Drop Staked NTRN Preisvorhersage bis zu $0.03100031 im Jahr 2026
| Jahr | Min. Preis | Max. Preis |
|---|---|---|
| 2026 | $0.010385 | $0.03100031 |
| 2027 | $0.009997 | $0.026263 |
| 2028 | $0.018042 | $0.044192 |
| 2029 | $0.039634 | $0.13038 |
| 2030 | $0.0337077 | $0.097459 |
| 2031 | $0.039853 | $0.088969 |
| 2032 | $0.060832 | $0.165033 |
| 2033 | $0.141361 | $0.439588 |
| 2034 | $0.113648 | $0.254585 |
| 2035 | $0.134367 | $0.299965 |
Investitionsgewinnrechner
Wenn Sie heute einen Short über $10,000.00 in Drop Staked NTRN eröffnen und ihn am Apr 06, 2026 schließen, zeigt unsere Prognose, dass Sie etwa $3,954.50 Gewinn erzielen könnten, was einer Rendite von 39.54% in den nächsten 90 Tagen entspricht.
Langfristige Drop Staked NTRN Preisprognose für 2027, 2028, 2029, 2030, 2031, 2032 und 2037
[
'name' => 'Drop Staked NTRN'
'name_with_ticker' => 'Drop Staked NTRN <small>DNTRN</small>'
'name_lang' => 'Drop Staked NTRN'
'name_lang_with_ticker' => 'Drop Staked NTRN <small>DNTRN</small>'
'name_with_lang' => 'Drop Staked NTRN'
'name_with_lang_with_ticker' => 'Drop Staked NTRN <small>DNTRN</small>'
'image' => '/uploads/coins/drop-staked-ntrn.png?1744976674'
'price_for_sd' => 0.03005
'ticker' => 'DNTRN'
'marketcap' => '$4.38M'
'low24h' => '$0.0147'
'high24h' => '$0.04319'
'volume24h' => '$1.63K'
'current_supply' => '145.75M'
'max_supply' => '145.75M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.03005'
'change_24h_pct' => '2.9737%'
'ath_price' => '$0.3879'
'ath_days' => 244
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '07.05.2025'
'ath_pct' => '-92.26%'
'fdv' => '$4.38M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$1.48'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.030315'
'next_week_prediction_price_date' => '13. Januar 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.026566'
'next_month_prediction_price_date' => '5. Februar 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.010385'
'current_year_max_price_prediction' => '$0.03100031'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.0337077'
'grand_prediction_max_price' => '$0.097459'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.030628316933113
107 => 0.030742671950462
108 => 0.031000319643662
109 => 0.028798748314605
110 => 0.029787189206613
111 => 0.030367805626282
112 => 0.027744559519215
113 => 0.030315952485124
114 => 0.02876042385582
115 => 0.028232454075779
116 => 0.028943295829876
117 => 0.028666280106988
118 => 0.028428118255358
119 => 0.028295219850008
120 => 0.028817183581476
121 => 0.028792833349521
122 => 0.027938799376046
123 => 0.026824746872526
124 => 0.027198659460234
125 => 0.027062813511671
126 => 0.0265704902696
127 => 0.026902256691421
128 => 0.025441325272867
129 => 0.022927868699852
130 => 0.024588335101242
131 => 0.024524408951029
201 => 0.024492174487271
202 => 0.025739969095996
203 => 0.025620022435886
204 => 0.025402318073267
205 => 0.026566491958255
206 => 0.026141552829886
207 => 0.027451115095269
208 => 0.028313677500427
209 => 0.028094903773508
210 => 0.028906147884685
211 => 0.027207273651058
212 => 0.027771571524465
213 => 0.027887872534091
214 => 0.026552126233224
215 => 0.025639647192886
216 => 0.025578795243918
217 => 0.023996682335328
218 => 0.024841834280727
219 => 0.025585533017915
220 => 0.025229359036155
221 => 0.025116604993925
222 => 0.025692640942311
223 => 0.025737403868914
224 => 0.024716804398586
225 => 0.024929019346649
226 => 0.025813990957872
227 => 0.024906720332649
228 => 0.023144041709656
301 => 0.022706873040215
302 => 0.022648546681095
303 => 0.021462910577287
304 => 0.022736086741111
305 => 0.022180311226602
306 => 0.023935999417723
307 => 0.022933159738899
308 => 0.022889929324695
309 => 0.022824580213103
310 => 0.021804054240545
311 => 0.022027484570726
312 => 0.022770201017649
313 => 0.023035210613211
314 => 0.023007567941234
315 => 0.022766561301871
316 => 0.022876892907218
317 => 0.022521476364317
318 => 0.022395971385664
319 => 0.021999843150168
320 => 0.021417644077208
321 => 0.021498602429138
322 => 0.02034511372493
323 => 0.019716631858598
324 => 0.019542676361255
325 => 0.019310055800108
326 => 0.019568951472616
327 => 0.020341846036359
328 => 0.019409571213757
329 => 0.017811251421881
330 => 0.017907313164777
331 => 0.018123135380077
401 => 0.017720952109672
402 => 0.017340319396917
403 => 0.017671248658949
404 => 0.016994019492854
405 => 0.018204975289299
406 => 0.01817222232867
407 => 0.01862359176458
408 => 0.018905842335889
409 => 0.018255346148731
410 => 0.018091748116789
411 => 0.018184940990899
412 => 0.016644670371556
413 => 0.018497718794295
414 => 0.018513744034005
415 => 0.018376526202408
416 => 0.019363217281065
417 => 0.021445443213697
418 => 0.020662026060497
419 => 0.020358663259869
420 => 0.019781970354118
421 => 0.020550379410394
422 => 0.020491377583921
423 => 0.02022454894883
424 => 0.020063170157771
425 => 0.020360515528441
426 => 0.02002632577577
427 => 0.019966296113269
428 => 0.019602581671436
429 => 0.019472752163654
430 => 0.019376631564754
501 => 0.01927081222998
502 => 0.019504223313956
503 => 0.018975283089881
504 => 0.018337433032295
505 => 0.01828440270164
506 => 0.018430824107053
507 => 0.01836604353495
508 => 0.018284092557184
509 => 0.018127625822609
510 => 0.018081205484843
511 => 0.018232049062635
512 => 0.018061755458035
513 => 0.018313032947995
514 => 0.018244699374544
515 => 0.017862993588053
516 => 0.017387246852504
517 => 0.017383011708645
518 => 0.017280512854852
519 => 0.017149965153741
520 => 0.017113649769818
521 => 0.017643378719538
522 => 0.018739901792004
523 => 0.018524628075305
524 => 0.018680185397758
525 => 0.019445373463483
526 => 0.019688603739569
527 => 0.019515964650828
528 => 0.019279645618244
529 => 0.019290042456339
530 => 0.020097616129314
531 => 0.020147983508708
601 => 0.020275245627303
602 => 0.020438813413968
603 => 0.019543820952184
604 => 0.019247888391874
605 => 0.019107659127085
606 => 0.018675807267092
607 => 0.019141522473915
608 => 0.018870170166812
609 => 0.018906784863755
610 => 0.018882939494338
611 => 0.018895960678457
612 => 0.018204636802475
613 => 0.018456518887969
614 => 0.018037716067501
615 => 0.017476986103716
616 => 0.01747510634026
617 => 0.017612344204511
618 => 0.017530709752736
619 => 0.017311033542025
620 => 0.017342237510914
621 => 0.017068857909087
622 => 0.017375430744273
623 => 0.017384222156216
624 => 0.017266174915534
625 => 0.017738492667038
626 => 0.017932001635204
627 => 0.01785430041257
628 => 0.017926549910288
629 => 0.018533573670137
630 => 0.018632545029296
701 => 0.018676501569353
702 => 0.018617605628802
703 => 0.017937645190289
704 => 0.017967804327152
705 => 0.017746516591753
706 => 0.017559551774067
707 => 0.017567029386273
708 => 0.017663153606289
709 => 0.018082933712707
710 => 0.018966336199275
711 => 0.018999860677881
712 => 0.01904049332393
713 => 0.018875219932117
714 => 0.018825371895693
715 => 0.018891134322606
716 => 0.019222893849465
717 => 0.020076269424379
718 => 0.019774629501166
719 => 0.019529391548289
720 => 0.01974453134864
721 => 0.019711412262697
722 => 0.019431853847473
723 => 0.019424007573856
724 => 0.018887445594808
725 => 0.018689090848079
726 => 0.018523330775117
727 => 0.018342325102718
728 => 0.018235018872755
729 => 0.018399890011788
730 => 0.018437597991982
731 => 0.018077104365034
801 => 0.018027970415751
802 => 0.018322357293312
803 => 0.018192808604346
804 => 0.0183260526436
805 => 0.018356966403654
806 => 0.018351988576281
807 => 0.018216724866428
808 => 0.018302937921466
809 => 0.018099018344953
810 => 0.017877286433224
811 => 0.017735835287928
812 => 0.017612400402885
813 => 0.017680889251184
814 => 0.017436739012566
815 => 0.017358630437459
816 => 0.018273730878275
817 => 0.018949725412893
818 => 0.018939896184636
819 => 0.018880063285497
820 => 0.018791163734036
821 => 0.019216390293555
822 => 0.019068249862892
823 => 0.019176034403746
824 => 0.019203470093097
825 => 0.019286509661659
826 => 0.019316189169928
827 => 0.019226477082195
828 => 0.018925392358355
829 => 0.01817511785282
830 => 0.017825863045167
831 => 0.017710603141342
901 => 0.017714792619937
902 => 0.01759922809765
903 => 0.017633267028702
904 => 0.017587390746549
905 => 0.017500512166817
906 => 0.017675524743703
907 => 0.017695693312834
908 => 0.017654843286144
909 => 0.017664464946222
910 => 0.017326244172505
911 => 0.017351958363354
912 => 0.017208778481107
913 => 0.017181933979244
914 => 0.016819987705021
915 => 0.016178747415283
916 => 0.016534056782499
917 => 0.01610489303096
918 => 0.01594236221536
919 => 0.016711757817682
920 => 0.016634531838921
921 => 0.016502354532608
922 => 0.016306836748407
923 => 0.016234317300372
924 => 0.01579371209098
925 => 0.015767678784672
926 => 0.015986054623788
927 => 0.01588528168789
928 => 0.015743758320193
929 => 0.01523117502839
930 => 0.014654861697907
1001 => 0.014672256974778
1002 => 0.014855571522514
1003 => 0.01538858329339
1004 => 0.015180326373311
1005 => 0.015029233588321
1006 => 0.015000938451525
1007 => 0.015355111328411
1008 => 0.015856340150716
1009 => 0.016091505499778
