1834207367905
1007 => 1.2130746013081
1008 => 1.2702817171286
1009 => 1.2510163730909
1010 => 1.2362594214844
1011 => 1.2223141735213
1012 => 1.2513320207867
1013 => 1.2886630177221
1014 => 1.2967037569102
1015 => 1.3097328261936
1016 => 1.2960343529609
1017 => 1.3125326551324
1018 => 1.3707789115191
1019 => 1.3550402588895
1020 => 1.3326888420408
1021 => 1.3786686674281
1022 => 1.3953085874937
1023 => 1.5120962609082
1024 => 1.6595455228521
1025 => 1.5985005602033
1026 => 1.5606079819785
1027 => 1.5695136366853
1028 => 1.6233571156747
1029 => 1.6406499322195
1030 => 1.5936420956594
1031 => 1.6102460582298
1101 => 1.7017355244579
1102 => 1.7508166877558
1103 => 1.6841578755176
1104 => 1.5002488562792
1105 => 1.3306763415057
1106 => 1.3756546083735
1107 => 1.3705554687488
1108 => 1.4688494866676
1109 => 1.3546648972294
1110 => 1.3565874728728
1111 => 1.456914106987
1112 => 1.4301486810393
1113 => 1.3867921188607
1114 => 1.3309928923908
1115 => 1.2278428614575
1116 => 1.1364800025084
1117 => 1.3156636085174
1118 => 1.307936885602
1119 => 1.2967474457844
1120 => 1.3216483332746
1121 => 1.442559974687
1122 => 1.4397725699997
1123 => 1.4220405235251
1124 => 1.435490124493
1125 => 1.3844343387832
1126 => 1.3975925772792
1127 => 1.330649480353
1128 => 1.3609105559543
1129 => 1.3866990951507
1130 => 1.3918765262002
1201 => 1.403541542721
1202 => 1.3038652537306
1203 => 1.3486169811452
1204 => 1.3749044283315
1205 => 1.2561367855984
1206 => 1.3725567739017
1207 => 1.302130111299
1208 => 1.2782262442387
1209 => 1.3104096521404
1210 => 1.2978677467817
1211 => 1.2870849530397
1212 => 1.2810679688598
1213 => 1.3046999116697
1214 => 1.3035974532913
1215 => 1.2649310080919
1216 => 1.2144922065751
1217 => 1.2314211239614
1218 => 1.2252706895655
1219 => 1.202980721893
1220 => 1.2180014688033
1221 => 1.1518577012365
1222 => 1.0380607869917
1223 => 1.1132385142356
1224 => 1.1103442535143
1225 => 1.1088848360144
1226 => 1.1653788202784
1227 => 1.1599482272294
1228 => 1.1500916476689
1229 => 1.2027996980798
1230 => 1.1835605506565
1231 => 1.2428510697018
]
'min_raw' => 0.53223642007841
'max_raw' => 1.7508166877558
'avg_raw' => 1.1415265539171
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.532236'
'max' => '$1.75'
'avg' => '$1.14'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.28994867947826
'max_diff' => 1.1573783182496
'year' => 2029
]
4 => [
'items' => [
101 => 1.2819036402155
102 => 1.2719986451149
103 => 1.3087277764404
104 => 1.2318111320263
105 => 1.2573597559405
106 => 1.2626252919204
107 => 1.2021492889194
108 => 1.1608367394135
109 => 1.158081663359
110 => 1.0864513957357
111 => 1.1247157065208
112 => 1.1583867165268
113 => 1.1422609157098
114 => 1.1371559689158
115 => 1.1632360349587
116 => 1.1652626794509
117 => 1.1190549702547
118 => 1.1286630162044
119 => 1.1687301650196
120 => 1.127653426856
121 => 1.0478480344512
122 => 1.0280551937389
123 => 1.0254144639335
124 => 0.97173471013181
125 => 1.0293778459985
126 => 1.0042150724527
127 => 1.0837039725875
128 => 1.038300339138
129 => 1.0363430792471
130 => 1.0333843938544
131 => 0.98718001227458
201 => 0.99729583539892
202 => 1.0309223721476
203 => 1.0429206992896
204 => 1.0416691754693
205 => 1.0307575837726
206 => 1.035752854575
207 => 1.0196613468529
208 => 1.0139791005605
209 => 0.99604436823668
210 => 0.9696852663169
211 => 0.97335066110861
212 => 0.92112638297132
213 => 0.8926718244899
214 => 0.8847959777273
215 => 0.87426406628205
216 => 0.88598558514939
217 => 0.920978438153
218 => 0.87876963328274
219 => 0.80640559793611
220 => 0.81075479976275
221 => 0.82052616497762
222 => 0.80231729054376
223 => 0.78508411904711
224 => 0.80006696349205
225 => 0.76940536775746
226 => 0.82423147233464
227 => 0.82274857985421
228 => 0.84318436121702
301 => 0.85596327468764
302 => 0.82651201636024
303 => 0.81910510453557
304 => 0.82332441813627
305 => 0.7535885629538
306 => 0.83748545407892
307 => 0.83821099787726
308 => 0.83199845138542
309 => 0.87667095588364
310 => 0.97094387407844
311 => 0.93547461013421
312 => 0.92173983907082
313 => 0.89563002923927
314 => 0.93041980059271
315 => 0.92774848895774
316 => 0.91566780467957
317 => 0.90836136913409
318 => 0.92182370065417
319 => 0.90669323727773
320 => 0.903975390298
321 => 0.88750819464747
322 => 0.8816301550099
323 => 0.87727828847374
324 => 0.872487311023
325 => 0.88305501344213
326 => 0.85910720946335
327 => 0.83022850549711
328 => 0.82782755373422
329 => 0.83445679264539
330 => 0.83152384791599
331 => 0.82781351192324
401 => 0.82072947006321
402 => 0.81862778616994
403 => 0.82545723923099
404 => 0.81774718490692
405 => 0.82912379005048
406 => 0.8260299829477
407 => 0.808748227966
408 => 0.78720876273362
409 => 0.78701701631249
410 => 0.78237637385998
411 => 0.77646581797144
412 => 0.77482163653845
413 => 0.79880515012345
414 => 0.84845030547825
415 => 0.83870377357422
416 => 0.84574664173965
417 => 0.88039058253074
418 => 0.89140284952858
419 => 0.88358660325335
420 => 0.87288724326674
421 => 0.87335796080598
422 => 0.90992091279674
423 => 0.91220129926338
424 => 0.91796310018401
425 => 0.92536864265176
426 => 0.88484779915808
427 => 0.87144943272141
428 => 0.86510054339065
429 => 0.84554842158128
430 => 0.86663370868044
501 => 0.85434821484978
502 => 0.85600594769977
503 => 0.85492634700649
504 => 0.8555158819873
505 => 0.82421614732105
506 => 0.83562012556781
507 => 0.81665879989462
508 => 0.79127171332692
509 => 0.79118660691088
510 => 0.79740006038247
511 => 0.79370405512511
512 => 0.78375820001055
513 => 0.78517096178646
514 => 0.77279368205167
515 => 0.78667378764414
516 => 0.78707181940713
517 => 0.78172722269957
518 => 0.80311144045024
519 => 0.81187257191055
520 => 0.80835464386528
521 => 0.81162574470082
522 => 0.83910878597779
523 => 0.84358972087509
524 => 0.84557985616253
525 => 0.84291333851977
526 => 0.81212808424403
527 => 0.81349354118017
528 => 0.8034747241777
529 => 0.79500987956753
530 => 0.79534842895968
531 => 0.79970045944208
601 => 0.81870603180191
602 => 0.85870213839351
603 => 0.86021996140188
604 => 0.86205960716606
605 => 0.85457684331128
606 => 0.85231997013227
607 => 0.85529736840378
608 => 0.8703178031442
609 => 0.90895443930482
610 => 0.89529767163149
611 => 0.88419450693282
612 => 0.89393497576526
613 => 0.89243550693683
614 => 0.87977848101273
615 => 0.87942324045058
616 => 0.85513036100628
617 => 0.84614983659782
618 => 0.83864503822151
619 => 0.8304499943123
620 => 0.82559169758257
621 => 0.83305624941582
622 => 0.83476348073806
623 => 0.81844210769662
624 => 0.81621756486062
625 => 0.82954595040757
626 => 0.82368062486065
627 => 0.82971325763873
628 => 0.83111288019021
629 => 0.83088750872338
630 => 0.82476343522405
701 => 0.82866673705002
702 => 0.81943426460132
703 => 0.80939533748588
704 => 0.8029911274335
705 => 0.79740260476759
706 => 0.80050344194948
707 => 0.78944952358655
708 => 0.78591315263083
709 => 0.82734438621845
710 => 0.85795008393045
711 => 0.85750506496453
712 => 0.85479612645909
713 => 0.8507711933281
714 => 0.87002335421591
715 => 0.8633162863217
716 => 0.86819623860901
717 => 0.86943839127708
718 => 0.87319801329089
719 => 0.8745417550104
720 => 0.87048003424542
721 => 0.85684840326076
722 => 0.82287967490356
723 => 0.80706714015645
724 => 0.80184874031131
725 => 0.80203841923453
726 => 0.79680622776815
727 => 0.79834734264537
728 => 0.79627029090633
729 => 0.79233685740536
730 => 0.80026056351492
731 => 0.80117369682962
801 => 0.79932420914241
802 => 0.79975983044518
803 => 0.78444686232163
804 => 0.78561107403004
805 => 0.77912859529672
806 => 0.77791320868167
807 => 0.76152606693782
808 => 0.73249386998441
809 => 0.74858052532014
810 => 0.72915010780061
811 => 0.7217915142671
812 => 0.75662595155867
813 => 0.75312954021149
814 => 0.74714520383859
815 => 0.7382931230981
816 => 0.73500980024394
817 => 0.7150613699558
818 => 0.71388271027364
819 => 0.72376969097737
820 => 0.71920718957283
821 => 0.71279970964646
822 => 0.68959246686895
823 => 0.66349984233301
824 => 0.66428741465536
825 => 0.6725869930497
826 => 0.6967191365819
827 => 0.68729029061355
828 => 0.68044955467997
829 => 0.67916849047138
830 => 0.69520369113149
831 => 0.71789685954396
901 => 0.72854398643206
902 => 0.717993007044
903 => 0.70587261002807
904 => 0.70661032243392
905 => 0.71151799256904
906 => 0.71203371930953
907 => 0.7041445868491
908 => 0.70636533142585
909 => 0.70299181734463
910 => 0.68228856765516
911 => 0.681914111519
912 => 0.6768332001602
913 => 0.67667935218354
914 => 0.6680354544695
915 => 0.66682611342686
916 => 0.64966312986853
917 => 0.66095985762092
918 => 0.65338260574945
919 => 0.64196189988611
920 => 0.63999296589055
921 => 0.63993377735708
922 => 0.65166028865563
923 => 0.66082282650889
924 => 0.65351441528985
925 => 0.65185043172288
926 => 0.66961742288217
927 => 0.66735641130743
928 => 0.66539838986567
929 => 0.71586493521347
930 => 0.67591672661704
1001 => 0.65849702750497
1002 => 0.63693684194264
1003 => 0.64395694707763
1004 => 0.64543618637637
1005 => 0.59358782661452
1006 => 0.57255295351643
1007 => 0.56533457775164
1008 => 0.56118030044615
1009 => 0.56307345678039
1010 => 0.54413960384759
1011 => 0.55686346615546
1012 => 0.54046834995439
1013 => 0.53771965536896
1014 => 0.56703615410162
1015 => 0.57111537363577
1016 => 0.55371215578892
1017 => 0.56488783897164
1018 => 0.56083538089597
1019 => 0.54074939716482
1020 => 0.53998226032879
1021 => 0.52990381974897
1022 => 0.51413301181219
1023 => 0.50692532939782
1024 => 0.50317150581644
1025 => 0.50472040658668
1026 => 0.5039372349601
1027 => 0.49882651033898
1028 => 0.50423017571299
1029 => 0.49042604363109
1030 => 0.48492912700863
1031 => 0.48244629729776
1101 => 0.47019433553888
1102 => 0.48969265516938
1103 => 0.49353406976995
1104 => 0.49738305314395
1105 => 0.5308858256021
1106 => 0.52921212176794
1107 => 0.54434158930189
1108 => 0.54375368601483
1109 => 0.53943851679302
1110 => 0.5212335276571
1111 => 0.52848971185395
1112 => 0.50615630475744
1113 => 0.52289001187821
1114 => 0.51525344676461
1115 => 0.52030808153161
1116 => 0.5112193924625
1117 => 0.51624944825612
1118 => 0.49444501167883
1119 => 0.47408433559966
1120 => 0.48227806601911
1121 => 0.49118558805178
1122 => 0.51049936541301
1123 => 0.49899623895186
1124 => 0.50313319820866
1125 => 0.48927507721701
1126 => 0.46068181523466
1127 => 0.46084364999226
1128 => 0.45644519957435
1129 => 0.452644296229
1130 => 0.50031751140169
1201 => 0.49438859349297
1202 => 0.484941638763
1203 => 0.49758676307612
1204 => 0.50093033464962
1205 => 0.50102552143181
1206 => 0.51025107771276
1207 => 0.51517475875368
1208 => 0.51604257887759
1209 => 0.53055919101701
1210 => 0.5354249679274
1211 => 0.55546641439077
1212 => 0.5147570188172
1213 => 0.51391863560492
1214 => 0.49776470590712
1215 => 0.48751962830924
1216 => 0.49846619513529
1217 => 0.50816335898778
1218 => 0.49806602381875
1219 => 0.49938452262545
1220 => 0.48582967514362
1221 => 0.49067489530352
1222 => 0.49484825162687
1223 => 0.49254396956366
1224 => 0.48909434778653
1225 => 0.50736830213688
1226 => 0.50633721401622
1227 => 0.52335434042366
1228 => 0.53662040736464
1229 => 0.560395570916
1230 => 0.53558494832285
1231 => 0.53468075062227
]
'min_raw' => 0.452644296229
'max_raw' => 1.3087277764404
'avg_raw' => 0.88068603633471
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.452644'
'max' => '$1.30'