1010 => 0.015858463780935
1011 => 0.015590758002185
1012 => 0.015607052012509
1013 => 0.015715448763345
1014 => 0.01572683972921
1015 => 0.015552590787843
1016 => 0.015601640844169
1017 => 0.015527129323378
1018 => 0.015069852257826
1019 => 0.015061581565752
1020 => 0.014949358399276
1021 => 0.014945960326396
1022 => 0.014755040724841
1023 => 0.014728329752818
1024 => 0.014349247295939
1025 => 0.014598760517024
1026 => 0.014431400148352
1027 => 0.014179148596443
1028 => 0.014135660333815
1029 => 0.014134353024127
1030 => 0.014393358965522
1031 => 0.014595733881798
1101 => 0.014434311453618
1102 => 0.014397558695764
1103 => 0.014789981996592
1104 => 0.014740042554544
1105 => 0.014696795319805
1106 => 0.015811460607204
1107 => 0.014929116053811
1108 => 0.014544363466065
1109 => 0.014068159076195
1110 => 0.014223213626768
1111 => 0.014255885898798
1112 => 0.013110700183454
1113 => 0.012646098481362
1114 => 0.01248666468535
1115 => 0.012394908281682
1116 => 0.012436722827038
1117 => 0.012018526802811
1118 => 0.012299561447415
1119 => 0.011937439039665
1120 => 0.011876728039557
1121 => 0.012524247762973
1122 => 0.012614346349731
1123 => 0.012229957787185
1124 => 0.012476797471195
1125 => 0.012387289970445
1126 => 0.011943646588991
1127 => 0.01192670267504
1128 => 0.011704098021045
1129 => 0.011355764842299
1130 => 0.011196567232585
1201 => 0.011113655735229
1202 => 0.011147866634951
1203 => 0.01113056855718
1204 => 0.011017686898859
1205 => 0.011137038801701
1206 => 0.010832144009551
1207 => 0.010710732446612
1208 => 0.01065589366036
1209 => 0.010385281983237
1210 => 0.010815945503098
1211 => 0.010900791641867
1212 => 0.010985804953739
1213 => 0.011725787792536
1214 => 0.011688820341079
1215 => 0.012022988098367
1216 => 0.012010002953814
1217 => 0.011914692896277
1218 => 0.011512595441271
1219 => 0.011672864320138
1220 => 0.011179581622298
1221 => 0.011549182559483
1222 => 0.011380512126656
1223 => 0.011492154916477
1224 => 0.011291411113954
1225 => 0.011402511022779
1226 => 0.010920911808953
1227 => 0.010471201239367
1228 => 0.010652177900438
1229 => 0.010848920228215
1230 => 0.011275507723847
1231 => 0.011021435730719
]
'min_raw' => 0.010385281983237
'max_raw' => 0.031000319643662
'avg_raw' => 0.02069280081345
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.010385'
'max' => '$0.03100031'
'avg' => '$0.020692'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.019673438016763
'max_diff' => 0.00094159964366217
'year' => 2026
]
1 => [
'items' => [
101 => 0.011112809626973
102 => 0.010806722370326
103 => 0.010175176930361
104 => 0.010178751408965
105 => 0.010081601901992
106 => 0.0099976505439064
107 => 0.011050618955464
108 => 0.01091966568852
109 => 0.010711008796384
110 => 0.010990304338203
111 => 0.011064154512477
112 => 0.011066256923117
113 => 0.011270023740767
114 => 0.011378774127875
115 => 0.011397941854953
116 => 0.011718573345199
117 => 0.011826044791498
118 => 0.012268704468875
119 => 0.011369547417325
120 => 0.011351029869555
121 => 0.01099423459924
122 => 0.010767949398097
123 => 0.011009728540558
124 => 0.011223911854635
125 => 0.011000889871842
126 => 0.011030011834544
127 => 0.010730623044211
128 => 0.010837640449203
129 => 0.010929818255184
130 => 0.010878923088682
131 => 0.010802730561075
201 => 0.011206351265395
202 => 0.011183577403455
203 => 0.011559438282517
204 => 0.011852448715815
205 => 0.012377575794165
206 => 0.011829578312413
207 => 0.011809607106085
208 => 0.012004828851421
209 => 0.011826014904066
210 => 0.011939019146347
211 => 0.012359369063695
212 => 0.01236825039507
213 => 0.012219476651592
214 => 0.012210423755781
215 => 0.012238997380622
216 => 0.012406353993799
217 => 0.012347874450806
218 => 0.012415548458478
219 => 0.012500175841334
220 => 0.012850230578092
221 => 0.01293462759002
222 => 0.012729586605869
223 => 0.012748099510992
224 => 0.012671408554418
225 => 0.012597326051304
226 => 0.012763852699425
227 => 0.013068183421956
228 => 0.013066290196326
301 => 0.013136889008609
302 => 0.01318087148379
303 => 0.012992066503176
304 => 0.012869161403348
305 => 0.012916291039277
306 => 0.012991652353477
307 => 0.012891852380776
308 => 0.012275840717423
309 => 0.012462699305107
310 => 0.012431596899198
311 => 0.012387303291002
312 => 0.012575191045853
313 => 0.012557068813543
314 => 0.012014237598132
315 => 0.012048987891331
316 => 0.012016350878558
317 => 0.012121807743732
318 => 0.011820319887267
319 => 0.011913055521364
320 => 0.011971218441727
321 => 0.01200547684865
322 => 0.012129241705663
323 => 0.012114719328181
324 => 0.012128338974288
325 => 0.012311849584528
326 => 0.013239983277886
327 => 0.013290499547004
328 => 0.01304173896241
329 => 0.01314111390937
330 => 0.012950335742119
331 => 0.013078406403897
401 => 0.013166029098044
402 => 0.012770078992071
403 => 0.01274663339649
404 => 0.01255506781988
405 => 0.012658004309921
406 => 0.01249422495287
407 => 0.012534410678331
408 => 0.012422047886612
409 => 0.012624278540498
410 => 0.012850403835011
411 => 0.012907532014363
412 => 0.012757252369715
413 => 0.012648440003078
414 => 0.012457401332286
415 => 0.012775102899388
416 => 0.012868008519388
417 => 0.012774614905717
418 => 0.012752973564739
419 => 0.01271196326269
420 => 0.012761674094186
421 => 0.012867502535429
422 => 0.012817595796883
423 => 0.012850560076936
424 => 0.012724934233993
425 => 0.012992129005481
426 => 0.013416498606527
427 => 0.013417863024186
428 => 0.013367956016625
429 => 0.013347535144392
430 => 0.01339874276276
501 => 0.013426520795079
502 => 0.013592116843011
503 => 0.01376980800008
504 => 0.014599015097394
505 => 0.014366177062594
506 => 0.015101898929083
507 => 0.015683759403947
508 => 0.015858233918684
509 => 0.015697725574786
510 => 0.015148635200803
511 => 0.015121694207481
512 => 0.015942267046189
513 => 0.015710417634637
514 => 0.015682839884872
515 => 0.015389459220711
516 => 0.015562883529132
517 => 0.015524953088899
518 => 0.015465078033371
519 => 0.015795959532996
520 => 0.016415340162299
521 => 0.016318803882708
522 => 0.016246744028182
523 => 0.015930998721957
524 => 0.016121147920572
525 => 0.016053439433013
526 => 0.016344358064433
527 => 0.016172024311816
528 => 0.015708661147314
529 => 0.015782453258526
530 => 0.015771299729366
531 => 0.016000838569142
601 => 0.015931936706946
602 => 0.015757845534936
603 => 0.016413223186644
604 => 0.016370666607344
605 => 0.016431002107003
606 => 0.01645756365989
607 => 0.016856480487434
608 => 0.017019903947764
609 => 0.01705700393439
610 => 0.01721224358208
611 => 0.017053141430535
612 => 0.017689663474624
613 => 0.018112913491852
614 => 0.01860454016711
615 => 0.019322938876454
616 => 0.019593063436726
617 => 0.019544267852704
618 => 0.020088949555158
619 => 0.021067730466872
620 => 0.019742107459379
621 => 0.021137991705133
622 => 0.020696070869186
623 => 0.019648284516972
624 => 0.019580819428479
625 => 0.020290392511248
626 => 0.021864157314952
627 => 0.021469947081117
628 => 0.021864802101673
629 => 0.021404182746235
630 => 0.021381309112833
701 => 0.021842430847701
702 => 0.022919866915657
703 => 0.022408017426858
704 => 0.021674155674021
705 => 0.022216027772162
706 => 0.021746608012857
707 => 0.020688873912825
708 => 0.02146964563598
709 => 0.020947565819805
710 => 0.021099936465454
711 => 0.022197270585544
712 => 0.022065236441029
713 => 0.022236100850064
714 => 0.021934529640417
715 => 0.021652814577192
716 => 0.021126972491247
717 => 0.0209712965733
718 => 0.021014319796388
719 => 0.020971275253128
720 => 0.02067707143878
721 => 0.020613538153083
722 => 0.02050764656013
723 => 0.020540466792609
724 => 0.02034135961818
725 => 0.020717115993968
726 => 0.020786859688468
727 => 0.021060303843285
728 => 0.021088693722554
729 => 0.021850231801486
730 => 0.021430789424738
731 => 0.021712187583973
801 => 0.021687016683988
802 => 0.01967099322439
803 => 0.019948783469597
804 => 0.020380937915758
805 => 0.020186252923534
806 => 0.019911013893802
807 => 0.01968874361991
808 => 0.019351981426661
809 => 0.019825967746713
810 => 0.020449209354757
811 => 0.021104500158239
812 => 0.021891789122269
813 => 0.021716075390551
814 => 0.021089782338684
815 => 0.021117877387483
816 => 0.021291549924167
817 => 0.021066628209348
818 => 0.021000294404654
819 => 0.021282436678027
820 => 0.021284379636801
821 => 0.021025580021204
822 => 0.020737971608298
823 => 0.020736766518546
824 => 0.020685589379437
825 => 0.021413287045592
826 => 0.021813447183444
827 => 0.021859324898359
828 => 0.021810359247696
829 => 0.021829204183259
830 => 0.02159635981597
831 => 0.022128572991741
901 => 0.022616984432257
902 => 0.02248607973281
903 => 0.02228983497914
904 => 0.022133516580414
905 => 0.022449256085941
906 => 0.02243519670278
907 => 0.022612718584405
908 => 0.022604665166438
909 => 0.022544971234583
910 => 0.022486081864669
911 => 0.022719571559828
912 => 0.022652330277352
913 => 0.022584984550592
914 => 0.022449912385459
915 => 0.022468270936011
916 => 0.022272060066765
917 => 0.022181283940653
918 => 0.02081622880631
919 => 0.02045144146995
920 => 0.0205662109919