'avg' => '$0.880686'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.079592123849411
'max_diff' => -0.4420889113154
'year' => 2030
]
5 => [
'items' => [
101 => 0.54351942818338
102 => 0.53542361477192
103 => 0.54053988938998
104 => 0.55957125997774
105 => 0.55997336284901
106 => 0.55323762167482
107 => 0.55282775121222
108 => 0.55412142398566
109 => 0.56169850582683
110 => 0.55905084061132
111 => 0.56211478582939
112 => 0.56594629624138
113 => 0.58179504783213
114 => 0.58561612818496
115 => 0.57633288393059
116 => 0.57717105694668
117 => 0.5736988687648
118 => 0.57034477848748
119 => 0.57788428360534
120 => 0.59166287739755
121 => 0.59157716148068
122 => 0.59477352742288
123 => 0.59676483692475
124 => 0.58821667881509
125 => 0.58265214221018
126 => 0.58478593962517
127 => 0.58819792815979
128 => 0.58367947772902
129 => 0.55578950852048
130 => 0.56424954356022
131 => 0.56284138005503
201 => 0.56083598398511
202 => 0.56934261463708
203 => 0.56852212935864
204 => 0.54394540981922
205 => 0.54551873166516
206 => 0.54404108873167
207 => 0.54881565534707
208 => 0.5351657725059
209 => 0.53936438453448
210 => 0.54199771463926
211 => 0.54354876630117
212 => 0.54915222847008
213 => 0.54849472685947
214 => 0.54911135724679
215 => 0.55741981238411
216 => 0.59944112735119
217 => 0.60172825481005
218 => 0.59046560272509
219 => 0.59496481008704
220 => 0.58632731582058
221 => 0.59212572358784
222 => 0.5960928469186
223 => 0.57816617942081
224 => 0.5771046785147
225 => 0.56843153423687
226 => 0.57309199069977
227 => 0.56567686936862
228 => 0.56749628077335
301 => 0.56240904787229
302 => 0.57156505423624
303 => 0.58180289205069
304 => 0.58438937418708
305 => 0.5775854532368
306 => 0.57265896606855
307 => 0.56400967748687
308 => 0.57839363716017
309 => 0.58259994531188
310 => 0.57837154321413
311 => 0.57739173005567
312 => 0.57553498589088
313 => 0.57778564710763
314 => 0.58257703685433
315 => 0.58031750593286
316 => 0.5818099659143
317 => 0.5761222474831
318 => 0.58821950861111
319 => 0.60743287064682
320 => 0.60749464474747
321 => 0.60523510164629
322 => 0.60431054529182
323 => 0.60662897363417
324 => 0.60788662590299
325 => 0.61538399803511
326 => 0.62342897704136
327 => 0.66097138376419
328 => 0.65042962618479
329 => 0.68373948283705
330 => 0.71008325470544
331 => 0.71798260001524
401 => 0.71071557402314
402 => 0.6858554706612
403 => 0.68463571538888
404 => 0.72178720547653
405 => 0.71129020788072
406 => 0.71004162341787
407 => 0.69675879424987
408 => 0.70461059139856
409 => 0.70289328818322
410 => 0.70018244104447
411 => 0.71516312304323
412 => 0.7432056224102
413 => 0.73883493590297
414 => 0.73557242117563
415 => 0.72127703134419
416 => 0.72988604901363
417 => 0.72682054271641
418 => 0.73999190318762
419 => 0.73218948102583
420 => 0.71121068279985
421 => 0.71455162556436
422 => 0.71404664878655
423 => 0.72443903509088
424 => 0.7213194986772
425 => 0.71343750923501
426 => 0.74310977619597
427 => 0.74118302422535
428 => 0.74391471800287
429 => 0.74511729408418
430 => 0.76317828009932
501 => 0.77057728818264
502 => 0.77225699255542
503 => 0.77928547797475
504 => 0.77208211743538
505 => 0.80090069550186
506 => 0.82006336830542
507 => 0.84232179886887
508 => 0.87484734842421
509 => 0.88707725593517
510 => 0.88486803260897
511 => 0.90952853307286
512 => 0.95384290423433
513 => 0.89382523401706
514 => 0.95702398649013
515 => 0.93701599112185
516 => 0.8895773940321
517 => 0.88652290764384
518 => 0.91864887636645
519 => 0.98990118298331
520 => 0.97205328831276
521 => 0.98993037574516
522 => 0.96907580365786
523 => 0.96804019837759
524 => 0.98891751572716
525 => 1.0376985056777
526 => 1.0145244858803
527 => 0.98129884599785
528 => 1.0058321414388
529 => 0.98457913047854
530 => 0.93669014844182
531 => 0.97203964036407
601 => 0.94840244181123
602 => 0.95530103297153
603 => 1.0049829085617
604 => 0.99900505384874
605 => 1.0067409513817
606 => 0.99308729471969
607 => 0.9803326264133
608 => 0.95652509084534
609 => 0.94947685326098
610 => 0.95142473256027
611 => 0.94947588798874
612 => 0.93615579064101
613 => 0.93327931688698
614 => 0.9284850679424
615 => 0.92997100616029
616 => 0.92095641553747
617 => 0.93796881055218
618 => 0.94112646097962
619 => 0.95350666335532
620 => 0.95479201703571
621 => 0.98927070443087
622 => 0.97028042280442
623 => 0.98302074326148
624 => 0.98188112908325
625 => 0.89060553227744
626 => 0.90318250418587
627 => 0.92274832560419
628 => 0.91393394957608
629 => 0.90147248411868
630 => 0.89140918262032
701 => 0.8761622518249
702 => 0.89762201412808
703 => 0.92583931956547
704 => 0.95550765446724
705 => 0.99115221490542
706 => 0.98319676396404
707 => 0.95484130420369
708 => 0.95611330941487
709 => 0.96397634511473
710 => 0.95379299945128
711 => 0.9507897320126
712 => 0.96356374228697
713 => 0.96365170987526
714 => 0.95193453999101
715 => 0.93891304988413
716 => 0.93885848936513
717 => 0.93654144097328
718 => 0.96948800141941
719 => 0.98760527839181
720 => 0.98968239499925
721 => 0.98746547189453
722 => 0.98831867761101
723 => 0.97777663332772
724 => 1.0018726204132
725 => 1.0239854810089
726 => 1.0180587619969
727 => 1.0091737676651
728 => 1.0020964417206
729 => 1.016391568925
730 => 1.0157550294132
731 => 1.0237923444625
801 => 1.0234277254261
802 => 1.0207250786737
803 => 1.0180588585169
804 => 1.0286301200627
805 => 1.0255857665068
806 => 1.0225366842289
807 => 1.0164212829296
808 => 1.0172524675322
809 => 1.00836900732
810 => 1.0042591121463
811 => 0.94245614975179
812 => 0.92594037872993
813 => 0.93113657650292
814 => 0.93284729972901
815 => 0.92565961501476
816 => 0.93596490853029
817 => 0.9343588394519
818 => 0.94060711471692
819 => 0.93670346359991
820 => 0.9368636708034
821 => 0.94834347639236
822 => 0.95167611279342
823 => 0.94998110702217
824 => 0.95116823096296
825 => 0.97852500112471
826 => 0.97463574322798
827 => 0.97256965248612
828 => 0.97314197374153
829 => 0.98013221505362
830 => 0.98208910096799
831 => 0.9737976378409
901 => 0.97770793978401
902 => 0.99435750916656
903 => 1.0001839161664
904 => 1.018779010476
905 => 1.0108794839119
906 => 1.0253794068039
907 => 1.069947226386
908 => 1.1055510845267
909 => 1.0728083051888
910 => 1.1381902565402
911 => 1.1890994841512
912 => 1.1871455032017
913 => 1.1782683018161
914 => 1.1203094996729
915 => 1.0669749458236
916 => 1.1115915648233
917 => 1.1117053017606
918 => 1.10787269462
919 => 1.0840687008303
920 => 1.1070443672343
921 => 1.1088680921981
922 => 1.107847291186
923 => 1.0895968249588
924 => 1.0617317362799
925 => 1.0671765079082
926 => 1.0760951549056
927 => 1.0592102955148
928 => 1.0538145598498
929 => 1.0638462590318
930 => 1.096170483984
1001 => 1.0900597764982
1002 => 1.0899002012305
1003 => 1.1160443991976
1004 => 1.0973307957242
1005 => 1.067245183915
1006 => 1.0596481701527
1007 => 1.0326838892582
1008 => 1.0513082141155
1009 => 1.0519784704109
1010 => 1.0417781180225
1011 => 1.068072886294
1012 => 1.0678305753752
1013 => 1.0927935443892
1014 => 1.1405133654809
1015 => 1.1264002662343
1016 => 1.1099882673113
1017 => 1.1117727066496
1018 => 1.1313436018191
1019 => 1.1195105918396
1020 => 1.1237658247309
1021 => 1.1313371610145
1022 => 1.1359051361801
1023 => 1.1111154453204
1024 => 1.1053357825531
1025 => 1.093512620917
1026 => 1.0904281787359
1027 => 1.1000578971901
1028 => 1.0975208066004
1029 => 1.0519221379646
1030 => 1.0471568233836
1031 => 1.0473029687785
1101 => 1.0353203586861
1102 => 1.0170440021393
1103 => 1.0650731759198
1104 => 1.0612157610973
1105 => 1.0569574736736
1106 => 1.0574790895855
1107 => 1.0783269260639
1108 => 1.0662341280655
1109 => 1.0983848135149
1110 => 1.0917755991246
1111 => 1.084996883324
1112 => 1.0840598583156
1113 => 1.0814506310652
1114 => 1.072502619973
1115 => 1.061697358887
1116 => 1.0545627895823
1117 => 0.97277842941157
1118 => 0.98795713094153
1119 => 1.0054188434696
1120 => 1.0114465566608
1121 => 1.0011357361421
1122 => 1.0729097540122
1123 => 1.0860235587088
1124 => 1.0463009888907
1125 => 1.0388705179396
1126 => 1.0733968944508
1127 => 1.0525732687366
1128 => 1.0619501461207
1129 => 1.0416824660941
1130 => 1.0828648271744
1201 => 1.0825510865823
1202 => 1.0665302179763
1203 => 1.0800709464159
1204 => 1.0777179116286
1205 => 1.05963039043
1206 => 1.0834382338585
1207 => 1.0834500422518
1208 => 1.0680303045422
1209 => 1.0500234267121
1210 => 1.0468042222595
1211 => 1.0443789841438
1212 => 1.061353686214
1213 => 1.0765731510116
1214 => 1.1048928017748
1215 => 1.1120130348349
1216 => 1.1398037784895
1217 => 1.12325574375
1218 => 1.1305912732171
1219 => 1.1385550281276
1220 => 1.1423731450891
1221 => 1.1361517283918
1222 => 1.1793221924138
1223 => 1.1829671022861
1224 => 1.1841892090379
1225 => 1.1696323714656
1226 => 1.1825622503
1227 => 1.176512788186
1228 => 1.1922518080178
1229 => 1.1947198872933
1230 => 1.1926295119514
1231 => 1.1934129192695
]
'min_raw' => 0.5351657725059
'max_raw' => 1.1947198872933
'avg_raw' => 0.86494282989962
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.535165'
'max' => '$1.19'
'avg' => '$0.864942'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.082521476276893
'max_diff' => -0.11400788914707
'year' => 2031
]
6 => [
'items' => [
101 => 1.1565745440184
102 => 1.1546642799238
103 => 1.1286176934467
104 => 1.1392318699627
105 => 1.1193891757167
106 => 1.1256814984645
107 => 1.1284550943763
108 => 1.1270063252722
109 => 1.1398319795776
110 => 1.1289275533099
111 => 1.1001489795359
112 => 1.0713625650587
113 => 1.0710011750738
114 => 1.0634222202644
115 => 1.057944024092
116 => 1.0589993190243
117 => 1.0627183160098
118 => 1.0577278692265
119 => 1.0587928340698
120 => 1.0764783462923
121 => 1.0800250496412
122 => 1.0679719658751
123 => 1.0195770953025
124 => 1.0077008726747
125 => 1.0162372659839
126 => 1.0121574197962
127 => 0.81689003342326
128 => 0.86276520940951
129 => 0.83550773761226
130 => 0.84806923467241
131 => 0.82024641425552
201 => 0.83352492247741
202 => 0.83107286686231
203 => 0.90483879230305
204 => 0.903687038839
205 => 0.9042383222728
206 => 0.87792412761614
207 => 0.91984335421245
208 => 0.94049427260042
209 => 0.93667233721321
210 => 0.9376342360098
211 => 0.92110562776108
212 => 0.9043983553304
213 => 0.88586741897398
214 => 0.92029560823125
215 => 0.91646778129463
216 => 0.92524743907857
217 => 0.9475765807897
218 => 0.95086463172683
219 => 0.95528380553045
220 => 0.95369984630006
221 => 0.9914361813356
222 => 0.98686606217044
223 => 0.99787873444546
224 => 0.9752248320423
225 => 0.94958979114496
226 => 0.95446217434691
227 => 0.95399292466333
228 => 0.94801883761165
229 => 0.94262569894087
301 => 0.93364764256142
302 => 0.96205554144834
303 => 0.96090223263244
304 => 0.97957296178692
305 => 0.97627272905108
306 => 0.95423296713719
307 => 0.95502012154565
308 => 0.96031411323602
309 => 0.97863667892212
310 => 0.98407606391315
311 => 0.98155632406329
312 => 0.9875203613886
313 => 0.99223409331713
314 => 0.98811233354493
315 => 1.0464677598972
316 => 1.0222345183496
317 => 1.0340456316661
318 => 1.036862512597
319 => 1.0296471313252
320 => 1.0312118891596
321 => 1.0335820709078
322 => 1.0479733503534
323 => 1.085740231769
324 => 1.1024669264601
325 => 1.1527900127189
326 => 1.1010780073128
327 => 1.0980096309176
328 => 1.1070743383644
329 => 1.136619317238
330 => 1.1605627475962
331 => 1.1685061647757
401 => 1.1695560184875
402 => 1.1844583971846
403 => 1.1930001627408