921 => 0.020603996098515
922 => 0.020445240182243
923 => 0.020672855385128
924 => 0.020637381796863
925 => 0.020775388777448
926 => 0.020689168007545
927 => 0.020692706538017
928 => 0.020946263438096
929 => 0.021019872084897
930 => 0.020982434133039
1001 => 0.021008654391223
1002 => 0.021612889174176
1003 => 0.021526986310381
1004 => 0.021481352126097
1005 => 0.021493993107014
1006 => 0.021648388048998
1007 => 0.021691610203102
1008 => 0.021508474898995
1009 => 0.021594842567105
1010 => 0.021962585136226
1011 => 0.022091274222991
1012 => 0.022501988013681
1013 => 0.022327509495541
1014 => 0.022647772366841
1015 => 0.02363215124756
1016 => 0.024418541211315
1017 => 0.023695344501706
1018 => 0.025139449523985
1019 => 0.026263892428391
1020 => 0.026220734436862
1021 => 0.026024661807646
1022 => 0.024744513455841
1023 => 0.023566501856573
1024 => 0.024551958580375
1025 => 0.024554470712225
1026 => 0.024469819105692
1027 => 0.023944055247755
1028 => 0.024451523663095
1029 => 0.02449180466305
1030 => 0.024469258014658
1031 => 0.024066156097496
1101 => 0.023450693975676
1102 => 0.023570953801072
1103 => 0.023767941848303
1104 => 0.023395002378882
1105 => 0.023275825621203
1106 => 0.023497397888035
1107 => 0.024211349898181
1108 => 0.024076381406306
1109 => 0.024072856833532
1110 => 0.024650309277325
1111 => 0.024236977949606
1112 => 0.023572470662595
1113 => 0.023404673808851
1114 => 0.022809108019562
1115 => 0.023220467431556
1116 => 0.023235271524465
1117 => 0.023009974178507
1118 => 0.023590752300535
1119 => 0.023585400327897
1120 => 0.024136762717347
1121 => 0.025190760523719
1122 => 0.024879041508293
1123 => 0.024516546208284
1124 => 0.0245559594983
1125 => 0.024988226009479
1126 => 0.024726867809136
1127 => 0.024820854040233
1128 => 0.024988083750062
1129 => 0.025088977586082
1130 => 0.024541442427965
1201 => 0.024413785790973
1202 => 0.02415264511308
1203 => 0.02408451838464
1204 => 0.024297212017905
1205 => 0.024241174760116
1206 => 0.02323402729778
1207 => 0.02312877478425
1208 => 0.023132002728574
1209 => 0.02286734027882
1210 => 0.022463666516678
1211 => 0.023524497061479
1212 => 0.023439297522417
1213 => 0.023345243825214
1214 => 0.023356764866458
1215 => 0.023817235451074
1216 => 0.023550139257675
1217 => 0.024260258264031
1218 => 0.024114279144455
1219 => 0.023964556211292
1220 => 0.023943859941257
1221 => 0.02388622938575
1222 => 0.02368859276753
1223 => 0.02344993467491
1224 => 0.023292351929952
1225 => 0.021485963426316
1226 => 0.021821218625313
1227 => 0.022206899172285
1228 => 0.022340034551582
1229 => 0.022112297272606
1230 => 0.023697585223379
1231 => 0.0239872326082
]
'min_raw' => 0.0099976505439064
'max_raw' => 0.026263892428391
'avg_raw' => 0.018130771486149
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.009997'
'max' => '$0.026263'
'avg' => '$0.01813'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.00038763143933051
'max_diff' => -0.0047364272152716
'year' => 2027
]
2 => [
'items' => [
101 => 0.023109871786346
102 => 0.022945753398983
103 => 0.023708344797532
104 => 0.0232484089612
105 => 0.023455518040138
106 => 0.023007861494083
107 => 0.023917465035062
108 => 0.023910535380082
109 => 0.023556679058314
110 => 0.023855755998369
111 => 0.023803784020112
112 => 0.023404281104346
113 => 0.023930129990072
114 => 0.023930390804559
115 => 0.023589811788357
116 => 0.023192090059766
117 => 0.023120986808462
118 => 0.023067420059982
119 => 0.023442343903713
120 => 0.023778499449646
121 => 0.0244040015806
122 => 0.024561267677885
123 => 0.025175087725389
124 => 0.024809587773456
125 => 0.024971609168131
126 => 0.025147506311377
127 => 0.025231837870252
128 => 0.025094424120546
129 => 0.02604793931273
130 => 0.026128445209901
131 => 0.026155438140849
201 => 0.025833918182937
202 => 0.026119503158246
203 => 0.025985887405879
204 => 0.026333518474012
205 => 0.026388031464272
206 => 0.026341860900878
207 => 0.026359164184415
208 => 0.025545507179493
209 => 0.025503314771405
210 => 0.02492801829329
211 => 0.025162455860498
212 => 0.024724186065487
213 => 0.024863165932164
214 => 0.024924426933147
215 => 0.024892427662764
216 => 0.025175710608801
217 => 0.024934862233788
218 => 0.024299223772988
219 => 0.023663412132915
220 => 0.023655430035695
221 => 0.023488032053871
222 => 0.023367033973482
223 => 0.023390342496403
224 => 0.023472484771353
225 => 0.023362259715136
226 => 0.023385781819432
227 => 0.023776405477708
228 => 0.023854742266574
229 => 0.023588523249846
301 => 0.02251961548246
302 => 0.022257302835192
303 => 0.022445847964163
304 => 0.022355735536376
305 => 0.018042823371476
306 => 0.019056078110289
307 => 0.018454036551366
308 => 0.018731485000318
309 => 0.018116956466563
310 => 0.018410241693071
311 => 0.018356082620796
312 => 0.01998536625642
313 => 0.019959927233456
314 => 0.019972103547546
315 => 0.019390896350828
316 => 0.020316775196695
317 => 0.020772896409695
318 => 0.020688480512442
319 => 0.020709726175112
320 => 0.0203446553002
321 => 0.019975638231621
322 => 0.019566341511246
323 => 0.020326764227098
324 => 0.020242218201944
325 => 0.020436136364948
326 => 0.020929324852317
327 => 0.021001948730523
328 => 0.02109955595931
329 => 0.021064570715946
330 => 0.021898061149021
331 => 0.021797119958029
401 => 0.022040359185558
402 => 0.021539997639926
403 => 0.02097379105629
404 => 0.021081408417151
405 => 0.021071043999896
406 => 0.020939093072514
407 => 0.020819973675198
408 => 0.020621673440349
409 => 0.021249124726324
410 => 0.021223651349974
411 => 0.021636035703519
412 => 0.021563142763342
413 => 0.021076345868912
414 => 0.02109373191523
415 => 0.021210661432167
416 => 0.021615355825366
417 => 0.021735496674963
418 => 0.021679842646645
419 => 0.02181157160359
420 => 0.021915684800137
421 => 0.021824646618121
422 => 0.023113555292927
423 => 0.022578310548748
424 => 0.022839185112852
425 => 0.022901402159229
426 => 0.022742034503219
427 => 0.022776595641279
428 => 0.022828946348095
429 => 0.023146809588559
430 => 0.023980974706007
501 => 0.024350420758171
502 => 0.025461917434253
503 => 0.024319743406476
504 => 0.024251971526454
505 => 0.024452185641801
506 => 0.025104751854533
507 => 0.025633595477525
508 => 0.025809043416992
509 => 0.025832231758522
510 => 0.02616138375652
511 => 0.026350047543452
512 => 0.026121416046406
513 => 0.025927674791376
514 => 0.025233717663907
515 => 0.025314045090994
516 => 0.025867421406747
517 => 0.026649098046451
518 => 0.02731985792291
519 => 0.027084981192516
520 => 0.028876924848292
521 => 0.029054588742328
522 => 0.029030041336734
523 => 0.029434786127282
524 => 0.028631450142887
525 => 0.028288008445657
526 => 0.02596956384977
527 => 0.026620952213088
528 => 0.027567783453868
529 => 0.027442466788716
530 => 0.02675485263279
531 => 0.027319336305913
601 => 0.027132700350542
602 => 0.026985492829008
603 => 0.027659879022737
604 => 0.026918363700474
605 => 0.027560386271299
606 => 0.026736985683343
607 => 0.027086054089636
608 => 0.026887905979685
609 => 0.027016132090942
610 => 0.026266524864622
611 => 0.026670994728258
612 => 0.026249697588521
613 => 0.026249497838823
614 => 0.026240197681113
615 => 0.026735851897695
616 => 0.026752015163903
617 => 0.026385725948957
618 => 0.02633293795057
619 => 0.026528122847915
620 => 0.02629961245213
621 => 0.026406531028091
622 => 0.026302850906876
623 => 0.026279510327753
624 => 0.026093528622229
625 => 0.026013402589816
626 => 0.026044822071719
627 => 0.025937571182132
628 => 0.025872948641722
629 => 0.026227342631299
630 => 0.026038004218881
701 => 0.026198323804101
702 => 0.026015619402798
703 => 0.025382286347363
704 => 0.025018049809806
705 => 0.023821742378095
706 => 0.024161013681714
707 => 0.024385950907014
708 => 0.024311609155394
709 => 0.024471324004313
710 => 0.024481129198886
711 => 0.024429204273403
712 => 0.024369081861687
713 => 0.024339817596642
714 => 0.024557929452525
715 => 0.024684550726173
716 => 0.024408526366845
717 => 0.024343857721446
718 => 0.024622933588449
719 => 0.024793169706104
720 => 0.026050097551456
721 => 0.025956980276849
722 => 0.026190686362771
723 => 0.026164374644008
724 => 0.026409335854354
725 => 0.026809743904936
726 => 0.02599560238225
727 => 0.026136909199693
728 => 0.026102264031307
729 => 0.026480510895294
730 => 0.026481691740716
731 => 0.026254913850924
801 => 0.026377853824031
802 => 0.026309232103724
803 => 0.026433240827101
804 => 0.025955736638876
805 => 0.026537285196742
806 => 0.02686698575489
807 => 0.02687156364746
808 => 0.027027839095357
809 => 0.027186624001284
810 => 0.02749139780096
811 => 0.027178124025427
812 => 0.026614574999831
813 => 0.026655261419227
814 => 0.026324852831715
815 => 0.026330407059764
816 => 0.026300758155144
817 => 0.026389736749773
818 => 0.025975262436697
819 => 0.026072538729536
820 => 0.025936351349912
821 => 0.026136613154926
822 => 0.025921164557193
823 => 0.026102247324357
824 => 0.026180396643677
825 => 0.0264687693144
826 => 0.025878571679258
827 => 0.024675118748336
828 => 0.024928099144872
829 => 0.024553921267214
830 => 0.024588552854387
831 => 0.024658514172052
901 => 0.02443174665158
902 => 0.02447500674822
903 => 0.024473461193151
904 => 0.024460142434546
905 => 0.024401151444294
906 => 0.024315602837417
907 => 0.024656402156744
908 => 0.024714310602008
909 => 0.024843033902491
910 => 0.025226027130882
911 => 0.025187757075764
912 => 0.025250177123471
913 => 0.025113914509799
914 => 0.024594873686224
915 => 0.024623060100125
916 => 0.024271575067125
917 => 0.024834045639952
918 => 0.024700845184057
919 => 0.024614969983622
920 => 0.024591538139555
921 => 0.02497548073408
922 => 0.025090362375924
923 => 0.025018775846147
924 => 0.024871949785061
925 => 0.025153899227575
926 => 0.025229337003899
927 => 0.02524622473998
928 => 0.025745785093671
929 => 0.025274144614328
930 => 0.025387673165409
1001 => 0.026273390512788
1002 => 0.025470167099354
1003 => 0.02589565245547
1004 => 0.025874827161407
1005 => 0.026092491071956
1006 => 0.025856972367608
1007 => 0.025859891904215
1008 => 0.026053162710953
1009 => 0.025781748719464
1010 => 0.025714542798268
1011 => 0.025621698299473
1012 => 0.025824420865943
1013 => 0.025945943876189
1014 => 0.026925330089953
1015 => 0.027558058249482
1016 => 0.027530589851376
1017 => 0.027781599591387
1018 => 0.027668517404526
1019 => 0.027303345193579
1020 => 0.027926649629658
1021 => 0.027729410025918
1022 => 0.027745670219204
1023 => 0.027745065013998
1024 => 0.0278762121075
1025 => 0.027783282372299
1026 => 0.027600108325176
1027 => 0.027721707806031
1028 => 0.02808281479156
1029 => 0.029203701954757
1030 => 0.029830965261062
1031 => 0.029165939916103
1101 => 0.029624665494012
1102 => 0.029349593607902
1103 => 0.029299604863517
1104 => 0.029587718425997
1105 => 0.029876336293129
1106 => 0.029857952582722
1107 => 0.029648430831876
1108 => 0.02953007731124
1109 => 0.03042628982083
1110 => 0.031086603931314
1111 => 0.031041574935781
1112 => 0.03124031827785
1113 => 0.031823834877065
1114 => 0.031877184322029
1115 => 0.031870463518187
1116 => 0.031738231352404
1117 => 0.032312779223537
1118 => 0.032792077165844
1119 => 0.03170762342658
1120 => 0.03212056921395
1121 => 0.032305953882182
1122 => 0.0325781535763
1123 => 0.033037400086243
1124 => 0.033536263605161
1125 => 0.033606808376497
1126 => 0.033556753485356
1127 => 0.033227739584458
1128 => 0.033773601999539
1129 => 0.034093355400244
1130 => 0.034283761232937
1201 => 0.034766598744138
1202 => 0.032307098754781
1203 => 0.030566142417233
1204 => 0.030294266945411
1205 => 0.030847136408336
1206 => 0.030992923676658
1207 => 0.030934157011599
1208 => 0.028974552372864
1209 => 0.030283950032537
1210 => 0.031692751817063
1211 => 0.031746869631133
1212 => 0.032452145261123
1213 => 0.032681811916472
1214 => 0.033249651241204
1215 => 0.033214132736836
1216 => 0.033352392576111
1217 => 0.033320609033389
1218 => 0.034372411809778
1219 => 0.035532706466358
1220 => 0.035492529151912
1221 => 0.035325723067045
1222 => 0.035573458547736
1223 => 0.03677100697806
1224 => 0.036660755908918
1225 => 0.036767855431426
1226 => 0.038179832521649
1227 => 0.040015603590338
1228 => 0.03916270362053
1229 => 0.041013251139658
1230 => 0.042178072709641
1231 => 0.044192511170127
]
'min_raw' => 0.018042823371476
'max_raw' => 0.044192511170127
'avg_raw' => 0.031117667270801
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.018042'
'max' => '$0.044192'
'avg' => '$0.031117'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.0080451728275693
'max_diff' => 0.017928618741736
'year' => 2028
]
3 => [
'items' => [
101 => 0.043940293553555
102 => 0.04472449966359
103 => 0.043488771380487
104 => 0.040651289460593
105 => 0.040202247085325
106 => 0.041101241292175
107 => 0.043311330827144
108 => 0.041031637707678
109 => 0.041492816656667
110 => 0.041359997088333
111 => 0.041352919697983
112 => 0.041623034901805
113 => 0.0412312187104
114 => 0.039634889060232
115 => 0.040366477531675
116 => 0.040083976089087
117 => 0.040397432501516
118 => 0.042089027480136
119 => 0.0413411330175
120 => 0.040553286955126
121 => 0.041541420754381
122 => 0.042799654640444
123 => 0.042720916625118
124 => 0.042568131965448
125 => 0.043429371092463
126 => 0.044851885810904
127 => 0.045236385823172
128 => 0.045520215871471
129 => 0.045559351239784
130 => 0.045962469855898
131 => 0.043794799458078
201 => 0.047234948049143
202 => 0.047828966678633
203 => 0.047717315795838
204 => 0.048377542502391
205 => 0.048183287056988
206 => 0.047901841394345
207 => 0.048948441158479
208 => 0.047748598985145
209 => 0.046045574076027
210 => 0.045111260928872
211 => 0.046341639849938
212 => 0.047092989322726
213 => 0.047589583529437
214 => 0.047739852636338
215 => 0.043963069540494
216 => 0.041927592921828
217 => 0.043232310097606
218 => 0.044824155098825
219 => 0.043785956678722
220 => 0.04382665209122
221 => 0.042346453977898
222 => 0.044955119787433
223 => 0.044575059121317
224 => 0.046546814529443
225 => 0.046076239276968
226 => 0.047684129269192
227 => 0.047260717947978
228 => 0.049018274669729
301 => 0.049719411629984
302 => 0.050896729709507
303 => 0.051762769681351
304 => 0.052271324917522
305 => 0.052240793168685
306 => 0.054255942375609
307 => 0.053067679292237
308 => 0.051574940807415
309 => 0.051547941877755
310 => 0.052321052291312
311 => 0.053941279625643
312 => 0.054361381000086
313 => 0.054596160357116
314 => 0.054236587599096
315 => 0.052946813185678
316 => 0.052389895133269
317 => 0.052864405449391
318 => 0.05228412010791
319 => 0.053285855406616
320 => 0.054661451930854
321 => 0.054377396688297
322 => 0.055326950776223
323 => 0.056309639361222
324 => 0.057714928173078
325 => 0.058082322706191
326 => 0.058689611898664
327 => 0.059314711961827
328 => 0.059515477255196
329 => 0.059898800494048
330 => 0.059896780191366
331 => 0.061051950572279
401 => 0.062326139275074
402 => 0.062807116012843
403 => 0.063913095500131
404 => 0.062019144386294
405 => 0.063455728062282
406 => 0.064751562498044
407 => 0.063206615262745
408 => 0.065335965100066
409 => 0.065418642929039
410 => 0.066666979986887
411 => 0.065401551226315
412 => 0.064650143667679
413 => 0.066819429134587
414 => 0.067869078040172
415 => 0.067552915247484
416 => 0.065146900784244
417 => 0.063746497167823
418 => 0.060081370785967
419 => 0.064422871306953
420 => 0.066537489567418
421 => 0.065141424433803
422 => 0.06584551848294
423 => 0.069686827311764
424 => 0.071149349007453
425 => 0.070845154718548
426 => 0.070896558545909
427 => 0.071685708706256
428 => 0.075185235110165
429 => 0.073088237770556
430 => 0.074691313663696
501 => 0.075541579337098
502 => 0.076331353480374
503 => 0.074391917795169
504 => 0.071868740464686
505 => 0.071069544288343
506 => 0.065002613269702
507 => 0.064686803162836
508 => 0.064509529379826
509 => 0.063391843253825
510 => 0.062513648118783
511 => 0.061815274742103
512 => 0.059982534449752
513 => 0.060601030497765
514 => 0.057680024994383
515 => 0.059548780801368
516 => 0.054886785487827
517 => 0.058769433716883
518 => 0.05665628480816
519 => 0.058075207467409
520 => 0.058070256979922
521 => 0.055457570494405
522 => 0.053950627454934
523 => 0.054910910210785
524 => 0.055940409552398
525 => 0.056107442356923
526 => 0.057442215126005
527 => 0.057814721515012
528 => 0.056686009765662
529 => 0.054790175997228
530 => 0.055230534942271
531 => 0.053941703594968
601 => 0.051683076233002
602 => 0.053305261836217
603 => 0.05385914732362
604 => 0.054103774709018
605 => 0.051882674103629
606 => 0.051184756070976
607 => 0.050813190366491
608 => 0.054503459800459
609 => 0.054705621090364
610 => 0.053671335348484
611 => 0.05834640497678
612 => 0.057288292735818
613 => 0.058470463352766
614 => 0.055190576983632
615 => 0.055315873059886
616 => 0.053763122290227
617 => 0.054632558966392
618 => 0.054018069146931
619 => 0.054562317074899
620 => 0.054888537038904
621 => 0.05644103301744
622 => 0.058787160727149
623 => 0.056209141889426
624 => 0.05508586216392
625 => 0.055782738588059
626 => 0.057638612338842
627 => 0.060450356071707
628 => 0.058785747190234
629 => 0.05952447234494
630 => 0.059685850927649
701 => 0.058458429965621
702 => 0.060495612833352
703 => 0.061587355682213
704 => 0.062707257940793
705 => 0.06367963769297
706 => 0.062259944351538
707 => 0.063779219731917
708 => 0.062554951963538
709 => 0.061456657212827
710 => 0.061458322872608
711 => 0.060769346531961
712 => 0.059434368055352
713 => 0.05918817754202
714 => 0.060468891682804
715 => 0.061495903139631
716 => 0.061580492722269
717 => 0.062149099034523
718 => 0.062485594393004
719 => 0.065783706349375
720 => 0.06711023426164
721 => 0.06873228748287
722 => 0.069364168626449
723 => 0.071265904326696
724 => 0.069730098297325
725 => 0.069397817002198
726 => 0.064784828246406
727 => 0.065540204896743
728 => 0.066749635796937
729 => 0.064804771316489
730 => 0.066038340183238
731 => 0.066281872808096
801 => 0.064738685565655
802 => 0.065562968549027
803 => 0.063373917328063
804 => 0.058834876061779
805 => 0.060500666083835
806 => 0.061727248238927
807 => 0.059976764267122
808 => 0.063114439033497
809 => 0.061281474209735
810 => 0.060700512358431
811 => 0.058433973048637
812 => 0.059503692355761
813 => 0.060950503035551