404 => 1.1826488564393
405 => 1.1738772081757
406 => 1.1424582528724
407 => 1.1460950824998
408 => 1.1711492321616
409 => 1.206539694241
410 => 1.2369083924552
411 => 1.2262743327966
412 => 1.3074047015156
413 => 1.3154484461862
414 => 1.3143370607581
415 => 1.3326619081876
416 => 1.2962908178304
417 => 1.280741472046
418 => 1.1757737380927
419 => 1.2052653897554
420 => 1.248133237431
421 => 1.242459517045
422 => 1.211327740202
423 => 1.2368847762108
424 => 1.2284348208639
425 => 1.2217699904928
426 => 1.2523028704636
427 => 1.2187307147141
428 => 1.247798329496
429 => 1.2105188128723
430 => 1.2263229082853
501 => 1.2173517393708
502 => 1.2231571851236
503 => 1.1892186678774
504 => 1.2075310679725
505 => 1.1884568118279
506 => 1.1884477681469
507 => 1.1880267028854
508 => 1.2104674806513
509 => 1.2111992736086
510 => 1.1946155049334
511 => 1.1922255247802
512 => 1.2010625340461
513 => 1.1907167106121
514 => 1.195557456281
515 => 1.1908633318671
516 => 1.1898065855881
517 => 1.1813862514468
518 => 1.1777585399768
519 => 1.1791810591188
520 => 1.1743252679282
521 => 1.1713994780943
522 => 1.1874446896463
523 => 1.1788723803761
524 => 1.1861308603064
525 => 1.1778589063326
526 => 1.1491847099404
527 => 1.1326938763712
528 => 1.0785309774859
529 => 1.0938915084209
530 => 1.1040755563224
531 => 1.1007097285517
601 => 1.1079408290056
602 => 1.1083847598449
603 => 1.106033855375
604 => 1.1033118091684
605 => 1.1019868676136
606 => 1.1118618964588
607 => 1.1175946830816
608 => 1.1050976617743
609 => 1.1021697845339
610 => 1.114804963055
611 => 1.1225124146538
612 => 1.1794199068163
613 => 1.1752040159881
614 => 1.18578507464
615 => 1.1845938098154
616 => 1.1956844449775
617 => 1.2138129462153
618 => 1.1769526343901
619 => 1.1833503099893
620 => 1.1817817476763
621 => 1.1989068997106
622 => 1.198960362566
623 => 1.1886929784566
624 => 1.1942590939516
625 => 1.1911522409807
626 => 1.1967667442154
627 => 1.1751477101958
628 => 1.2014773600012
629 => 1.2164045747957
630 => 1.2166118391877
701 => 1.2236872205306
702 => 1.2308762177534
703 => 1.2446748718929
704 => 1.2304913807787
705 => 1.2049766609991
706 => 1.2068187413552
707 => 1.1918594704839
708 => 1.1921109385299
709 => 1.1907685823926
710 => 1.1947970942083
711 => 1.1760317419965
712 => 1.1804359326529
713 => 1.174270039943
714 => 1.1833369065427
715 => 1.1735824568881
716 => 1.181780991268
717 => 1.1853192069207
718 => 1.1983752988513
719 => 1.1716540614944
720 => 1.117167649655
721 => 1.1286213540075
722 => 1.111680425601
723 => 1.1132483730237
724 => 1.1164158763545
725 => 1.1061489617168
726 => 1.108107565482
727 => 1.108037590373
728 => 1.1074345826875
729 => 1.1047637616632
730 => 1.1008905427721
731 => 1.1163202547203
801 => 1.118942063448
802 => 1.1247700194763
803 => 1.142110063476
804 => 1.140377384174
805 => 1.1432034560037
806 => 1.1370341570672
807 => 1.1135345491074
808 => 1.1148106908797
809 => 1.098897182531
810 => 1.1243630752893
811 => 1.1183324157508
812 => 1.1144444103146
813 => 1.1133835320092
814 => 1.130766558624
815 => 1.1359678326327
816 => 1.132726747715
817 => 1.1260791879912
818 => 1.1388444678355
819 => 1.142259918198
820 => 1.1430245115771
821 => 1.1656421399616
822 => 1.1442885857533
823 => 1.1494285984873
824 => 1.1895295105568
825 => 1.1531635168574
826 => 1.1724273947784
827 => 1.1714845281985
828 => 1.1813392762888
829 => 1.1706761512166
830 => 1.1708083334315
831 => 1.1795586821172
901 => 1.1672703955218
902 => 1.1642276429502
903 => 1.1600241020652
904 => 1.1692023798042
905 => 1.174704342211
906 => 1.2190461184632
907 => 1.2476929281528
908 => 1.2464492945936
909 => 1.2578137773403
910 => 1.2526939737762
911 => 1.2361607775317
912 => 1.2643809275125
913 => 1.2554508912774
914 => 1.2561870726146
915 => 1.2561596719085
916 => 1.2620973653275
917 => 1.2578899653585
918 => 1.2495967481388
919 => 1.2551021727575
920 => 1.2714513156496
921 => 1.3221995568398
922 => 1.3505989449347
923 => 1.3204898780172
924 => 1.3412587092004
925 => 1.3288048111817
926 => 1.3265415674403
927 => 1.3395859282279
928 => 1.3526531214423
929 => 1.3518207977256
930 => 1.3423346864597
1001 => 1.3369762229068
1002 => 1.3775523041465
1003 => 1.4074480696083
1004 => 1.4054093788276
1005 => 1.414407496916
1006 => 1.440826249925
1007 => 1.4432416496095
1008 => 1.4429373647666
1009 => 1.4369505446276
1010 => 1.4629632378735
1011 => 1.484663484229
1012 => 1.4355647687412
1013 => 1.4542609168496
1014 => 1.4626542200877
1015 => 1.4749780794221
1016 => 1.495770495838
1017 => 1.5183565749816
1018 => 1.5215504942163
1019 => 1.5192842556762
1020 => 1.5043881293345
1021 => 1.5291020866415
1022 => 1.5435789432183
1023 => 1.5521995800128
1024 => 1.5740600805865
1025 => 1.4627060542711
1026 => 1.3838841397909
1027 => 1.3715749596426
1028 => 1.3966061615088
1029 => 1.4032066898208
1030 => 1.4005460251346
1031 => 1.3118247942122
1101 => 1.371107860723
1102 => 1.4348914556269
1103 => 1.437341643274
1104 => 1.469273044535
1105 => 1.4796712176979
1106 => 1.5053801810574
1107 => 1.5037720783995
1108 => 1.5100318018586
1109 => 1.5085927998386
1110 => 1.5562132408012
1111 => 1.6087456588868
1112 => 1.6069266282913
1113 => 1.5993744716562
1114 => 1.6105907120935
1115 => 1.6648097972738
1116 => 1.6598181727536
1117 => 1.6646671107895
1118 => 1.7285944678709
1119 => 1.8117091256372
1120 => 1.7730940225296
1121 => 1.8568776850766
1122 => 1.9096150594689
1123 => 2.000818895334
1124 => 1.9893997258953
1125 => 2.024904709913
1126 => 1.9689570293475
1127 => 1.8404898458775
1128 => 1.8201594223407
1129 => 1.8608614451096
1130 => 1.9609233964417
1201 => 1.8577101381719
1202 => 1.8785900458947
1203 => 1.8725766310659
1204 => 1.872256201745
1205 => 1.884485685642
1206 => 1.8667461814024
1207 => 1.7944722498546
1208 => 1.82759496677
1209 => 1.8148046950854
1210 => 1.8289964550974
1211 => 1.9055835307548
1212 => 1.8717225589988
1213 => 1.8360527758958
1214 => 1.8807905996655
1215 => 1.9377572229083
1216 => 1.9341923540047
1217 => 1.9272750183319
1218 => 1.9662676773392
1219 => 2.0306721262421
1220 => 2.0480803899826
1221 => 2.0609308143795
1222 => 2.0627026707941
1223 => 2.0809538930674
1224 => 1.9828124710034
1225 => 2.1385654282695
1226 => 2.1654596614007
1227 => 2.1604046602238
1228 => 2.1902964684668
1229 => 2.1815015401997
1230 => 2.1687590690227
1231 => 2.2161439432578
]
'min_raw' => 0.81689003342326
'max_raw' => 2.2161439432578
'avg_raw' => 1.5165169883406
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.81689'
'max' => '$2.21'
'avg' => '$1.51'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.28172426091737
'max_diff' => 1.0214240559645
'year' => 2032
]
7 => [
'items' => [
101 => 2.1618210087094
102 => 2.0847164421852
103 => 2.0424153520346
104 => 2.0981208398765
105 => 2.132138237448
106 => 2.1546215733298
107 => 2.1614250171829
108 => 1.9904309102255
109 => 1.8982745703434
110 => 1.9573457276332
111 => 2.0294166164003
112 => 1.9824121135774
113 => 1.9842546010968
114 => 1.9172385326373
115 => 2.0353460514256
116 => 2.0181387793787
117 => 2.107410137197
118 => 2.0861048112063
119 => 2.158902138013
120 => 2.1397321621607
121 => 2.2193056601446
122 => 2.2510496828569
123 => 2.3043528375534
124 => 2.343562855131
125 => 2.3665877274207
126 => 2.3652054004525
127 => 2.4564414154101
128 => 2.4026427249332
129 => 2.3350588903164
130 => 2.3338365119724
131 => 2.3688391375908
201 => 2.4421950383856
202 => 2.4612151561767
203 => 2.4718448072497
204 => 2.4555651266106
205 => 2.3971705038847
206 => 2.3719560018592
207 => 2.3934394881194
208 => 2.3671670305202
209 => 2.4125206630861
210 => 2.4748008876123
211 => 2.4619402675303
212 => 2.5049313922924
213 => 2.5494226836229
214 => 2.6130472284544
215 => 2.6296810404835
216 => 2.6571760992402
217 => 2.6854775463573
218 => 2.6945672084259
219 => 2.7119221936713
220 => 2.7118307243324
221 => 2.7641311404948
222 => 2.8218201191311
223 => 2.8435963730633
224 => 2.8936696682309
225 => 2.807920905034
226 => 2.8729623269296
227 => 2.9316313175719
228 => 2.8616837282896
301 => 2.9580901844171
302 => 2.9618334286468
303 => 3.0183519723311
304 => 2.9610596006643
305 => 2.9270395732522
306 => 3.025254117677
307 => 3.072777041995
308 => 3.0584627504361
309 => 2.9495302848886
310 => 2.8861269176067
311 => 2.7201880758338
312 => 2.9167498019383
313 => 3.0124892849396
314 => 2.9492823427566
315 => 2.9811602478654
316 => 3.155075761694
317 => 3.2212915291643
318 => 3.2075191124136
319 => 3.2098464241312
320 => 3.245575250357
321 => 3.404016542066
322 => 3.3090748474336
323 => 3.3816542155827
324 => 3.4201500507446
325 => 3.4559071278391
326 => 3.3680990476351
327 => 3.2538620254466
328 => 3.2176783651755
329 => 2.9429976580291
330 => 2.9286993343443
331 => 2.9206732519765
401 => 2.8700699379591
402 => 2.8303095945558
403 => 2.7986906932745
404 => 2.7157132541093
405 => 2.7437157039993
406 => 2.6114669847074
407 => 2.6960750287035
408 => 2.4850028794567
409 => 2.6607900373922
410 => 2.5651170793892
411 => 2.6293588975723
412 => 2.6291347639206
413 => 2.5108452087586
414 => 2.4426182619812
415 => 2.4860951279002
416 => 2.5327057793634
417 => 2.5402682007462
418 => 2.6007001270307
419 => 2.6175653786768
420 => 2.5664628788258
421 => 2.4806288783163
422 => 2.5005661589695
423 => 2.4422142336251
424 => 2.3399547289334
425 => 2.4133992904826
426 => 2.438476492925
427 => 2.4495520141402
428 => 2.3489915358594
429 => 2.3173932503093
430 => 2.3005705882178
501 => 2.4676477833546
502 => 2.4768006492596
503 => 2.4299732932047
504 => 2.6416373829253
505 => 2.5937312805327
506 => 2.6472541341853
507 => 2.4987570597229
508 => 2.5044298479452
509 => 2.4341289531235
510 => 2.4734927567162
511 => 2.4456716890915
512 => 2.4703125503866
513 => 2.4850821810488
514 => 2.5553715401854
515 => 2.6615926289662
516 => 2.5448726538739
517 => 2.4940160892654
518 => 2.5255672159203
519 => 2.6095920239614
520 => 2.7368939092943
521 => 2.661528630988
522 => 2.6949744617149
523 => 2.7022808878273
524 => 2.6467093217785
525 => 2.738942912201
526 => 2.7883716426127
527 => 2.8390752921806
528 => 2.8830998504164
529 => 2.8188231395461
530 => 2.8876084338819
531 => 2.8321796288862
601 => 2.7824542606805
602 => 2.7825296735384
603 => 2.7513362236912
604 => 2.6908949839847
605 => 2.6797486920479
606 => 2.7377331103249
607 => 2.7842311226382
608 => 2.7880609216428
609 => 2.8138046104136
610 => 2.8290394602471
611 => 2.9783616993892
612 => 3.0384203392304
613 => 3.1118589071765
614 => 3.1404673681624
615 => 3.226568579029
616 => 3.1570348584558
617 => 3.1419908006221
618 => 2.9331374265511
619 => 2.9673371548551
620 => 3.0220942196526
621 => 2.9340403503814
622 => 2.9898902632271
623 => 3.0009162190858
624 => 2.9310483135978
625 => 2.9683677807329
626 => 2.8692583404728
627 => 2.6637529439291
628 => 2.7391716984542
629 => 2.7947052874629
630 => 2.7154520087053
701 => 2.8575104433529
702 => 2.7745228385131
703 => 2.7482197518864
704 => 2.6456020332283
705 => 2.6940336463167
706 => 2.7595380964927
707 => 2.7190639619936
708 => 2.8030538683011
709 => 2.9220059749222
710 => 3.0067783298208
711 => 3.0132860986074
712 => 2.9587831537143
713 => 3.0461244707387
714 => 3.0467606568805
715 => 2.9482392944772
716 => 2.8878955085745
717 => 2.8741852734529
718 => 2.9084361288364
719 => 2.9500229903287
720 => 3.0155938799904
721 => 3.0552169953263
722 => 3.1585330656458
723 => 3.1864874319704
724 => 3.2172008053268
725 => 3.2582433437845
726 => 3.3075254342939
727 => 3.1996990258904
728 => 3.2039831701098
729 => 3.1035767115627
730 => 2.9962780108624
731 => 3.0777043497221
801 => 3.1841584560891
802 => 3.1597377664672
803 => 3.1569899400153
804 => 3.1616110219239
805 => 3.1431986194541
806 => 3.0599200054788
807 => 3.018098006892
808 => 3.0720590549987
809 => 3.1007369505374
810 => 3.1452138655426
811 => 3.1397311469745
812 => 3.254298903556
813 => 3.2988164694145
814 => 3.2874269710538
815 => 3.2895229128558
816 => 3.3701198394064
817 => 3.4597601977529
818 => 3.5437202224315
819 => 3.6291279657015
820 => 3.5261655976685
821 => 3.4738876570174
822 => 3.5278251474185
823 => 3.4992051557865
824 => 3.6636641169447
825 => 3.6750508985937
826 => 3.8394979674971
827 => 3.9955778178791
828 => 3.8975468603151
829 => 3.9899856378866
830 => 4.0899657124744
831 => 4.2828434975365
901 => 4.2178890450499
902 => 4.1681349524112
903 => 4.1211175752776
904 => 4.2189532732941
905 => 4.344817335829
906 => 4.371927249388
907 => 4.4158556661376
908 => 4.3696703072366
909 => 4.4252954848825
910 => 4.6216768049139
911 => 4.5686128387356
912 => 4.4932534763041
913 => 4.6482776678064
914 => 4.7043803200698
915 => 5.0981381148416
916 => 5.5952735960642
917 => 5.3894562424705
918 => 5.2616987694104
919 => 5.2917248060273
920 => 5.4732618546717
921 => 5.5315657929984
922 => 5.3730755900537
923 => 5.4290570091113
924 => 5.73752013209
925 => 5.9030007008863
926 => 5.6782558614555
927 => 5.0581937629754
928 => 4.4864681902417
929 => 4.6381155572688
930 => 4.6209234520136
1001 => 4.952328596096
1002 => 4.5673472806916
1003 => 4.5738293787034
1004 => 4.9120876302013
1005 => 4.8218461279162
1006 => 4.6756664514727
1007 => 4.4875354636519
1008 => 4.139757932655
1009 => 3.8317216749571
1010 => 4.4358517128161
1011 => 4.4098005270444
1012 => 4.3720745494776
1013 => 4.4560296301754
1014 => 4.8636916709784
1015 => 4.8542937414647
1016 => 4.7945089087639
1017 => 4.8398551774481
1018 => 4.6677170313264
1019 => 4.7120809510947
1020 => 4.48637762599
1021 => 4.5884049551408
1022 => 4.6753528155397
1023 => 4.6928088857999
1024 => 4.732138303425
1025 => 4.3960727359178
1026 => 4.5469563093619
1027 => 4.6355862728813
1028 => 4.2351528733148
1029 => 4.6276709920634
1030 => 4.3902225820659
1031 => 4.3096290253573
1101 => 4.4181376320717
1102 => 4.375851722507
1103 => 4.3394967805752
1104 => 4.3192100983201
1105 => 4.3988868434333
1106 => 4.3951698280394
1107 => 4.2648032084445
1108 => 4.0947452676061
1109 => 4.1518222945131
1110 => 4.1310856755378
1111 => 4.0559334932943
1112 => 4.1065769902173
1113 => 3.8835686598555
1114 => 3.4998944184322
1115 => 3.7533613745763
1116 => 3.7436031724837
1117 => 3.7386826444894
1118 => 3.9291560567195
1119 => 3.9108464331029
1120 => 3.8776142869503
1121 => 4.0553231588692
1122 => 3.9904570300972
1123 => 4.1903591545905
1124 => 4.3220276226405
1125 => 4.2886322401143
1126 => 4.4124670707243
1127 => 4.1531372339336
1128 => 4.2392762032083
1129 => 4.2570293253924
1130 => 4.0531302589748
1201 => 3.9138421139655
1202 => 3.9045531826945
1203 => 3.6630467343372
1204 => 3.7920575296777
1205 => 3.9055816907479
1206 => 3.8512124274261
1207 => 3.8340007428939
1208 => 3.9219315064098
1209 => 3.9287644798111
1210 => 3.7729719621366
1211 => 3.8053661598685
1212 => 3.9404553494979
1213 => 3.801962258893
1214 => 3.5328928065657
1215 => 3.4661598622123
1216 => 3.4572564573033
1217 => 3.2762714195603
1218 => 3.4706192766499
1219 => 3.3857812288316
1220 => 3.6537836053739
1221 => 3.5007020852185
1222 => 3.4941030468448
1223 => 3.4841276324744
1224 => 3.3283463340912
1225 => 3.3624525380192
1226 => 3.4758267543971
1227 => 3.5162799520527
1228 => 3.512060352114
1229 => 3.4752711588858
1230 => 3.4921130631545
1231 => 3.4378594213965
]
'min_raw' => 1.8982745703434
'max_raw' => 5.9030007008863
'avg_raw' => 3.9006376356148
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$1.89'
'max' => '$5.90'
'avg' => '$3.90'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 1.0813845369201
'max_diff' => 3.6868567576285
'year' => 2033
]
8 => [
'items' => [
101 => 3.4187013312999
102 => 3.358233129107
103 => 3.2693615766508
104 => 3.2817197111007
105 => 3.1056419111782
106 => 3.0097053806242
107 => 2.9831514133901
108 => 2.9476423386378
109 => 2.9871622578694
110 => 3.105143104894
111 => 2.9628331723493
112 => 2.7188527748825
113 => 2.7335164124926
114 => 2.7664612525295
115 => 2.7050687610727
116 => 2.6469659201901
117 => 2.6974816263051
118 => 2.5941039155616
119 => 2.77895395498
120 => 2.77395427945
121 => 2.8428549430954
122 => 2.8859399420568
123 => 2.7866429683848
124 => 2.7616700480338
125 => 2.7758957584217
126 => 2.540776453872
127 => 2.8236406797943
128 => 2.8260869013662
129 => 2.8051408671228
130 => 2.9557573349732
131 => 3.273605060592
201 => 3.1540179608191
202 => 3.1077102212478
203 => 3.019679174472
204 => 3.1369753175344
205 => 3.1279688038521
206 => 3.0872379333618
207 => 3.0626037758012
208 => 3.1079929664311
209 => 3.0569795527822
210 => 3.047816141936
211 => 2.9922958420974
212 => 2.9724776210677
213 => 2.9578049992034
214 => 2.9416518842328
215 => 2.9772816307524
216 => 2.8965399376556
217 => 2.7991733709867
218 => 2.7910783944891
219 => 2.8134293363167
220 => 2.8035407083899
221 => 2.791031051543
222 => 2.7671467098198
223 => 2.7600607358388
224 => 2.7830867136513
225 => 2.7570917271989
226 => 2.7954487457296
227 => 2.7850177590799
228 => 2.7267511155855
301 => 2.6541293047171
302 => 2.6534828182709
303 => 2.637836568243
304 => 2.6179087164029
305 => 2.6123652439085
306 => 2.6932273344358
307 => 2.8606094418286
308 => 2.827748329033
309 => 2.8514938507701
310 => 2.96829831591
311 => 3.0054269429451
312 => 2.9790739229153
313 => 2.943000283715
314 => 2.944587340763
315 => 3.0678618861436
316 => 3.0755503683274
317 => 3.0949766824074
318 => 3.1199449858759
319 => 2.983326132962
320 => 2.9381526050767
321 => 2.9167468814327
322 => 2.8508255376669
323 => 2.9219160552495
324 => 2.8804946550536
325 => 2.8860838170965
326 => 2.8824438679838
327 => 2.8844315263316
328 => 2.7789022856267
329 => 2.817351594486
330 => 2.7534221611413
331 => 2.6678278263085
401 => 2.6675408840849
402 => 2.6884899762739
403 => 2.6760286365018
404 => 2.6424954915857
405 => 2.647258716549
406 => 2.6055278537691
407 => 2.6523255988522
408 => 2.6536675907308
409 => 2.6356479097834
410 => 2.7077462929282
411 => 2.7372850593293
412 => 2.7254241193107
413 => 2.7364528641587
414 => 2.8291138566287
415 => 2.8442216414839
416 => 2.8509315215523
417 => 2.8419411711494
418 => 2.7381465370009
419 => 2.7427502703943
420 => 2.708971129379
421 => 2.6804313147792
422 => 2.6815727576916
423 => 2.6962459323121
424 => 2.7603245464499
425 => 2.8951742122625
426 => 2.9002916585063
427 => 2.9064941526401
428 => 2.8812654918739
429 => 2.873656286381
430 => 2.8836947925287
501 => 2.9343372369493
502 => 3.0646033532886
503 => 3.0185586075929
504 => 2.9811235126131
505 => 3.0139641833395
506 => 3.0089086194949
507 => 2.9662345729065
508 => 2.9650368545491
509 => 2.8831317154279
510 => 2.8528532503846
511 => 2.8275502986906
512 => 2.799920135991
513 => 2.7835400493712
514 => 2.8087073070354
515 => 2.8144633566335
516 => 2.7594347079024
517 => 2.7519345064182
518 => 2.7968720888479
519 => 2.7770967342625
520 => 2.7974361768587
521 => 2.8021551020096
522 => 2.8013952463742
523 => 2.7807475050021
524 => 2.7939077596282
525 => 2.7627798341767
526 => 2.7289328905115
527 => 2.7073406491922
528 => 2.6884985548459
529 => 2.6989532438982
530 => 2.6616841863777
531 => 2.6497610647989
601 => 2.789449361476
602 => 2.8926386081335
603 => 2.8911381956197
604 => 2.8820048203165
605 => 2.8684344772536
606 => 2.9333444818298
607 => 2.9107311341519
608 => 2.927184233996
609 => 2.9313722384407
610 => 2.9440480665487
611 => 2.948578585573
612 => 2.9348842104336
613 => 2.8889242148388
614 => 2.7743962755616
615 => 2.7210832106658
616 => 2.7034890112509
617 => 2.7041285269834
618 => 2.6864878281546
619 => 2.6916838045604
620 => 2.6846808796071
621 => 2.671419033935
622 => 2.6981343622989
623 => 2.7012130550223
624 => 2.6949773781578
625 => 2.6964461057942
626 => 2.6448173646483
627 => 2.6487425857059
628 => 2.6268864560643
629 => 2.6227886952361
630 => 2.567538302733
701 => 2.4696542237413
702 => 2.5238915053401
703 => 2.4583804960846
704 => 2.4335704842258
705 => 2.5510172216171
706 => 2.5392288266484
707 => 2.5190522187541
708 => 2.489206810505
709 => 2.478136858268
710 => 2.4108793327966
711 => 2.4069053993868
712 => 2.4402400451163
713 => 2.4248572530873
714 => 2.4032539871595
715 => 2.3250091478572
716 => 2.2370360425054
717 => 2.2396913975768
718 => 2.2676740055914
719 => 2.3490372123626
720 => 2.3172471998793
721 => 2.2941831810743
722 => 2.289863983654
723 => 2.3439277822215
724 => 2.4204393839106
725 => 2.4563369155725
726 => 2.4207635519198
727 => 2.3798987871615
728 => 2.3823860360433
729 => 2.3989325885464
730 => 2.4006713972588
731 => 2.3740726363669
801 => 2.3815600317548
802 => 2.3701859934987
803 => 2.300383541716
804 => 2.2991210367092
805 => 2.2819903893251
806 => 2.2814716801305
807 => 2.2523281754899
808 => 2.2482507977312
809 => 2.190384600383
810 => 2.2284723067126
811 => 2.202925073001
812 => 2.1644193658146
813 => 2.157780967382
814 => 2.157581409109
815 => 2.1971181606709
816 => 2.2280102967511
817 => 2.2033694780692
818 => 2.1977592412975
819 => 2.2576618924428
820 => 2.2500387340597
821 => 2.2434371280641
822 => 2.4135886091659
823 => 2.2789004347882
824 => 2.2201687030273
825 => 2.1474770321198
826 => 2.1711458067105
827 => 2.1761331652834
828 => 2.0013228004095
829 => 1.9304022571513
830 => 1.9060649992894
831 => 1.8920585633116
901 => 1.8984414720684
902 => 1.8346046649861
903 => 1.8775040551088
904 => 1.8222267761664
905 => 1.8129593604639
906 => 1.9118019827537
907 => 1.9255553562151
908 => 1.8668791921905
909 => 1.9045587883024
910 => 1.8908956429667
911 => 1.8231743464585
912 => 1.820587891056
913 => 1.7866077249869
914 => 1.7334353449454
915 => 1.709134140461
916 => 1.6964778621728
917 => 1.7017000892605
918 => 1.6990595714422
919 => 1.6818284065627
920 => 1.700047241643
921 => 1.6535056465552
922 => 1.6349724083801
923 => 1.6266013746642
924 => 1.5852930301895
925 => 1.651032976153
926 => 1.6639845736778
927 => 1.6769616898507
928 => 1.7899186262822
929 => 1.7842756169511
930 => 1.8352856730475
1001 => 1.833303516069
1002 => 1.8187546217622
1003 => 1.7573752298587
1004 => 1.781839961489
1005 => 1.7065413201944
1006 => 1.7629601820622
1007 => 1.7372129696137
1008 => 1.754255023634
1009 => 1.7236118738855
1010 => 1.740571058181
1011 => 1.6670558779235
1012 => 1.5984084369856
1013 => 1.6260341711627
1014 => 1.6560665035992
1015 => 1.7211842524175
1016 => 1.6824006584311
1017 => 1.6963487053986
1018 => 1.6496250829322
1019 => 1.5532209038409
1020 => 1.5537665410251
1021 => 1.5389368583511
1022 => 1.5261218473517
1023 => 1.686855420744
1024 => 1.6668656600709
1025 => 1.6350145926335
1026 => 1.6776485121095
1027 => 1.6889215971103
1028 => 1.6892425259922
1029 => 1.7203471331012
1030 => 1.7369476674911
1031 => 1.7398735836281
1101 => 1.7888173549737
1102 => 1.8052226615447
1103 => 1.8727937975451
1104 => 1.7355392281296
1105 => 1.7327125605953
1106 => 1.6782484587878
1107 => 1.6437064643781
1108 => 1.680613578697
1109 => 1.7133082436601
1110 => 1.6792643731642
1111 => 1.6837097839457
1112 => 1.6380086692915