814 => 0.060056542245236
815 => 0.061911645114028
816 => 0.064538965514102
817 => 0.06641135049083
818 => 0.066555088959846
819 => 0.065351270859861
820 => 0.067280397047752
821 => 0.067294448625955
822 => 0.065118386405303
823 => 0.063785560411519
824 => 0.063482739541441
825 => 0.064239245446424
826 => 0.065157783273767
827 => 0.066606061416565
828 => 0.067481225566185
829 => 0.069763189517193
830 => 0.070380623533302
831 => 0.071058996322709
901 => 0.071965511571777
902 => 0.073054015554022
903 => 0.070672430809435
904 => 0.070767055611167
905 => 0.068549356872294
906 => 0.066179427719637
907 => 0.067977908530664
908 => 0.070329182949205
909 => 0.069789797999665
910 => 0.069729106174207
911 => 0.069831172990119
912 => 0.06942449435283
913 => 0.06758510194859
914 => 0.066661370598386
915 => 0.06785321970915
916 => 0.06848663446842
917 => 0.069469005520475
918 => 0.069347907552972
919 => 0.071878389884119
920 => 0.072861658800188
921 => 0.072610096535008
922 => 0.072656390045986
923 => 0.074436551451485
924 => 0.076416457052516
925 => 0.078270899919437
926 => 0.080157318853843
927 => 0.077883167200232
928 => 0.076728493240703
929 => 0.07791982202743
930 => 0.077287686204026
1001 => 0.080920126148969
1002 => 0.081171628409564
1003 => 0.084803805687755
1004 => 0.088251174436383
1005 => 0.086085943891396
1006 => 0.088127658771193
1007 => 0.090335939877149
1008 => 0.094596072411237
1009 => 0.093161409647026
1010 => 0.092062480453672
1011 => 0.09102399767594
1012 => 0.093184915481902
1013 => 0.095964901717768
1014 => 0.096563684126597
1015 => 0.097533940381384
1016 => 0.096513834566765
1017 => 0.097742439659504
1018 => 0.1020799555133
1019 => 0.1009079204413
1020 => 0.099243442225004
1021 => 0.10266749441213
1022 => 0.10390664558798
1023 => 0.11260365748864
1024 => 0.12358399426886
1025 => 0.11903806274107
1026 => 0.11621625634548
1027 => 0.11687944778258
1028 => 0.12088909506686
1029 => 0.12217686651473
1030 => 0.11867625979799
1031 => 0.11991273327032
1101 => 0.12672582367026
1102 => 0.13038082807971
1103 => 0.12541684115909
1104 => 0.11172139811966
1105 => 0.099093574173078
1106 => 0.10244304172204
1107 => 0.10206331604806
1108 => 0.10938313173246
1109 => 0.10087996779245
1110 => 0.10102313926562
1111 => 0.10849432098655
1112 => 0.10650113779188
1113 => 0.10327243628414
1114 => 0.099117147267179
1115 => 0.091435711201605
1116 => 0.084632049065635
1117 => 0.097975597304086
1118 => 0.097400199240376
1119 => 0.096566937574908
1120 => 0.098421271243077
1121 => 0.10742538917391
1122 => 0.10721781511212
1123 => 0.10589733483622
1124 => 0.10689890748731
1125 => 0.10309685575588
1126 => 0.10407673105817
1127 => 0.099091573861247
1128 => 0.10134507311281
1129 => 0.10326550894079
1130 => 0.1036510648658
1201 => 0.10451974205181
1202 => 0.097096990607091
1203 => 0.10042958808524
1204 => 0.10238717688149
1205 => 0.093542719482321
1206 => 0.10221235039581
1207 => 0.09696777701857
1208 => 0.095187690043486
1209 => 0.09758434264681
1210 => 0.096650364796474
1211 => 0.095847385485774
1212 => 0.095399309233468
1213 => 0.097159146396453
1214 => 0.09707704788934
1215 => 0.094197612721021
1216 => 0.090441506924742
1217 => 0.091702179319943
1218 => 0.0912441652199
1219 => 0.089584263036348
1220 => 0.090702836690708
1221 => 0.085777204414078
1222 => 0.077302910094224
1223 => 0.082901288496575
1224 => 0.082685757017948
1225 => 0.08257707627285
1226 => 0.086784102914403
1227 => 0.086379694375436
1228 => 0.085645688917232
1229 => 0.089570782450494
1230 => 0.088138070510895
1231 => 0.092553351119352
]
'min_raw' => 0.039634889060232
'max_raw' => 0.13038082807971
'avg_raw' => 0.085007858569973
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.039634'
'max' => '$0.13038'
'avg' => '$0.0850078'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072434
'min_diff' => 0.021592065688757
'max_diff' => 0.086188316909586
'year' => 2029
]
4 => [
'items' => [
101 => 0.095461540490526
102 => 0.094723929595926
103 => 0.097459095756015
104 => 0.091731222665728
105 => 0.09363379234394
106 => 0.094025909317772
107 => 0.08952234740557
108 => 0.086445860613816
109 => 0.086240694019323
110 => 0.080906489888416
111 => 0.083755978678955
112 => 0.086263410894772
113 => 0.085062545447996
114 => 0.084682387322381
115 => 0.086624532739908
116 => 0.0867754540722
117 => 0.083334431702007
118 => 0.084049929215777
119 => 0.087033672789761
120 => 0.08397474653321
121 => 0.078031752489498
122 => 0.076557807798336
123 => 0.076361156406345
124 => 0.072363701503886
125 => 0.07665630383054
126 => 0.074782467880366
127 => 0.080701893194965
128 => 0.077320749201781
129 => 0.077174994842041
130 => 0.076954665749779
131 => 0.073513891182451
201 => 0.074267202140065
202 => 0.076771322495671
203 => 0.077664820849486
204 => 0.077571621650967
205 => 0.076759050939811
206 => 0.077131041650343
207 => 0.075932729961563
208 => 0.075509581163554
209 => 0.074174007160792
210 => 0.072211082338465
211 => 0.072484039074327
212 => 0.06859497137408
213 => 0.06647600088254
214 => 0.065889497778064
215 => 0.065105201315107
216 => 0.065978086150489
217 => 0.068583954133921
218 => 0.065440724480169
219 => 0.060051877710735
220 => 0.060375756583726
221 => 0.061103416250836
222 => 0.059747427275126
223 => 0.058464097509145
224 => 0.059579848620831
225 => 0.05729652320471
226 => 0.061379345218658
227 => 0.061268916325157
228 => 0.062790739891938
301 => 0.063742367399209
302 => 0.061549174088013
303 => 0.060997591901273
304 => 0.061311798182853
305 => 0.056118668251476
306 => 0.062366350384451
307 => 0.062420380598978
308 => 0.061957741099506
309 => 0.065284438959771
310 => 0.072304809068011
311 => 0.069663463439558
312 => 0.068640654577126
313 => 0.066696294181976
314 => 0.069287038963817
315 => 0.069088110186486
316 => 0.068188478813897
317 => 0.067644378952734
318 => 0.068646899629939
319 => 0.067520155546423
320 => 0.067317761348167
321 => 0.066091472713794
322 => 0.0656537434639
323 => 0.065329666153783
324 => 0.064972888878522
325 => 0.065759850644389
326 => 0.063976491749492
327 => 0.061825935747074
328 => 0.061647140284811
329 => 0.062140810275976
330 => 0.061922398054294
331 => 0.061646094611123
401 => 0.061118556091344
402 => 0.060962046681603
403 => 0.061470626335691
404 => 0.060896469558261
405 => 0.061743669159297
406 => 0.061513277745507
407 => 0.060226330036508
408 => 0.058622316702027
409 => 0.058608037618818
410 => 0.058262455577013
411 => 0.057822304888167
412 => 0.057699865035814
413 => 0.059485883174287
414 => 0.063182887269903
415 => 0.062457076904123
416 => 0.062981549277437
417 => 0.065561434264755
418 => 0.066381502122375
419 => 0.065799437381408
420 => 0.065002671263783
421 => 0.065037724929302
422 => 0.067760515950733
423 => 0.067930333086896
424 => 0.068359406204896
425 => 0.068910886417575
426 => 0.065893356846295
427 => 0.064895599557856
428 => 0.064422806801127
429 => 0.062966788104225
430 => 0.064536979439225
501 => 0.063622096190617
502 => 0.063745545197717
503 => 0.063665148869895
504 => 0.063709050701261
505 => 0.061378203986697
506 => 0.062227442023788
507 => 0.060815419074699
508 => 0.058924878852883
509 => 0.05891854109915
510 => 0.059381248140113
511 => 0.05910601188642
512 => 0.058365358204703
513 => 0.058470564564404
514 => 0.057548846150089
515 => 0.058582477868153
516 => 0.058612118727315
517 => 0.05821411421356
518 => 0.059806566488928
519 => 0.060458995485464
520 => 0.060197020388428
521 => 0.060440614614284
522 => 0.062487237601659
523 => 0.062820926449022
524 => 0.062969128992773
525 => 0.062770557217221
526 => 0.060478023125454
527 => 0.060579706761032
528 => 0.059833619711316
529 => 0.059203254775022
530 => 0.059228466066645
531 => 0.059552555585606
601 => 0.060967873522506
602 => 0.063946326683162
603 => 0.064059356803388
604 => 0.064196352606423
605 => 0.063639121826906
606 => 0.063471055691823
607 => 0.063692778305547
608 => 0.064811328713062
609 => 0.067688544044665
610 => 0.066671543983726
611 => 0.065844707103633
612 => 0.066570065961097
613 => 0.066458402650541
614 => 0.065515851935466
615 => 0.065489397676156
616 => 0.063680341502235
617 => 0.063011574624952
618 => 0.062452702965962
619 => 0.061842429704058
620 => 0.061480639257857
621 => 0.062036513814039
622 => 0.062163648901953
623 => 0.060948219469835
624 => 0.060782560929403
625 => 0.061775106840537
626 => 0.061338324390888
627 => 0.061787565972036
628 => 0.061891793872385
629 => 0.061875010779856
630 => 0.061418959738278
701 => 0.061709633072542
702 => 0.061022103983116
703 => 0.060274519361896
704 => 0.059797606949725
705 => 0.059381437616854
706 => 0.059612352550634
707 => 0.058789182975108
708 => 0.058525834460767
709 => 0.061611159487251
710 => 0.063890322257148
711 => 0.063857182327826
712 => 0.063655451530977
713 => 0.063355720486458
714 => 0.064789401520246
715 => 0.064289935715432
716 => 0.064653338820199
717 => 0.064745840162342
718 => 0.065025813865389
719 => 0.065125880399675
720 => 0.064823409832386
721 => 0.063808281664893
722 => 0.06127867878699
723 => 0.060101141818794
724 => 0.05971253500586
725 => 0.059726660125441
726 => 0.059337026270093