1113 => 1.654344667343
1114 => 1.6684154295616
1115 => 1.6606463817057
1116 => 1.6490157410392
1117 => 1.7106276539781
1118 => 1.7071512683911
1119 => 1.7645256981716
1120 => 1.8092531690703
1121 => 1.8894127929126
1122 => 1.8057620466175
1123 => 1.8027134809409
1124 => 1.8325136994349
1125 => 1.8052180992865
1126 => 1.8224679763682
1127 => 1.8866335710327
1128 => 1.8879892889372
1129 => 1.8652792672939
1130 => 1.863897360413
1201 => 1.86825906849
1202 => 1.8938057289325
1203 => 1.8848789408043
1204 => 1.8952092460249
1205 => 1.9081274508864
1206 => 1.9615626233991
1207 => 1.974445662588
1208 => 1.943146556449
1209 => 1.9459725152921
1210 => 1.9342657904164
1211 => 1.9229572408714
1212 => 1.9483772087676
1213 => 1.9948326997288
1214 => 1.9945437025306
1215 => 2.0053204734679
1216 => 2.0120343124822
1217 => 1.9832136006021
1218 => 1.9644523769352
1219 => 1.9716466238967
1220 => 1.9831503814587
1221 => 1.9679161103632
1222 => 1.8738831319611
1223 => 1.9024067307584
1224 => 1.8976590091858
1225 => 1.8908976763238
1226 => 1.9195783754809
1227 => 1.9168120520802
1228 => 1.8339499262613
1229 => 1.8392544907107
1230 => 1.8342725143947
1231 => 1.8503702990881
]
'min_raw' => 1.5261218473517
'max_raw' => 3.4187013312999
'avg_raw' => 2.4724115893258
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$1.52'
'max' => '$3.41'
'avg' => '$2.47'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.37215272299171
'max_diff' => -2.4842993695864
'year' => 2034
]
9 => [
'items' => [
101 => 1.8043487660847
102 => 1.8185046796768
103 => 1.8273831359783
104 => 1.8326126149474
105 => 1.8515050788711
106 => 1.8492882662857
107 => 1.8513672786882
108 => 1.8793798152615
109 => 2.0210576125076
110 => 2.0287688224172
111 => 1.9907960045795
112 => 2.005965396325
113 => 1.976843481355
114 => 1.9963932179742
115 => 2.0097686512596
116 => 1.9493276401909
117 => 1.9457487157743
118 => 1.916506604302
119 => 1.9322196586493
120 => 1.9072190593741
121 => 1.9133533319524
122 => 1.8962013710472
123 => 1.9270714857552
124 => 1.9615890707296
125 => 1.9703095758349
126 => 1.9473696813164
127 => 1.9307596858724
128 => 1.9015980055452
129 => 1.9500945298397
130 => 1.9642763914482
131 => 1.9500200385581
201 => 1.946716530086
202 => 1.9404563875006
203 => 1.9480446489291
204 => 1.9641991539842
205 => 1.9565809877271
206 => 1.9616129207547
207 => 1.9424363809601
208 => 1.983223141457
209 => 2.0480023329945
210 => 2.0482106086878
211 => 2.0405924013659
212 => 2.0374751950663
213 => 2.04529193809
214 => 2.0495322005208
215 => 2.0748101141141
216 => 2.1019343225162
217 => 2.2285111679093
218 => 2.1929688962283
219 => 2.3052754035514
220 => 2.3940952696691
221 => 2.4207284638957
222 => 2.3962271783958
223 => 2.3124096042341
224 => 2.3082971141728
225 => 2.4335559568375
226 => 2.3981645965663
227 => 2.3939549068764
228 => 2.349170920959
301 => 2.3756438032408
302 => 2.369853795552
303 => 2.3607139851584
304 => 2.411222400435
305 => 2.5057696449155
306 => 2.4910335702048
307 => 2.4800337740201
308 => 2.4318358691311
309 => 2.4608617732661
310 => 2.4505262047582
311 => 2.4949343661819
312 => 2.4686279551157
313 => 2.3978964722039
314 => 2.4091606939916
315 => 2.4074581295289
316 => 2.4424967855272
317 => 2.4319790507094
318 => 2.4054043730021
319 => 2.5054464927125
320 => 2.498950313922
321 => 2.5081604102137
322 => 2.512214979433
323 => 2.5731088547608
324 => 2.598055127096
325 => 2.603718367662
326 => 2.6274153969665
327 => 2.6031287639854
328 => 2.7002926119854
329 => 2.7649009012377
330 => 2.8399467539164
331 => 2.9496089151036
401 => 2.9908429021416
402 => 2.9833943514543
403 => 3.0665389505095
404 => 3.215947946811
405 => 3.0135941813735
406 => 3.2266731877325
407 => 3.1592148344347
408 => 2.9992722922895
409 => 2.9889738781741
410 => 3.0972888246859
411 => 3.3375209511218
412 => 3.2773455281398
413 => 3.3376193765565
414 => 3.2673067307445
415 => 3.2638151152384
416 => 3.3342044482902
417 => 3.4986729616886
418 => 3.420540135983
419 => 3.3085175713793
420 => 3.3912332898186
421 => 3.3195772795281
422 => 3.1581162330893
423 => 3.2772995131279
424 => 3.1976050479105
425 => 3.2208641296518
426 => 3.3883700418817
427 => 3.3682152873565
428 => 3.3942974059921
429 => 3.3482631492882
430 => 3.3052598945907
501 => 3.2249911262343
502 => 3.2012275011264
503 => 3.2077949121805
504 => 3.2012242466436
505 => 3.1563146084563
506 => 3.1466163763656
507 => 3.1304522313251
508 => 3.1354621757716
509 => 3.1050688541082
510 => 3.1624273316678
511 => 3.173073570544
512 => 3.2148142872118
513 => 3.2191479468858
514 => 3.3353952486636
515 => 3.2713681883009
516 => 3.3143230682227
517 => 3.3104807794555
518 => 3.002738732166
519 => 3.0451428710514
520 => 3.1111104040053
521 => 3.0813921198264
522 => 3.0393774190051
523 => 3.0054482954061
524 => 2.9540422037226
525 => 3.0263952906006
526 => 3.1215319059521
527 => 3.2215607684504
528 => 3.3417388925914
529 => 3.3149165343107
530 => 3.2193141220137
531 => 3.2236027763918
601 => 3.2501135502335
602 => 3.2157796893507
603 => 3.2056539634997
604 => 3.2487224309927
605 => 3.2490190198583
606 => 3.2095137635269
607 => 3.1656109005001
608 => 3.165426945901
609 => 3.1576148554768
610 => 3.2686964842763
611 => 3.3297801484966
612 => 3.3367832921582
613 => 3.3293087811301
614 => 3.3321854237721
615 => 3.296642185449
616 => 3.3778834882357
617 => 3.4524385416049
618 => 3.4324561946655
619 => 3.4024998159455
620 => 3.3786381174002
621 => 3.426835136824
622 => 3.4246889994182
623 => 3.4517873682541
624 => 3.450558029716
625 => 3.4414458674976
626 => 3.4324565200896
627 => 3.4680982664528
628 => 3.4578340158892
629 => 3.4475538221093
630 => 3.4269353196648
701 => 3.4297377165841
702 => 3.3997865102551
703 => 3.3859297117334
704 => 3.1775567090753
705 => 3.1218726339808
706 => 3.1393919775594
707 => 3.145159800355
708 => 3.1209260195128
709 => 3.155671036093
710 => 3.150256062063
711 => 3.1713225583597
712 => 3.1581611260745
713 => 3.1587012758464
714 => 3.197406241884
715 => 3.2086424581874
716 => 3.2029276278881
717 => 3.2069300991368
718 => 3.2991653597259
719 => 3.2860524551877
720 => 3.2790864860017
721 => 3.2810161070725
722 => 3.3045841936993
723 => 3.311181971185
724 => 3.2832267243606
725 => 3.2964105803703
726 => 3.3525457659794
727 => 3.3721899039662
728 => 3.434884562699
729 => 3.4082507573606
730 => 3.4571382597434
731 => 3.6074017750902
801 => 3.7274426685936
802 => 3.6170481020281
803 => 3.8374879158315
804 => 4.0091319310906
805 => 4.0025439478969
806 => 3.9726138436389
807 => 3.7772016956586
808 => 3.5973805236562
809 => 3.7478085696465
810 => 3.7481920416715
811 => 3.7352701391129
812 => 3.6550133121091
813 => 3.7324773754999
814 => 3.7386261915437
815 => 3.7351844896614
816 => 3.6736517685697
817 => 3.5797026766104
818 => 3.5980601042969
819 => 3.6281299453287
820 => 3.5712014630295
821 => 3.5530093635165
822 => 3.5868319376997
823 => 3.6958153189312
824 => 3.6752126420071
825 => 3.6746746228507
826 => 3.7628216116265
827 => 3.6997273909738
828 => 3.5982916502486
829 => 3.5726777879425
830 => 3.4817658323208
831 => 3.544559043886
901 => 3.5468188597816
902 => 3.5124276595384
903 => 3.6010823066077
904 => 3.6002653384276
905 => 3.684429731317
906 => 3.8453204398191
907 => 3.7977371403641
908 => 3.7424029401462
909 => 3.7484193019608
910 => 3.8144039414211
911 => 3.7745081221206
912 => 3.7888549369046
913 => 3.8143822257986
914 => 3.8297834729953
915 => 3.7462032995009
916 => 3.7267167629575
917 => 3.6868541480347
918 => 3.6764547358723
919 => 3.7089220039662
920 => 3.700368025909
921 => 3.546628931006
922 => 3.5305623401924
923 => 3.5310550795949
924 => 3.4906548730693
925 => 3.4290348609573
926 => 3.590968573648
927 => 3.5779630302581
928 => 3.5636059169047
929 => 3.5653645813699
930 => 3.6356545176062
1001 => 3.5948828048623
1002 => 3.7032810855443
1003 => 3.6809976577867
1004 => 3.6581427441901
1005 => 3.6549834989534
1006 => 3.6461863071083
1007 => 3.6160174629806
1008 => 3.57958677083
1009 => 3.5555320722996
1010 => 3.2797903919822
1011 => 3.3309664439335
1012 => 3.3898398268597
1013 => 3.4101626827255
1014 => 3.3753990314682
1015 => 3.6173901438192
1016 => 3.6616042519301
1017 => 3.5276768344473
1018 => 3.5026244828566
1019 => 3.6190325718187
1020 => 3.5488242638645
1021 => 3.5804390606374
1022 => 3.5121051623836
1023 => 3.6509543680264
1024 => 3.6498965697155
1025 => 3.5958810926689
1026 => 3.6415346039866
1027 => 3.6336011829174
1028 => 3.5726178423661
1029 => 3.6528876486959
1030 => 3.6529274615184
1031 => 3.6009387392588
1101 => 3.5402272934543
1102 => 3.5293735208848
1103 => 3.5211966612529
1104 => 3.5784280544185
1105 => 3.6297415425729
1106 => 3.7252232223357
1107 => 3.7492295852168
1108 => 3.8429280177359
1109 => 3.7871351632647
1110 => 3.8118674130133
1111 => 3.8387177687058
1112 => 3.851590816614
1113 => 3.8306148758535
1114 => 3.9761671093691
1115 => 3.988456177483
1116 => 3.9925765957216
1117 => 3.9434972015206
1118 => 3.9870911907463
1119 => 3.9666950068688
1120 => 4.0197602110951
1121 => 4.0280815126883
1122 => 4.0210336662778
1123 => 4.0236749787463
1124 => 3.8994718246142
1125 => 3.8930312358486
1126 => 3.8052133510266
1127 => 3.8409997882086
1128 => 3.7740987591854
1129 => 3.7953137646456
1130 => 3.8046651369085
1201 => 3.7997805107241
1202 => 3.8430230996733
1203 => 3.8062580651892
1204 => 3.7092290944542
1205 => 3.6121736882411
1206 => 3.6109552366757
1207 => 3.58540226139
1208 => 3.5669321405193
1209 => 3.5704901410617
1210 => 3.5830289990505
1211 => 3.5662033592985
1212 => 3.5697939626212
1213 => 3.6294219018425
1214 => 3.6413798598063
1215 => 3.6007420463695
1216 => 3.4375753614121
1217 => 3.397533847651
1218 => 3.4263148936848
1219 => 3.4125594074174
1220 => 2.7542017811274
1221 => 2.9088731398675
1222 => 2.8169726706472
1223 => 2.8593246350012
1224 => 2.7655180534383
1225 => 2.8102874709843
1226 => 2.8020201942809
1227 => 3.0507271620768
1228 => 3.0468439448599
1229 => 3.0487026354464
1230 => 2.959982490963
1231 => 3.1013160901394
]
'min_raw' => 1.8043487660847
'max_raw' => 4.0280815126883
'avg_raw' => 2.9162151393865
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$1.80'
'max' => '$4.02'
'avg' => '$2.91'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.27822691873303
'max_diff' => 0.60938018138847
'year' => 2035
]
10 => [
'items' => [
101 => 3.1709421032856
102 => 3.1580561812885
103 => 3.1612992902389
104 => 3.1055719335378
105 => 3.0492421980732
106 => 2.9867638523589
107 => 3.1028408961392
108 => 3.089935110372
109 => 3.1195363395667
110 => 3.1948205998167
111 => 3.2059064931156
112 => 3.2208060461313
113 => 3.2154656169976
114 => 3.3426963052367
115 => 3.3272878293958
116 => 3.3644178228513
117 => 3.2880386092541
118 => 3.2016082790873
119 => 3.2180358592316
120 => 3.2164537511615
121 => 3.1963116995693
122 => 3.1781283560038
123 => 3.1478582120926
124 => 3.243637426566
125 => 3.2397489653718
126 => 3.3026986322648
127 => 3.291571667181
128 => 3.2172630711213
129 => 3.2199170171668
130 => 3.2377660797655
131 => 3.2995418892169
201 => 3.3178811554799
202 => 3.3093856766535
203 => 3.3294938448916
204 => 3.3453865211909
205 => 3.3314897203468
206 => 3.5282391145394
207 => 3.4465350487507
208 => 3.4863570419229
209 => 3.4958543526496
210 => 3.47152719093
211 => 3.4768028812166
212 => 3.4847941144613
213 => 3.5333153178793
214 => 3.6606489953714
215 => 3.717044214343
216 => 3.8867120131101
217 => 3.7123613764667
218 => 3.702016131223
219 => 3.7325784252576
220 => 3.8321913842944
221 => 3.9129183314242
222 => 3.9397001170365
223 => 3.9432397721242
224 => 3.9934841823523
225 => 4.0222833412923
226 => 3.9873831893914
227 => 3.9578089648537
228 => 3.8518777634475
229 => 3.8641395884513
301 => 3.9486114032611
302 => 4.067932817045
303 => 4.1703230033488
304 => 4.1344695287635
305 => 4.408006231241
306 => 4.4351262779944
307 => 4.4313791644292
308 => 4.4931626669376
309 => 4.37053499645
310 => 4.3181092915173
311 => 3.9642032478805
312 => 4.0636364105025
313 => 4.2081683518785
314 => 4.1890390074704
315 => 4.0840760482933
316 => 4.170243379532
317 => 4.1417537651229
318 => 4.1192828242033
319 => 4.2222265607624
320 => 4.10903569372
321 => 4.2070391863932
322 => 4.0813486933235
323 => 4.1346333044153
324 => 4.104386382073
325 => 4.1239598477519
326 => 4.0095337673447
327 => 4.0712753027963
328 => 4.0069651164826
329 => 4.0069346250809
330 => 4.0055149741536
331 => 4.0811756231567
401 => 4.0836429142043
402 => 4.0277295802742
403 => 4.0196715953244
404 => 4.0494661890446
405 => 4.0145845230147
406 => 4.0309054350075
407 => 4.0150788668126
408 => 4.0115159729534
409 => 3.9831262285069
410 => 3.970895146007
411 => 3.9756912686114
412 => 3.9593196295921
413 => 3.9494551248948
414 => 4.0035526758833
415 => 3.9746505366792
416 => 3.9991230085353
417 => 3.9712335381831
418 => 3.8745564830785
419 => 3.8189564863465
420 => 3.6363424912218
421 => 3.6881315937072
422 => 3.7224678222347
423 => 3.7111196989112
424 => 3.7354998589509
425 => 3.7369966027699
426 => 3.7290703642147
427 => 3.7198927953818
428 => 3.7154256624253
429 => 3.7487200116294
430 => 3.7680485019786
501 => 3.7259139221269
502 => 3.7160423795931
503 => 3.7586427661371
504 => 3.7846289773195
505 => 3.9764965602994
506 => 3.9622823900281
507 => 3.997957168019
508 => 3.9939407354913
509 => 4.0313335862636
510 => 4.0924550938784
511 => 3.9681779790552
512 => 3.9897481890092
513 => 3.9844596716573
514 => 4.0421983173809
515 => 4.0423785711305
516 => 4.00776136876
517 => 4.026527915765
518 => 4.0160529440601
519 => 4.0349826337082
520 => 3.9620925511182
521 => 4.0508648037146
522 => 4.1011929505792
523 => 4.1018917569473
524 => 4.1257468991322
525 => 4.1499851051888
526 => 4.1965082310115
527 => 4.1486876004601
528 => 4.0626629413425
529 => 4.0688736438729
530 => 4.0184374177075
531 => 4.0192852597813
601 => 4.0147594123443
602 => 4.0283418211927
603 => 3.9650731260553
604 => 3.9799221623444
605 => 3.9591334245838
606 => 3.9897029983533
607 => 3.9568151903089
608 => 3.9844571213742
609 => 3.9963864624774
610 => 4.0404059879686
611 => 3.9503134706027
612 => 3.7666087289662
613 => 3.8052256928629
614 => 3.7481081699627
615 => 3.7533946141688
616 => 3.7640740727966
617 => 3.7294584532825
618 => 3.7360620226223
619 => 3.7358260966568
620 => 3.7337930141444
621 => 3.7247881545901
622 => 3.7117293266792
623 => 3.7637516777809
624 => 3.7725912889551
625 => 3.7922406495992
626 => 3.8507038185876
627 => 3.8448619693492
628 => 3.854390267833
629 => 3.8335900457419
630 => 3.7543594768152
701 => 3.7586620778977
702 => 3.7050085734545
703 => 3.7908686088611
704 => 3.7705358191797
705 => 3.7574271373995
706 => 3.7538503121247
707 => 3.8124584000009
708 => 3.8299948584627
709 => 3.8190673143772
710 => 3.7966546026506
711 => 3.8396936348891
712 => 3.8512090642452
713 => 3.8537869442053
714 => 3.930043857416
715 => 3.8580488585451
716 => 3.8753787703421
717 => 4.0105817951405
718 => 3.8879713083904
719 => 3.9529208177621
720 => 3.9497418772593
721 => 3.9829678484822
722 => 3.9470163778255
723 => 3.9474620393918
724 => 3.9769644509155
725 => 3.9355336347184
726 => 3.9252747819851
727 => 3.9111022504093
728 => 3.9420474546133
729 => 3.9605977050024
730 => 4.1100990994807
731 => 4.2066838184055
801 => 4.2024908210329
802 => 4.2408069680564
803 => 4.2235451928866
804 => 4.1678023674374
805 => 4.2629485733659
806 => 4.2328403327237
807 => 4.2353224195008
808 => 4.235230036107
809 => 4.2552493840259
810 => 4.241063841279
811 => 4.2131026804089
812 => 4.2316646038872
813 => 4.2867868806088
814 => 4.4578881189107
815 => 4.5536386386543
816 => 4.4521238173942
817 => 4.5221473817618
818 => 4.4801581950884
819 => 4.4725275107997
820 => 4.5165074839233
821 => 4.5605644381679
822 => 4.5577582006459
823 => 4.525775114214
824 => 4.5077086802294
825 => 4.6445137710603
826 => 4.7453094315706
827 => 4.7384358432665
828 => 4.7687736266302
829 => 4.8578462968984
830 => 4.8659899855727
831 => 4.8649640679803
901 => 4.8447790858951
902 => 4.932482697322
903 => 5.0056465929725
904 => 4.8401068457425
905 => 4.9031422144133
906 => 4.9314408222823
907 => 4.9729915744527
908 => 5.0430946580788
909 => 5.1192452008213
910 => 5.1300137225133
911 => 5.1223729410516
912 => 5.0721496110764
913 => 5.1554744436102
914 => 5.2042841763007
915 => 5.233349255127
916 => 5.3070534590626
917 => 4.9316155848505
918 => 4.6658619970102
919 => 4.6243607367406
920 => 4.7087551814553
921 => 4.7310093234935
922 => 4.7220387067422
923 => 4.4229088823687
924 => 4.6227858801216
925 => 4.8378367235684
926 => 4.8460977022873
927 => 4.9537566510179
928 => 4.9888148178139
929 => 5.075494382723
930 => 5.0700725523376
1001 => 5.0911776470199
1002 => 5.0863259512417
1003 => 5.2468815927
1004 => 5.4239983079719
1005 => 5.4178653193187
1006 => 5.3924026959485
1007 => 5.4302190336757
1008 => 5.613022464817
1009 => 5.5961928542428
1010 => 5.6125413873729
1011 => 5.8280769350384
1012 => 6.1083038065778
1013 => 5.9781102904298
1014 => 6.2605927582958
1015 => 6.4384004980652
1016 => 6.7459005983329
1017 => 6.7074000713095
1018 => 6.8271076038038
1019 => 6.6384760926351
1020 => 6.2053400142735
1021 => 6.1367945718945
1022 => 6.2740242833844
1023 => 6.6113901384027
1024 => 6.2633994320267
1025 => 6.3337974987025
1026 => 6.3135228507639
1027 => 6.312442500937
1028 => 6.353675059731
1029 => 6.2938650826547
1030 => 6.0501884764363
1031 => 6.1618640290709
1101 => 6.1187407350982
1102 => 6.1665892448155
1103 => 6.4248079175332
1104 => 6.3106432871603
1105 => 6.190380123044
1106 => 6.3412168193784
1107 => 6.5332837669244
1108 => 6.5212645625245
1109 => 6.4979422823509
1110 => 6.6294087545745
1111 => 6.8465528506257
1112 => 6.9052460272327
1113 => 6.9485721302748
1114 => 6.9545460678838
1115 => 7.0160813380381
1116 => 6.685190681534
1117 => 7.2103226512807
1118 => 7.300998435978
1119 => 7.2839551465811
1120 => 7.3847374650519
1121 => 7.3550847503571
1122 => 7.3121226191328
1123 => 7.4718840309229
1124 => 7.2887304643867
1125 => 7.0287670350815
1126 => 6.886145956271
1127 => 7.0739608977629
1128 => 7.1886529286938
1129 => 7.2644570653559
1130 => 7.2873953513078
1201 => 6.7108767812736
1202 => 6.4001652472108
1203 => 6.5993277782301
1204 => 6.8423198115371
1205 => 6.6838408485201
1206 => 6.69005292383
1207 => 6.4641035701064
1208 => 6.8623113157049
1209 => 6.8042957966255
1210 => 7.105280412237
1211 => 7.0334480181689
1212 => 7.2788892880446
1213 => 7.2142563760536
1214 => 7.4825439801507
1215 => 7.5895711690219
1216 => 7.7692864765886
1217 => 7.9014857884075
1218 => 7.9791157528774
1219 => 7.9744551409933
1220 => 8.282063735318
1221 => 8.1006776942704
1222 => 7.8728140773072
1223 => 7.8686927433769
1224 => 7.9867065394545
1225 => 8.2340310805295
1226 => 8.2981587356045
1227 => 8.3339973463358
1228 => 8.2791092664498
1229 => 8.0822277189474
1230 => 7.9972152649479
1231 => 8.0696483388034
]
'min_raw' => 2.9867638523589
'max_raw' => 8.3339973463358
'avg_raw' => 5.6603805993474
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$2.98'
'max' => '$8.33'
'avg' => '$5.66'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 1.1824150862742
'max_diff' => 4.3059158336475
'year' => 2036
]
11 => [
'items' => [
101 => 7.9810689137232
102 => 8.1339818524086
103 => 8.343963977665
104 => 8.3006034991589
105 => 8.4455510778386
106 => 8.5955565728422
107 => 8.8100711678656
108 => 8.8661532264572
109 => 8.9588547366994
110 => 9.0542750415984
111 => 9.0849214718826
112 => 9.143435016324
113 => 9.1431266210617
114 => 9.3194611256518
115 => 9.5139635448397
116 => 9.5873837053418
117 => 9.756209316005
118 => 9.4671013740992
119 => 9.6863930690674
120 => 9.8841996671559
121 => 9.648366486306
122 => 9.9734075840238
123 => 9.9860281932892
124 => 10.17658440932
125 => 9.9834191782191
126 => 9.8687182805969
127 => 10.199855474246
128 => 10.360082331528
129 => 10.311820698145
130 => 9.9445472851302
131 => 9.7307784056576
201 => 9.1713040151404
202 => 9.834025598203
203 => 10.156817949459
204 => 9.9437113309213
205 => 10.05118991364
206 => 10.637558210906
207 => 10.86080929397
208 => 10.814374629336
209 => 10.822221323279
210 => 10.942683555406
211 => 11.476879432421
212 => 11.15677688035
213 => 11.401483287395
214 => 11.531274683336
215 => 11.65183216524
216 => 11.355781092268
217 => 10.970622996185
218 => 10.848627259319
219 => 9.9225220775801
220 => 9.8743142809997
221 => 9.8472537839333
222 => 9.6766411777133
223 => 9.5425864039504
224 => 9.4359810707194
225 => 9.1562168412741
226 => 9.2506290561468
227 => 8.8047432657435
228 => 9.0900051932214
301 => 8.3783607054489
302 => 8.971039381496
303 => 8.6484713239162
304 => 8.8650670991409
305 => 8.8643114168857
306 => 8.465489922944
307 => 8.2354580084306
308 => 8.3820432973346
309 => 8.5391943629944
310 => 8.564691594678
311 => 8.7684420533684
312 => 8.8253044267874
313 => 8.6530087806774
314 => 8.3636134552208
315 => 8.4308333889198
316 => 8.2340957986197
317 => 7.889320739021
318 => 8.1369442060198
319 => 8.2214937448885
320 => 8.2588356379339
321 => 7.9197889645017
322 => 7.8132531386479
323 => 7.7565343588855
324 => 8.3198467872465
325 => 8.3507063136781
326 => 8.1928246133571
327 => 8.9064648697651
328 => 8.7449461008513
329 => 8.9254021387872
330 => 8.4247338845026
331 => 8.4438600860555
401 => 8.2068357109124
402 => 8.3395535230181
403 => 8.2457528511166
404 => 8.3288312353429
405 => 8.3786280763032
406 => 8.6156135580786
407 => 8.9737453750228
408 => 8.5802158298707
409 => 8.408749371601
410 => 8.5151261979476
411 => 8.7984217046826
412 => 9.2276288990165
413 => 8.973529601371
414 => 9.0862945547802
415 => 9.1109286805365
416 => 8.9235652657201
417 => 9.2345372553731
418 => 9.4011896709601
419 => 9.572140565494
420 => 9.7205724372825
421 => 9.5038590189265
422 => 9.7357734412157
423 => 9.5488913552571
424 => 9.3812388046372
425 => 9.3814930643525
426 => 9.2763221703358
427 => 9.0725403107928
428 => 9.0349598093185
429 => 9.2304583238823
430 => 9.3872296187842
501 => 9.4001420535162
502 => 9.4869386975739
503 => 9.5383040574507
504 => 10.041754412064
505 => 10.244246309449
506 => 10.491849568596
507 => 10.588304992189
508 => 10.878601236021
509 => 10.644163442419
510 => 10.59344135109
511 => 9.8892776187327
512 => 10.004584390458
513 => 10.189201657439
514 => 9.8923218894665
515 => 10.080623769942
516 => 10.117798549927
517 => 9.8822340285532
518 => 10.008059217561
519 => 9.6739048201243
520 => 8.9810290277484
521 => 9.2353086241991
522 => 9.4225439967735
523 => 9.1553360341549
524 => 9.6342959647726
525 => 9.3544974610455
526 => 9.2658147680608
527 => 8.9198319650647
528 => 9.0831225299795
529 => 9.3039753571225
530 => 9.1675139868451
531 => 9.4506918199485
601 => 9.8517471523926
602 => 10.13756306555
603 => 10.159504462372
604 => 9.9757439783907
605 => 10.270221326715
606 => 10.272366272709
607 => 9.9401946208243
608 => 9.7367413335845