727 => 0.059451790902658
728 => 0.0592971158144
729 => 0.059004198617164
730 => 0.059594265739124
731 => 0.059662265478074
801 => 0.059524536761032
802 => 0.059556976859748
803 => 0.05841664190734
804 => 0.058503339097094
805 => 0.058020598127596
806 => 0.057930090015345
807 => 0.056709762881519
808 => 0.054547776474701
809 => 0.055745726813177
810 => 0.054298771261606
811 => 0.053750787269272
812 => 0.056344858259986
813 => 0.056084485480848
814 => 0.05563884046429
815 => 0.05497963860424
816 => 0.054735134222044
817 => 0.053249602996504
818 => 0.053161829886698
819 => 0.053898099274793
820 => 0.05355833628567
821 => 0.053081180370635
822 => 0.051352970014897
823 => 0.049409889384263
824 => 0.049468538774733
825 => 0.050086596571037
826 => 0.051883682970241
827 => 0.051181530224162
828 => 0.050672110350607
829 => 0.050576711321395
830 => 0.051770829903375
831 => 0.053460757872455
901 => 0.054253634265539
902 => 0.053467917840006
903 => 0.052565329116331
904 => 0.052620265509747
905 => 0.052985732723211
906 => 0.053024138159918
907 => 0.052436645688425
908 => 0.052602021377893
909 => 0.052350800583321
910 => 0.050809059030747
911 => 0.050781173814976
912 => 0.050402805574033
913 => 0.050391348734071
914 => 0.049747649967846
915 => 0.049657592060772
916 => 0.048379489090711
917 => 0.049220740336058
918 => 0.048656473168352
919 => 0.047805989449451
920 => 0.047659365735746
921 => 0.047654958049858
922 => 0.04852821466449
923 => 0.049210535824081
924 => 0.048666288837318
925 => 0.048542374348217
926 => 0.049865456905079
927 => 0.049697082589553
928 => 0.049551271518205
929 => 0.053309443358116
930 => 0.050334557093021
1001 => 0.049037336880868
1002 => 0.047431780532892
1003 => 0.047954557775711
1004 => 0.048064714621968
1005 => 0.04420364102837
1006 => 0.042637203952313
1007 => 0.042099661777746
1008 => 0.041790298656552
1009 => 0.041931279315618
1010 => 0.040521302222423
1011 => 0.041468830147919
1012 => 0.040247909167609
1013 => 0.040043217792039
1014 => 0.04222637574792
1015 => 0.042530149423657
1016 => 0.041234156547879
1017 => 0.042066393776317
1018 => 0.041764612988322
1019 => 0.040268838353561
1020 => 0.040211710764686
1021 => 0.039461183631983
1022 => 0.038286753999994
1023 => 0.03775000814402
1024 => 0.037470466241988
1025 => 0.03758581067893
1026 => 0.037527489002014
1027 => 0.037146900609837
1028 => 0.037549303883153
1029 => 0.036521329804344
1030 => 0.036111982243212
1031 => 0.03592708944664
1101 => 0.035014703283717
1102 => 0.036466715408896
1103 => 0.036752780089523
1104 => 0.037039408405941
1105 => 0.039534312210895
1106 => 0.039409673867325
1107 => 0.040536343791867
1108 => 0.040492563470412
1109 => 0.04017121895709
1110 => 0.038815519313991
1111 => 0.039355877028707
1112 => 0.037692739973042
1113 => 0.038938875337474
1114 => 0.038370191197004
1115 => 0.038746602657536
1116 => 0.038069780911846
1117 => 0.038444362011196
1118 => 0.0368206166376
1119 => 0.03530438605445
1120 => 0.035914561502639
1121 => 0.036577891996848
1122 => 0.038016161521759
1123 => 0.037159540058188
1124 => 0.037467613528932
1125 => 0.036435618972816
1126 => 0.034306319428878
1127 => 0.034318371033055
1128 => 0.033990824687532
1129 => 0.033707776822451
1130 => 0.037257933337926
1201 => 0.036816415255557
1202 => 0.036112913975761
1203 => 0.037054578394798
1204 => 0.037303569413415
1205 => 0.037310657837675
1206 => 0.037997671889928
1207 => 0.038364331412769
1208 => 0.038428956742863
1209 => 0.039509988198004
1210 => 0.039872335682617
1211 => 0.041364793690405
1212 => 0.038333222913964
1213 => 0.038270789708803
1214 => 0.037067829544286
1215 => 0.036304893189902
1216 => 0.037120068449192
1217 => 0.037842202446403
1218 => 0.03709026826052
1219 => 0.037188454991
1220 => 0.036179044781733
1221 => 0.036539861434381
1222 => 0.036850645342893
1223 => 0.036679048735647
1224 => 0.036422160309229
1225 => 0.037782995693739
1226 => 0.037706212028188
1227 => 0.038973453223714
1228 => 0.039961358356914
1229 => 0.041731860964774
1230 => 0.039884249195084
1231 => 0.039816914878605
]
'min_raw' => 0.033707776822451
'max_raw' => 0.097459095756015
'avg_raw' => 0.065583436289233
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.0337077'
'max' => '$0.097459'
'avg' => '$0.065583'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.0059271122377813
'max_diff' => -0.032921732323698
'year' => 2030
]
5 => [
'items' => [
101 => 0.040475118622952
102 => 0.039872234915054
103 => 0.040253236607607
104 => 0.041670475701841
105 => 0.041700419730646
106 => 0.041198818667459
107 => 0.041168296197179
108 => 0.041264634168278
109 => 0.041828888674068
110 => 0.041631720811956
111 => 0.041859888453672
112 => 0.042145215583465
113 => 0.043325449568486
114 => 0.043609999986612
115 => 0.042918689993044
116 => 0.042981107545193
117 => 0.042722538630715
118 => 0.042472764299189
119 => 0.043034220519849
120 => 0.044060292798555
121 => 0.044053909656163
122 => 0.044291938480828
123 => 0.044440228466657
124 => 0.043803659292575
125 => 0.043389276167544
126 => 0.043548177025564
127 => 0.043802262957949
128 => 0.043465780382177
129 => 0.041388854050621
130 => 0.042018860825047
131 => 0.041913996892026
201 => 0.041764657899512
202 => 0.042398134582896
203 => 0.042337034211407
204 => 0.040506840869385
205 => 0.040624003909093
206 => 0.040513965941886
207 => 0.040869521125584
208 => 0.039853033768301
209 => 0.040165698433255
210 => 0.040361798780064
211 => 0.040477303390849
212 => 0.040894585247256
213 => 0.040845622037656
214 => 0.0408915416254
215 => 0.041510260460126
216 => 0.044639528007506
217 => 0.044809847135771
218 => 0.043971133456903
219 => 0.044306183028715
220 => 0.043662961118123
221 => 0.044094760295915
222 => 0.044390186326851
223 => 0.043055212900211
224 => 0.042976164437791
225 => 0.042330287721567
226 => 0.042677345284539
227 => 0.042125151747529
228 => 0.042260640726602
301 => 0.041881801729399
302 => 0.042563636498272
303 => 0.043326033716284
304 => 0.043518645361532
305 => 0.043011967047411
306 => 0.042645098556259
307 => 0.042000998339791
308 => 0.043072151354487
309 => 0.043385389138781
310 => 0.043070506049756
311 => 0.042997540757697
312 => 0.042859271661091
313 => 0.043026875200182
314 => 0.043383683178537
315 => 0.043215419125153
316 => 0.043326560496844
317 => 0.042903004196444
318 => 0.043803870023459
319 => 0.045234661761926
320 => 0.045239261991323
321 => 0.045070997030934
322 => 0.045002146634462
323 => 0.045174796694993
324 => 0.045268452270355
325 => 0.045826770907505
326 => 0.046425869049563
327 => 0.04922159867155
328 => 0.048436568980989
329 => 0.050917106620315
330 => 0.052878889835522
331 => 0.053467142843379
401 => 0.052925977755593
402 => 0.051074681223441
403 => 0.050983847783497
404 => 0.053750466399768
405 => 0.052968769921511
406 => 0.05287578961276
407 => 0.05188663622036
408 => 0.052471348384299
409 => 0.052343463256836
410 => 0.05214159032678
411 => 0.053257180404174
412 => 0.055345465439643
413 => 0.055019986633053
414 => 0.05477703180246
415 => 0.05371247445789
416 => 0.054353575756812
417 => 0.054125291863753
418 => 0.055106144340875
419 => 0.05452510906197
420 => 0.052962847801868
421 => 0.05321164305682
422 => 0.053174038154541
423 => 0.053947944378738
424 => 0.053715636939767
425 => 0.053128676398681
426 => 0.055338327908418
427 => 0.055194845430103
428 => 0.055398270779692
429 => 0.05548782490972
430 => 0.05683280084527
501 => 0.057383794451635
502 => 0.057508879646781
503 => 0.058032280957453
504 => 0.057495856945363
505 => 0.05964193545756
506 => 0.061068952441017
507 => 0.062726506100925
508 => 0.065148637506474
509 => 0.066059381320929
510 => 0.065894863602599
511 => 0.067731295990882
512 => 0.071031324171029
513 => 0.066561893649223
514 => 0.07126821484131
515 => 0.069778247888986
516 => 0.066245563048388
517 => 0.066018099792272
518 => 0.068410474981639
519 => 0.073716532894078
520 => 0.072387425567823
521 => 0.073718706837524
522 => 0.072165696521249
523 => 0.072088576469248
524 => 0.073643280592846
525 => 0.077275931520145
526 => 0.075550195232469
527 => 0.073075929096188
528 => 0.074902888707373
529 => 0.073320207215034
530 => 0.069753982848138
531 => 0.072386409224499
601 => 0.070626180673813
602 => 0.0711399089438
603 => 0.074839647543104
604 => 0.074394485206542
605 => 0.074970566490976
606 => 0.073953798102622
607 => 0.073003976098241
608 => 0.071231062792355
609 => 0.070706190566052
610 => 0.070851246366478
611 => 0.070706118683601
612 => 0.069714189982873
613 => 0.069499983074393
614 => 0.06914296217564
615 => 0.069253617880876
616 => 0.068582314141072
617 => 0.069849202996512
618 => 0.070084348731868
619 => 0.071006284791095
620 => 0.071102003251169
621 => 0.073669582053177
622 => 0.07225540279544
623 => 0.073204156335893
624 => 0.07311929088922
625 => 0.066322127040921
626 => 0.067258716247332
627 => 0.068715755134624
628 => 0.068059361090869
629 => 0.06713137348555
630 => 0.066381973738708
701 => 0.065246556492183
702 => 0.06684463446291
703 => 0.068945937057769
704 => 0.071155295752652
705 => 0.073809695461638
706 => 0.073217264347211
707 => 0.071105673596454