609 => 9.6905163186542
610 => 9.805995468898
611 => 9.9462084759211
612 => 10.167285308429
613 => 10.300877408182
614 => 10.649214752561
615 => 10.743464850336
616 => 10.847017132947
617 => 10.985394916855
618 => 11.151552925773
619 => 10.788008661641
620 => 10.802452952987
621 => 10.46392556784
622 => 10.102160507073
623 => 10.376695093544
624 => 10.735612545549
625 => 10.65327648549
626 => 10.644011996761
627 => 10.659592297049
628 => 10.597513596609
629 => 10.316733935264
630 => 10.17572814711
701 => 10.357661588242
702 => 10.454351115277
703 => 10.604308139497
704 => 10.585822771053
705 => 10.972095961233
706 => 11.122190042642
707 => 11.08378955373
708 => 11.090856167849
709 => 11.362594332812
710 => 11.664823059467
711 => 11.947900144573
712 => 12.235858313986
713 => 11.88871350156
714 => 11.712454774725
715 => 11.894308789408
716 => 11.797814489437
717 => 12.352299359139
718 => 12.390690688469
719 => 12.945135462604
720 => 13.471369575314
721 => 13.140851357584
722 => 13.452515150036
723 => 13.789604951895
724 => 14.439905870529
725 => 14.220907398995
726 => 14.053158001943
727 => 13.894635632289
728 => 14.224495518822
729 => 14.648854993207
730 => 14.740257959525
731 => 14.88836568358
801 => 14.732648521487
802 => 14.920192691546
803 => 15.582306022938
804 => 15.403397156159
805 => 15.149317804299
806 => 15.671992689393
807 => 15.861146698461
808 => 17.188728594825
809 => 18.864855578658
810 => 18.170928001308
811 => 17.740184761144
812 => 17.841419639949
813 => 18.453484473965
814 => 18.650060272685
815 => 18.115699488024
816 => 18.304444750875
817 => 19.344449706205
818 => 19.902378997386
819 => 19.144636080061
820 => 17.054053423683
821 => 15.126440738606
822 => 15.637730424219
823 => 15.579766041037
824 => 16.697121622279
825 => 15.399130238856
826 => 15.420985084868
827 => 16.56144639623
828 => 16.257190870816
829 => 15.764335885747
830 => 15.130039125423
831 => 13.957482898615
901 => 12.918917149382
902 => 14.955783751036
903 => 14.867950359371
904 => 14.740754592061
905 => 15.02381500819
906 => 16.398276040812
907 => 16.366590265314
908 => 16.16502152782
909 => 16.317909638664
910 => 15.737533860713
911 => 15.887109913602
912 => 15.126135394908
913 => 15.470127658461
914 => 15.763278440302
915 => 15.822132799928
916 => 15.954734677343
917 => 14.821666153144
918 => 15.330380655365
919 => 15.629202765318
920 => 14.279113601312
921 => 15.602515843413
922 => 14.801941950988
923 => 14.530215147682
924 => 14.896059491049
925 => 14.753489594643
926 => 14.630916369699
927 => 14.562518404105
928 => 14.831154113107
929 => 14.818621936193
930 => 14.379081776322
1001 => 13.805719555719
1002 => 13.998158736927
1003 => 13.928243778267
1004 => 13.674862948875
1005 => 13.845611034567
1006 => 13.093722878808
1007 => 11.800138386569
1008 => 12.654719925707
1009 => 12.621819466056
1010 => 12.605229562383
1011 => 13.247423970145
1012 => 13.185691795785
1013 => 13.073647294837
1014 => 13.672805163749
1015 => 13.454104481786
1016 => 14.128088451235
1017 => 14.572017884065
1018 => 14.459423020287
1019 => 14.87694079756
1020 => 14.002592146989
1021 => 14.29301569593
1022 => 14.352871586857
1023 => 13.665411648651
1024 => 13.195791942965
1025 => 13.164473662652
1026 => 12.350217810574
1027 => 12.785186714311
1028 => 13.167941349363
1029 => 12.984631582132
1030 => 12.926601186051
1031 => 13.223065894374
1101 => 13.24610374126
1102 => 12.720838390834
1103 => 12.830057690178
1104 => 13.285520324639
1105 => 12.818581200386
1106 => 11.911394756035
1107 => 11.686399975002
1108 => 11.656381523736
1109 => 11.046177833013
1110 => 11.701435202125
1111 => 11.415397800702
1112 => 12.318986524543
1113 => 11.802861491529
1114 => 11.780612372922
1115 => 11.746979566911
1116 => 11.221752043109
1117 => 11.336743490871
1118 => 11.718992576924
1119 => 11.855383357172
1120 => 11.841156681376
1121 => 11.717119347867
1122 => 11.773903003974
1123 => 11.590983062918
1124 => 11.526390224582
1125 => 11.322517459134
1126 => 11.022880815214
1127 => 11.064547128329
1128 => 10.470888532531
1129 => 10.147431821694
1130 => 10.057903267225
1201 => 9.9381819425336
1202 => 10.071426109415
1203 => 10.469206772319
1204 => 9.989398898982
1205 => 9.1668019547553
1206 => 9.2162414327403
1207 => 9.3273172610598
1208 => 9.1203281898265
1209 => 8.92443040518
1210 => 9.0947476352405
1211 => 8.7462024658677
1212 => 9.3694372795843
1213 => 9.3525805244687
1214 => 9.5848839224399
1215 => 9.7301480045369
1216 => 9.3953613251083
1217 => 9.3111633805915
1218 => 9.3591263563715
1219 => 8.5664052055767
1220 => 9.5201016922231
1221 => 9.5283492990428
1222 => 9.4577282821858
1223 => 9.9655422192494
1224 => 11.037188017593
1225 => 10.633991761403
1226 => 10.477861984336
1227 => 10.181059164
1228 => 10.57653129969
1229 => 10.546165209995
1230 => 10.408838236398
1231 => 10.325782454281
]
'min_raw' => 7.7565343588855
'max_raw' => 19.902378997386
'avg_raw' => 13.829456678136
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$7.75'
'max' => '$19.90'
'avg' => '$13.82'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 4.7697705065266
'max_diff' => 11.56838165105
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.24346875033213
]
1 => [
'year' => 2028
'avg' => 0.41786305505318
]
2 => [
'year' => 2029
'avg' => 1.1415265539171
]
3 => [
'year' => 2030
'avg' => 0.88068603633471
]
4 => [
'year' => 2031
'avg' => 0.86494282989962
]
5 => [
'year' => 2032
'avg' => 1.5165169883406
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.24346875033213
'min' => '$0.243468'
'max_raw' => 1.5165169883406
'max' => '$1.51'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 1.5165169883406
]
1 => [
'year' => 2033
'avg' => 3.9006376356148
]
2 => [
'year' => 2034
'avg' => 2.4724115893258
]
3 => [
'year' => 2035
'avg' => 2.9162151393865
]
4 => [
'year' => 2036
'avg' => 5.6603805993474
]
5 => [
'year' => 2037
'avg' => 13.829456678136
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 1.5165169883406
'min' => '$1.51'
'max_raw' => 13.829456678136
'max' => '$13.82'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 13.829456678136
]
]
]
]
'prediction_2025_max_price' => '$0.416287'
'last_price' => 0.403643
'sma_50day_nextmonth' => '$0.387263'
'sma_200day_nextmonth' => '$0.698241'
'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' => '$0.39190068'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.383954'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.387657'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.414076'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.46131'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.630082'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.71225'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.394114'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.39043'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.393369'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.41294'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.478262'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.585245'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.9666097'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.650122'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$1.03'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$6.96'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.406289'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.425279'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.490366'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.671076'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$1.99'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$5.92'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$5.42'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '44.24'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 81.15
'stoch_rsi_14_action' => 'NEUTRAL'
'momentum_10' => 0
'momentum_10_action' => 'BUY'
'vwma_10' => '0.387939'
'vwma_10_action' => 'BUY'
'hma_9' => '0.390922'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 66.67
'stochastic_fast_14_action' => 'NEUTRAL'
'cci_20' => -19.78
'cci_20_action' => 'NEUTRAL'
'adx_14' => 23.16
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.052634'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -33.33
'williams_percent_r_14_action' => 'NEUTRAL'
'ultimate_oscillator' => 45.38
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.147343'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 18
'buy_signals' => 14
'sell_pct' => 56.25
'buy_pct' => 43.75
'overall_action' => 'bearish'
'overall_action_label' => 'Baissier'
'overall_action_dir' => -1
'last_updated' => 1767708365
'last_updated_date' => '6 janvier 2026'
]
Prévision du prix de Tectum pour 2026
La prévision du prix de Tectum pour 2026 suggère que le prix moyen pourrait varier entre $0.139458 à la baisse et $0.416287 à la hausse. Sur le marché des cryptomonnaies, comparé au prix moyen d'aujourd'hui, Tectum pourrait potentiellement gagner 3.13% d'ici 2026 si TET atteint l'objectif de prix prévu.
Prévision du prix de Tectum de 2027 à 2032
La prévision du prix de TET pour 2027-2032 se situe actuellement dans une fourchette de prix comprise entre $0.243468 à la baisse et $1.51 à la hausse. Compte tenu de la volatilité des prix sur le marché, si Tectum atteint l'objectif de prix le plus élevé, il pourrait gagner 275.71% d'ici 2032 par rapport au prix actuel.
| Prévision du Prix de Tectum | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2027 | $0.134253 | $0.243468 | $0.352684 |
| 2028 | $0.242287 | $0.417863 | $0.593438 |
| 2029 | $0.532236 | $1.14 | $1.75 |
| 2030 | $0.452644 | $0.880686 | $1.30 |
| 2031 | $0.535165 | $0.864942 | $1.19 |
| 2032 | $0.81689 | $1.51 | $2.21 |
Prévision du prix de Tectum de 2032 à 2037
La prévision du prix de Tectum pour 2032-2037 est actuellement estimée entre $1.51 à la baisse et $13.82 à la hausse. Par rapport au prix actuel, Tectum pourrait potentiellement gagner 3326.16% d'ici 2037 s'il atteint l'objectif de prix le plus élevé. Veuillez noter que ces informations sont à titre général seulement et ne doivent pas être considérées comme un conseil en investissement à long terme.
| Prévision du Prix de Tectum | Potentiel Bas ($) | Prix Moyen ($) | Potentiel Haut ($) |
|---|---|---|---|
| 2032 | $0.81689 | $1.51 | $2.21 |
| 2033 | $1.89 | $3.90 | $5.90 |
| 2034 | $1.52 | $2.47 | $3.41 |
| 2035 | $1.80 | $2.91 | $4.02 |
| 2036 | $2.98 | $5.66 | $8.33 |
| 2037 | $7.75 | $13.82 | $19.90 |
Tectum Histogramme des prix potentiels
Prévision du prix de Tectum basée sur l'analyse technique
Indicateur de Sentiment du Marché
Haussier 43.75%
Baissier 56.25%
Au 6 janvier 2026, le sentiment global de prévision du prix pour Tectum est Baissier, avec 14 indicateurs techniques montrant des signaux haussiers et 18 indiquant des signaux baissiers. La prévision du prix de TET a été mise à jour pour la dernière fois le 6 janvier 2026.
Moyennes Mobiles Simples sur 50 et 200 jours de Tectum et Indice de Force Relative sur 14 jours - RSI (14)
Selon nos indicateurs techniques, le SMA sur 200 jours de Tectum devrait augmenter au cours du prochain mois, atteignant $0.698241 d'ici le 4 févr. 2026. Le SMA à court terme sur 50 jours pour Tectum devrait atteindre $0.387263 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 44.24, ce qui suggère que le marché de TET est dans un état NEUTRAL.