708 => 0.071200398015015
709 => 0.071785947097874
710 => 0.071027607832828
711 => 0.070803958779025
712 => 0.071755221152246
713 => 0.071761771973406
714 => 0.070889211000609
715 => 0.069919519156317
716 => 0.069915456112083
717 => 0.069742908814503
718 => 0.072196392302173
719 => 0.073545560145231
720 => 0.073700240064145
721 => 0.073535148954263
722 => 0.073598685970225
723 => 0.072813634929234
724 => 0.074608028809285
725 => 0.076254742080782
726 => 0.075813387747123
727 => 0.075151734858753
728 => 0.074624696463645
729 => 0.075689234250757
730 => 0.075641832058835
731 => 0.076240359476917
801 => 0.076213206815971
802 => 0.076011944557024
803 => 0.075813394934832
804 => 0.076600621743793
805 => 0.076373913065288
806 => 0.076146852245587
807 => 0.075691447010403
808 => 0.075753344145345
809 => 0.075091805500674
810 => 0.074785747453701
811 => 0.070183368763158
812 => 0.068953462789982
813 => 0.069340416246188
814 => 0.069467811371213
815 => 0.06893255471552
816 => 0.069699975263631
817 => 0.069580373584107
818 => 0.070045673754491
819 => 0.06975497440902
820 => 0.069766904811558
821 => 0.070621789602953
822 => 0.070869966294835
823 => 0.070743741626312
824 => 0.070832145057417
825 => 0.072869364814471
826 => 0.072579737311638
827 => 0.072425878473249
828 => 0.072468498422973
829 => 0.072989051749384
830 => 0.073134778259622
831 => 0.072517324795726
901 => 0.072808519418755
902 => 0.074048389165513
903 => 0.074482273406329
904 => 0.07586702362676
905 => 0.075278757121148
906 => 0.076358545751777
907 => 0.079677447875258
908 => 0.082328816542053
909 => 0.079890508343624
910 => 0.08475940925043
911 => 0.088550547008732
912 => 0.088405036827098
913 => 0.087743964268342
914 => 0.083427854723127
915 => 0.079456106370053
916 => 0.082778642516743
917 => 0.082787112344666
918 => 0.082501703543054
919 => 0.080729053988358
920 => 0.082440019180991
921 => 0.08257582938467
922 => 0.082499811785458
923 => 0.081140725528069
924 => 0.079065652014161
925 => 0.079471116411755
926 => 0.080135275366262
927 => 0.078877883907307
928 => 0.078476071148136
929 => 0.079223117515441
930 => 0.081630256564188
1001 => 0.081175200870629
1002 => 0.081163317527446
1003 => 0.083110238758136
1004 => 0.081716663328861
1005 => 0.079476230616285
1006 => 0.078910491808683
1007 => 0.07690250016902
1008 => 0.078289427146756
1009 => 0.078339340179586
1010 => 0.077579734447931
1011 => 0.079537868434983
1012 => 0.07951982388557
1013 => 0.081378780676494
1014 => 0.084932407868456
1015 => 0.083881425444419
1016 => 0.082659247231827
1017 => 0.082792131890861
1018 => 0.084249548613187
1019 => 0.083368361193281
1020 => 0.083685242333336
1021 => 0.084249068975629
1022 => 0.084589239587953
1023 => 0.082743186574676
1024 => 0.082312783310359
1025 => 0.081432329282583
1026 => 0.081202635261189
1027 => 0.081919746695537
1028 => 0.081730813168507
1029 => 0.07833514518245
1030 => 0.077980278984589
1031 => 0.077991162224245
1101 => 0.077098834296755
1102 => 0.075737820024091
1103 => 0.079314484270712
1104 => 0.079027228076324
1105 => 0.078710119469583
1106 => 0.078748963464513
1107 => 0.080301472189572
1108 => 0.079400938725468
1109 => 0.081795154534321
1110 => 0.081302975740736
1111 => 0.080798174418256
1112 => 0.080728395498865
1113 => 0.080534090057335
1114 => 0.079867744400459
1115 => 0.079063091978614
1116 => 0.078531790751914
1117 => 0.072441425793888
1118 => 0.073571762104074
1119 => 0.074872110995547
1120 => 0.075320986222062
1121 => 0.074553154085888
1122 => 0.079898063093187
1123 => 0.080874629473645
1124 => 0.077916546207388
1125 => 0.077363209606015
1126 => 0.079934339748652
1127 => 0.078383633964765
1128 => 0.079081916684299
1129 => 0.077572611384894
1130 => 0.080639403229794
1201 => 0.080616039414218
1202 => 0.079422988119916
1203 => 0.080431346904197
1204 => 0.080256119750937
1205 => 0.078909167778027
1206 => 0.08068210400985
1207 => 0.080682983364102
1208 => 0.079534697432509
1209 => 0.078193750856521
1210 => 0.077954021280479
1211 => 0.077773417248068
1212 => 0.079037499163554
1213 => 0.080170871056297
1214 => 0.082279795161972
1215 => 0.082810028788939
1216 => 0.084879565934645
1217 => 0.083647257328312
1218 => 0.084193523772431
1219 => 0.084786573271629
1220 => 0.085070903010218
1221 => 0.084607602959163
1222 => 0.087822446001916
1223 => 0.088093877254971
1224 => 0.088184885806248
1225 => 0.087100858820342
1226 => 0.088063728503502
1227 => 0.087613233665644
1228 => 0.088785296082681
1229 => 0.088969090435316
1230 => 0.088813423157308
1231 => 0.088871762385831
]
'min_raw' => 0.039853033768301
'max_raw' => 0.088969090435316
'avg_raw' => 0.064411062101809
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.039853'
'max' => '$0.088969'
'avg' => '$0.064411'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0061452569458501
'max_diff' => -0.0084900053206986
'year' => 2031
]
6 => [
'items' => [
101 => 0.086128460986015
102 => 0.085986206336367
103 => 0.084046554094485
104 => 0.084836976720237
105 => 0.083359319507336
106 => 0.083827899831103
107 => 0.084034445573022
108 => 0.083926557798811
109 => 0.084881666029557
110 => 0.084069628917702
111 => 0.081926529468257
112 => 0.079782846132799
113 => 0.079755933934729
114 => 0.079191539951657
115 => 0.07878358647581
116 => 0.078862172788185
117 => 0.079139121203169
118 => 0.078767489730466
119 => 0.078846796147361
120 => 0.080163811083711
121 => 0.080427929036676
122 => 0.079530353034957
123 => 0.07592645586846
124 => 0.075042050464109
125 => 0.075677743530235
126 => 0.075373923188504
127 => 0.060832638706631
128 => 0.064248897801725
129 => 0.062219072652617
130 => 0.063154509469091
131 => 0.061082583612526
201 => 0.062071415230217
202 => 0.061888814136778
203 => 0.067382057667234
204 => 0.067296288225216
205 => 0.067337341518292
206 => 0.065377760875967
207 => 0.068499426047604
208 => 0.070037270562601
209 => 0.069752656471281
210 => 0.069824287706297
211 => 0.068593425763099
212 => 0.067349258952433
213 => 0.065969286483506
214 => 0.068533104761021
215 => 0.068248051934399
216 => 0.068901860559901
217 => 0.070564679978385
218 => 0.070809536454193
219 => 0.071138626040769
220 => 0.071020670850173
221 => 0.073830842037732
222 => 0.073490511764812
223 => 0.074310609802847
224 => 0.072623605917621
225 => 0.07071460088961
226 => 0.071077440335359
227 => 0.071042495978962
228 => 0.070597614214775
229 => 0.070195994850073
301 => 0.0695274117634
302 => 0.071642907581313
303 => 0.071557022314455
304 => 0.072947404954189
305 => 0.07270164131716
306 => 0.071060371600514
307 => 0.07111898986953
308 => 0.071513225899644
309 => 0.072877681301174
310 => 0.073282744563556
311 => 0.073095103121441
312 => 0.073539236496802
313 => 0.073890261407912
314 => 0.073583319821163
315 => 0.077928965407002
316 => 0.076124350382408
317 => 0.077003907188965
318 => 0.077213676304679
319 => 0.076676357125746
320 => 0.076792882415699
321 => 0.076969386478738
322 => 0.078041084586466
323 => 0.080853530519491
324 => 0.082099143678262
325 => 0.085846632323892
326 => 0.081995712845198
327 => 0.081767215220021
328 => 0.082442251088415
329 => 0.084642423635359
330 => 0.086425456832959
331 => 0.087016991810256
401 => 0.087095172922684
402 => 0.088204931864594
403 => 0.088841024994318
404 => 0.088070177939488
405 => 0.087416965771571
406 => 0.08507724086577
407 => 0.085348070394476
408 => 0.087213817278538
409 => 0.08984929464422
410 => 0.09211080839866
411 => 0.091318905103566
412 => 0.097360568248526
413 => 0.097959574471368
414 => 0.097876811179561
415 => 0.099241436499273
416 => 0.096532933140758
417 => 0.095374995480213
418 => 0.087558197656548
419 => 0.089754399001958
420 => 0.092946706635894
421 => 0.092524192750003
422 => 0.090205853615611
423 => 0.092109049730536
424 => 0.091479793576497
425 => 0.090983473139944
426 => 0.093257213276242
427 => 0.090757142596286
428 => 0.092921766518407
429 => 0.090145613948119
430 => 0.091322522451114
501 => 0.090654452264155
502 => 0.09108677555072
503 => 0.088559422451277
504 => 0.089923120835708
505 => 0.088502688115061
506 => 0.088502014645005
507 => 0.088470658513969
508 => 0.090141791310648
509 => 0.090196286891152
510 => 0.088961317229465
511 => 0.088783338807364
512 => 0.089441418316139
513 => 0.08867097956266
514 => 0.089031463006329
515 => 0.088681898238938
516 => 0.088603203846838
517 => 0.087976153541838
518 => 0.087706003029336
519 => 0.087811936006209
520 => 0.087450332143949
521 => 0.087232452737154
522 => 0.088427316816013
523 => 0.087788949139358
524 => 0.088329477814084
525 => 0.087713477169077
526 => 0.085578150554775
527 => 0.084350101638221
528 => 0.080316667608688
529 => 0.081460544496004
530 => 0.082218936055721
531 => 0.081968287649759
601 => 0.082506777413823
602 => 0.082539836311904
603 => 0.082364767800353
604 => 0.082162060891643
605 => 0.082063394378878
606 => 0.082798773729071
607 => 0.083225686193588
608 => 0.082295050794709
609 => 0.082077015941724
610 => 0.08301793971178
611 => 0.08359190266796
612 => 0.087829722654467
613 => 0.087515771261888
614 => 0.088303727647411
615 => 0.088215015850578
616 => 0.089040919673902
617 => 0.090390923372039