Moyennes Mobiles et Oscillateurs Populaires de TET 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 | $0.39190068 | BUY |
| SMA 5 | $0.383954 | BUY |
| SMA 10 | $0.387657 | BUY |
| SMA 21 | $0.414076 | SELL |
| SMA 50 | $0.46131 | SELL |
| SMA 100 | $0.630082 | SELL |
| SMA 200 | $0.71225 | SELL |
Moyenne Mobile Exponentielle Quotidienne (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 3 | $0.394114 | BUY |
| EMA 5 | $0.39043 | BUY |
| EMA 10 | $0.393369 | BUY |
| EMA 21 | $0.41294 | SELL |
| EMA 50 | $0.478262 | SELL |
| EMA 100 | $0.585245 | SELL |
| EMA 200 | $0.9666097 | SELL |
Moyenne Mobile Simple Hebdomadaire (SMA)
| Période | Valeur | Action |
|---|---|---|
| SMA 21 | $0.650122 | SELL |
| SMA 50 | $1.03 | SELL |
| SMA 100 | $6.96 | SELL |
| SMA 200 | — | — |
Moyenne Mobile Exponentielle Hebdomadaire (EMA)
| Période | Valeur | Action |
|---|---|---|
| EMA 21 | $0.671076 | SELL |
| EMA 50 | $1.99 | SELL |
| EMA 100 | $5.92 | SELL |
| EMA 200 | $5.42 | SELL |
Oscillateurs de Tectum
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) | 44.24 | NEUTRAL |
| Stoch RSI (14) | 81.15 | NEUTRAL |
| Stochastique Rapide (14) | 66.67 | NEUTRAL |
| Indice de Canal des Matières Premières (20) | -19.78 | NEUTRAL |
| Indice Directionnel Moyen (14) | 23.16 | NEUTRAL |
| Oscillateur Impressionnant (5, 34) | -0.052634 | NEUTRAL |
| Momentum (10) | 0 | BUY |
| MACD (12, 26) | 0 | BUY |
| Plage de Pourcentage de Williams (14) | -33.33 | NEUTRAL |
| Oscillateur Ultime (7, 14, 28) | 45.38 | NEUTRAL |
| VWMA (10) | 0.387939 | BUY |
| Moyenne Mobile de Hull (9) | 0.390922 | BUY |
| Nuage Ichimoku B/L (9, 26, 52, 26) | -0.147343 | SELL |
Prévision du cours de Tectum basée sur les flux monétaires mondiaux
Définitions des flux monétaires mondiaux utilisés pour la prédiction du cours de Tectum
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 Tectum par des sociétés Internet ou des niches technologiques
| Comparaison | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Action Facebook | $0.567185 | $0.79699 | $1.11 | $1.57 | $2.21 | $3.10 |
| Action Amazon.com | $0.842225 | $1.75 | $3.66 | $7.65 | $15.96 | $33.31 |
| Action Apple | $0.572536 | $0.812099 | $1.15 | $1.63 | $2.31 | $3.28 |
| Action Netflix | $0.636885 | $1.00 | $1.58 | $2.50 | $3.94 | $6.22 |
| Action Google | $0.522715 | $0.676914 | $0.8766015 | $1.13 | $1.47 | $1.90 |
| Action Tesla | $0.915028 | $2.07 | $4.70 | $10.65 | $24.16 | $54.77 |
| Action Kodak | $0.302689 | $0.226984 | $0.170214 | $0.127642 | $0.095718 | $0.071778 |
| Action Nokia | $0.267396 | $0.177139 | $0.117347 | $0.077737 | $0.051497 | $0.034115 |
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 Tectum
Vous vous posez peut-être des questions telles que : "Devrais-je investir dans Tectum maintenant ?", "Devrais-je acheter TET aujourd'hui ?", " Tectum sera-t-il un bon ou un mauvais investissement à court ou à long terme ?".
Nous mettons régulièrement à jour les prévisions de Tectum avec de nouvelles valeurs. Regardez nos prévisions similaires. Nous faisons une prévision des cours futurs pour une grande quantité de devises numériques comme Tectum 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 Tectum afin de prendre une décision responsable concernant cet investissement.
Le cours de Tectum est de $0.4036 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 Tectum basée sur le modèle de croissance du Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Tectum présente 1 % de la précédente croissance annuelle moyenne du Bitcoin | $0.414134 | $0.424899 | $0.435944 | $0.447275 |
| Si Tectum présente 2 % de la précédente croissance annuelle moyenne du Bitcoin | $0.424626 | $0.4467017 | $0.469924 | $0.494353 |
| Si Tectum présente 5 % de la précédente croissance annuelle moyenne du Bitcoin | $0.4561028 | $0.51538 | $0.582362 | $0.65805 |
| Si Tectum présente 10 % de la précédente croissance annuelle moyenne du Bitcoin | $0.508562 | $0.640754 | $0.8073072 | $1.01 |
| Si Tectum présente 20 % de la précédente croissance annuelle moyenne du Bitcoin | $0.613482 | $0.93241 | $1.41 | $2.15 |
| Si Tectum présente 50 % de la précédente croissance annuelle moyenne du Bitcoin | $0.928241 | $2.13 | $4.90 | $11.28 |
| Si Tectum présente 100 % de la précédente croissance annuelle moyenne du Bitcoin | $1.45 | $5.22 | $18.82 | $67.74 |
Boîte à questions
Est-ce que TET est un bon investissement ?
La décision d'acquérir Tectum dépend entièrement de votre tolérance individuelle au risque. Comme vous pouvez le discerner, la valeur de Tectum a connu une hausse de 5.0196% au cours des 24 heures précédentes, et Tectum a enregistré une déclin de sur une période de 30 jours précédents. Par conséquent, la détermination de si investir ou non dans Tectum dépendra de la mesure dans laquelle cet investissement s'aligne avec vos aspirations de trading.
Est-ce que Tectum peut monter ?
Il semble que la valeur moyenne de Tectum pourrait potentiellement s'envoler jusqu'à $0.416287 pour la fin de cette année. En regardant les perspectives de Tectum sur une période de cinq ans plus longue, la monnaie numérique pourrait potentiellement croître jusqu'à $1.30. 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 Tectum la semaine prochaine ?
Basé sur notre nouveau pronostic expérimental de Tectum, le prix de Tectum va augmenter de 0.86% durant la prochaine semaine et atteindre $0.4070972 d'ici 13 janvier 2026.
Quel sera le prix de Tectum le mois prochain ?
Basé sur notre nouveau pronostic expérimental de Tectum, le prix de Tectum va diminuer de -11.62% durant le prochain mois et atteindre $0.356747 d'ici 5 février 2026.
Jusqu'où le prix de Tectum peut-il monter cette année en 2026 ?
Selon notre prédiction la plus récente sur la valeur de Tectum en 2026, TET devrait fluctuer dans la fourchette de $0.139458 et $0.416287. Cependant, il est crucial de garder à l'esprit que le marché des cryptomonnaies est exceptionnellement instable, et cette prévision de prix de Tectum ne prend pas en compte les fluctuations de prix soudaines et extrêmes.
Où sera Tectum dans 5 ans ?
L'avenir de Tectum semble suivre une tendance haussière, avec un prix maximum de $1.30 prévue après une période de cinq ans. Selon la prévision de Tectum pour 2030, la valeur de Tectum pourrait potentiellement atteindre son point le plus élevé d'environ $1.30, tandis que son point le plus bas devrait être autour de $0.452644.
Combien vaudra Tectum en 2026 ?
Basé sur notre nouvelle simulation expérimentale de prédiction de prix de Tectum, il est attendu que la valeur de TET en 2026 augmente de 3.13% jusqu'à $0.416287 si le meilleur scénario se produit. Le prix sera entre $0.416287 et $0.139458 durant 2026.
Combien vaudra Tectum en 2027 ?
Selon notre dernière simulation expérimentale pour la prédiction de prix de Tectum, le valeur de TET pourrait diminuer de -12.62% jusqu'à $0.352684 en 2027, en supposant les conditions les plus favorables. Il est prévu que le prix fluctue entre $0.352684 et $0.134253 tout au long de l'année.
Combien vaudra Tectum en 2028 ?
Notre nouveau modèle expérimental de prédiction de prix de Tectum suggère que la valeur de TET en 2028 pourrait augmenter de 47.02%, atteignant $0.593438 dans le meilleur scénario. Il est prévu que le prix oscille entre $0.593438 et $0.242287 durant l'année.
Combien vaudra Tectum en 2029 ?
Basé sur notre modèle de prévision expérimental, la valeur de Tectum pourrait connaître un 333.75% croissance en 2029, atteignant potentiellement $1.75 sous des conditions optimales. Le range de prix prévu pour 2029 se situe entre $1.75 et $0.532236.
Combien vaudra Tectum en 2030 ?
En utilisant notre nouvelle simulation expérimentale pour les prédictions de prix de Tectum, il est prévu que la valeur de TET en 2030 augmente de 224.23%, atteignant $1.30 dans le meilleur scénario. Il est prévu que le prix oscille entre $1.30 et $0.452644 au cours de 2030.
Combien vaudra Tectum en 2031 ?
Notre simulation expérimentale indique que le prix de Tectum pourrait augmenter de 195.98% en 2031, atteignant potentiellement $1.19 dans des conditions idéales. Il est probable que le prix fluctue entre $1.19 et $0.535165 durant l'année.
Combien vaudra Tectum en 2032 ?
Basé sur les résultats de notre dernière prédiction expérimentale de prix de Tectum, TET pourrait connaître une 449.04% hausse en valeur, atteignant $2.21 si le scénario le plus positif se réalise en 2032. Il est prévu que le prix reste dans une fourchette de $2.21 et $0.81689 tout au long de l'année.
Combien vaudra Tectum en 2033 ?
Selon notre prédiction expérimentale de prix de Tectum, la valeur de TET est anticipée à augmenter de 1362.43% en 2033, avec le prix potentiel le plus élevé étant $5.90. Tout au long de l'année, le prix de TET pourrait osciller entre $5.90 et $1.89.
Combien vaudra Tectum en 2034 ?
Les résultats de notre nouvelle simulation de prédiction de prix de Tectum suggèrent que TET pourrait augmenter de 746.96% en 2034, atteignant potentiellement $3.41 dans les meilleures circonstances. La fourchette de prix prévue pour l'année est entre $3.41 et $1.52.
Combien vaudra Tectum en 2035 ?
Basé sur notre prédiction expérimentale pour le prix de Tectum, TET pourrait augmenter de 897.93%, avec la valeur potentiellement atteignant $4.02 en 2035. La fourchette de prix attendue pour l'année se situe entre $4.02 et $1.80.
Combien vaudra Tectum en 2036 ?
Notre récente simulation de prédiction de prix de Tectum suggère que la valeur de TET pourrait augmenter de 1964.7% en 2036, pouvant atteindre $8.33 si les conditions sont optimales. La fourchette de prix attendue pour 2036 est entre $8.33 et $2.98.
Combien vaudra Tectum en 2037 ?
Selon la simulation expérimentale, la valeur de Tectum pourrait augmenter de 4830.69% en 2037, avec un maximum de $19.90 sous des conditions favorables. Il est prévu que le prix chute entre $19.90 et $7.75 au cours de l'année.
Prévisions liées
Prévision du cours de GXChain- Prévision du cours de ECOMI
- Prévision du cours de Songbird
- Prévision du cours de NodeAI
- Prévision du cours de Sleepless AI
- Prévision du cours de Hooked Protocol
- Prévision du cours de Orbs
- Prévision du cours de Status
- Prévision du cours de Bluzelle
- Prévision du cours de SMARDEX
- Prévision du cours de Slerf [OLD]
- Prévision du cours de ConstitutionDAO
- Prévision du cours de Victoria VR
- Prévision du cours de Dent
- Prévision du cours de Bone ShibaSwap
- Prévision du cours de Milady Meme Coin
- Prévision du cours de tBTC
- Prévision du cours de inSure DeFi
- Prévision du cours de Dione
- Prévision du cours de Nexera
- Prévision du cours de LooksRare
- Prévision du cours de Virtuals Protocol
- Prévision du cours de Autonolas
- Prévision du cours de Covalent
- Prévision du cours de OpSec
Prévision du cours de GXChain
Prévision du cours de ECOMI
Prévision du cours de Songbird
Prévision du cours de NodeAI
Prévision du cours de Sleepless AI
Prévision du cours de Hooked Protocol
Prévision du cours de Orbs
Prévision du cours de Status
Prévision du cours de Bluzelle
Prévision du cours de SMARDEX
Prévision du cours de Slerf [OLD]
Prévision du cours de ConstitutionDAO
Prévision du cours de Victoria VR
Prévision du cours de Dent
Prévision du cours de Bone ShibaSwap
Prévision du cours de Milady Meme Coin
Prévision du cours de tBTC
Prévision du cours de inSure DeFi
Prévision du cours de Dione
Prévision du cours de Nexera
Prévision du cours de LooksRare
Prévision du cours de Virtuals Protocol
Prévision du cours de Autonolas
Prévision du cours de Covalent
Prévision du cours de OpSecComment lire et prédire les mouvements de prix de Tectum ?
Les traders de Tectum 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 Tectum
Les moyennes mobiles sont des outils populaires pour la prédiction du prix de Tectum. Une moyenne mobile simple (SMA) calcule le prix de clôture moyen de TET 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 TET 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 TET.
Comment lire les graphiques de Tectum 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 Tectum 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 TET 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 Tectum ?
L'action du prix de Tectum 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 TET. La capitalisation boursière de Tectum peut changer rapidement.
Les traders surveillent souvent l'activité des « baleines » de TET, de grands détenteurs de Tectum, car leurs actions peuvent influencer significativement les mouvements de prix sur le marché relativement petit de Tectum.
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