618 => 0.087645988386756
619 => 0.088122414187491
620 => 0.088005605583429
621 => 0.089280891293714
622 => 0.0892848725965
623 => 0.088520275107938
624 => 0.088934775810665
625 => 0.088703412889634
626 => 0.08912151695851
627 => 0.087511578249633
628 => 0.089472309814901
629 => 0.090583918265657
630 => 0.090599352950074
701 => 0.091126246533462
702 => 0.091661600929803
703 => 0.092689167074037
704 => 0.091632942667752
705 => 0.089732897782219
706 => 0.089870074885847
707 => 0.088756079264658
708 => 0.08877480573231
709 => 0.088674842380365
710 => 0.088974839924444
711 => 0.087577410840233
712 => 0.087905384653156
713 => 0.087446219394452
714 => 0.088121416051891
715 => 0.087395016062492
716 => 0.088005549254783
717 => 0.08826903514108
718 => 0.089241303733961
719 => 0.087251411200796
720 => 0.083193885621792
721 => 0.084046826691241
722 => 0.08278525985245
723 => 0.082902022666504
724 => 0.083137902133557
725 => 0.08237333960588
726 => 0.082519194042026
727 => 0.082513983095205
728 => 0.082469077970683
729 => 0.082270185728429
730 => 0.081981752627529
731 => 0.083130781326487
801 => 0.083326023692734
802 => 0.083760023287488
803 => 0.08505131169674
804 => 0.084922281533979
805 => 0.085132735082853
806 => 0.084673316167306
807 => 0.082923333792351
808 => 0.08301836625473
809 => 0.081833309926069
810 => 0.083729718732795
811 => 0.083280624095989
812 => 0.082991089862107
813 => 0.082912087763876
814 => 0.084206577027331
815 => 0.08459390850359
816 => 0.084352549520434
817 => 0.083857515204415
818 => 0.08480812743493
819 => 0.085062471164706
820 => 0.085119409345967
821 => 0.086803711956624
822 => 0.085213543151634
823 => 0.085596312587914
824 => 0.088582570463413
825 => 0.085874446645753
826 => 0.087309000230336
827 => 0.087238786297427
828 => 0.087972655368653
829 => 0.087178587613553
830 => 0.087188431035059
831 => 0.087840057053711
901 => 0.086924965831886
902 => 0.086698376376406
903 => 0.086385344666524
904 => 0.087068837953015
905 => 0.087478561266524
906 => 0.090780630264793
907 => 0.092913917430315
908 => 0.092821305808315
909 => 0.093667602671703
910 => 0.093286338183556
911 => 0.092055134578839
912 => 0.094156649002806
913 => 0.093491641907965
914 => 0.09354646428488
915 => 0.093544423793273
916 => 0.093986595375414
917 => 0.093673276285037
918 => 0.093055692196359
919 => 0.093465673335866
920 => 0.094683170749262
921 => 0.098462320077824
922 => 0.10057718210916
923 => 0.098335002728039
924 => 0.099881628041156
925 => 0.098954203972232
926 => 0.098785663430433
927 => 0.099757058421783
928 => 0.10073015371147
929 => 0.10066817174833
930 => 0.099961754537007
1001 => 0.099562717379006
1002 => 0.10258436042665
1003 => 0.1048106555518
1004 => 0.10465883714954
1005 => 0.10532891420314
1006 => 0.10729628115722
1007 => 0.10747615253566
1008 => 0.10745349287627
1009 => 0.10700766289718
1010 => 0.10894479115836
1011 => 0.11056077763436
1012 => 0.10690446613829
1013 => 0.10829674169136
1014 => 0.10892177904345
1015 => 0.10983951931654
1016 => 0.11138790098838
1017 => 0.11306985417196
1018 => 0.11330770079379
1019 => 0.11313893723359
1020 => 0.1120296438957
1021 => 0.11387005713904
1022 => 0.11494812805398
1023 => 0.11559009461262
1024 => 0.11721801499227
1025 => 0.10892563906135
1026 => 0.10305588321962
1027 => 0.10213923608463
1028 => 0.10400327407899
1029 => 0.10449480603268
1030 => 0.10429667011848
1031 => 0.097689726263757
1101 => 0.10210445189257
1102 => 0.1068543254685
1103 => 0.10703678745702
1104 => 0.1094146734843
1105 => 0.11018901064763
1106 => 0.11210352057624
1107 => 0.11198376745894
1108 => 0.11244992016005
1109 => 0.1123427597267
1110 => 0.11588898622182
1111 => 0.11980100066567
1112 => 0.11966554004492
1113 => 0.11910314168377
1114 => 0.11993839915326
1115 => 0.12397601729625
1116 => 0.12360429811916
1117 => 0.12396539163674
1118 => 0.12872597097752
1119 => 0.13491540130505
1120 => 0.13203978950927
1121 => 0.13827903967111
1122 => 0.14220631691955
1123 => 0.14899813683268
1124 => 0.14814776752914
1125 => 0.15079177318065
1126 => 0.14662542899837
1127 => 0.13705866059878
1128 => 0.13554468287943
1129 => 0.1385757046136
1130 => 0.14602717578427
1201 => 0.1383410312689
1202 => 0.1398959282939
1203 => 0.1394481178461
1204 => 0.13942425593041
1205 => 0.14033496819893
1206 => 0.13901393255388
1207 => 0.13363179568616
1208 => 0.1360983972955
1209 => 0.1351459239582
1210 => 0.13620276413753
1211 => 0.14190609471134
1212 => 0.13938451631424
1213 => 0.13672823830929
1214 => 0.14005980040277
1215 => 0.14430202379672
1216 => 0.14403655308074
1217 => 0.14352142893357
1218 => 0.1464251567801
1219 => 0.15122126447013
1220 => 0.15251763310643
1221 => 0.15347458593065
1222 => 0.15360653355726
1223 => 0.15496567611633
1224 => 0.14765722402817
1225 => 0.15925592518645
1226 => 0.16125870046883
1227 => 0.16088226172227
1228 => 0.16310826215897
1229 => 0.16245331636231
1230 => 0.1615044026608
1231 => 0.16503308683684
]
'min_raw' => 0.060832638706631
'max_raw' => 0.16503308683684
'avg_raw' => 0.11293286277174
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.060832'
'max' => '$0.165033'
'avg' => '$0.112932'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.020979604938329
'max_diff' => 0.076063996401526
'year' => 2032
]
7 => [
'items' => [
101 => 0.16098773517914
102 => 0.15524586779665
103 => 0.15209576578935
104 => 0.15624407422404
105 => 0.15877730142909
106 => 0.16045160346812
107 => 0.16095824625349
108 => 0.14822455835927
109 => 0.141361806827
110 => 0.14576075187758
111 => 0.15112776843826
112 => 0.14762740998018
113 => 0.14776461740469
114 => 0.14277402612149
115 => 0.15156932502956
116 => 0.15028792395876
117 => 0.15693583498083
118 => 0.1553492576626
119 => 0.16077037103067
120 => 0.15934281019956
121 => 0.16526853539564
122 => 0.16763246760896
123 => 0.17160187771179
124 => 0.17452179194185
125 => 0.17623642142679
126 => 0.17613348150393
127 => 0.1829276977483
128 => 0.17892138580083
129 => 0.17388851377958
130 => 0.17379748500322
131 => 0.17640408073938
201 => 0.18186679031773
202 => 0.18328319143221
203 => 0.18407476642621
204 => 0.18286244176798
205 => 0.17851387728396
206 => 0.17663618918749
207 => 0.17823603384755
208 => 0.17627956130451
209 => 0.17965698180303
210 => 0.18429490152558
211 => 0.18333718944319
212 => 0.18653867734638
213 => 0.18985188051984
214 => 0.19458990986314
215 => 0.1958286061822
216 => 0.1978761240942
217 => 0.19998369260024
218 => 0.20066058680382
219 => 0.20195298786639
220 => 0.20194617627484
221 => 0.20584091386551
222 => 0.210136930038
223 => 0.21175857669011
224 => 0.21548746374852
225 => 0.20910187533678
226 => 0.21394541749944
227 => 0.21831441377188
228 => 0.2131055163033
301 => 0.22028476794629
302 => 0.22056352201905
303 => 0.22477237756569
304 => 0.22050589615001
305 => 0.21797247310447
306 => 0.22528637051083
307 => 0.22882533508015
308 => 0.22775937015082
309 => 0.21964732440544
310 => 0.21492576583962
311 => 0.20256853635224
312 => 0.21720620847263
313 => 0.22433579157572
314 => 0.21962886050759
315 => 0.22200276275253
316 => 0.23495400366053
317 => 0.23988499766754
318 => 0.23885938538433
319 => 0.23903269697718
320 => 0.2416933718395
321 => 0.25349226943941
322 => 0.24642209650124
323 => 0.25182697879814
324 => 0.25469370887967
325 => 0.257356487544
326 => 0.25081754472425
327 => 0.24231047619191
328 => 0.23961593048528
329 => 0.21916084897633
330 => 0.21809607315187
331 => 0.2174983822156
401 => 0.21373002540743
402 => 0.21076912919601
403 => 0.20841451459766
404 => 0.20223530274416
405 => 0.20432060535205
406 => 0.19447223135931
407 => 0.20077287203492
408 => 0.1850546293452
409 => 0.1981452489273
410 => 0.1910206198462
411 => 0.19580461665787
412 => 0.19578792574368
413 => 0.18697907084581
414 => 0.18189830717683
415 => 0.18513596753299
416 => 0.18860699644058
417 => 0.1891701592029
418 => 0.19367043878472
419 => 0.19492637008282
420 => 0.19112083961575
421 => 0.18472890370259
422 => 0.18621360463068
423 => 0.18186821975991
424 => 0.17425309991672
425 => 0.17972241193534
426 => 0.18158987552717
427 => 0.18241465383638
428 => 0.17492605807302
429 => 0.17257297869885
430 => 0.17132021898429
501 => 0.18376222002729
502 => 0.18444382093066
503 => 0.18095665434039
504 => 0.19671897799512
505 => 0.19315147869968
506 => 0.19713724947124
507 => 0.18607888358335
508 => 0.18650132805233
509 => 0.18126612042283
510 => 0.18419748687865
511 => 0.18212569155003
512 => 0.18396066143735
513 => 0.18506053482195
514 => 0.19029488340539
515 => 0.19820501678008
516 => 0.18951304627716
517 => 0.18572583025774
518 => 0.18807539777608
519 => 0.19433260569981
520 => 0.20381259600484
521 => 0.19820025094168
522 => 0.20069091437691
523 => 0.20123501353561
524 => 0.19709667806634
525 => 0.20396518233646
526 => 0.20764606957444
527 => 0.21142189822833
528 => 0.21470034445218
529 => 0.20991374923171
530 => 0.21503609224908
531 => 0.21090838799235
601 => 0.20720541055983
602 => 0.20721102644808
603 => 0.20488809461279
604 => 0.20038712147368
605 => 0.19955707296951
606 => 0.20387509011177
607 => 0.20733773094212
608 => 0.20762293062583
609 => 0.20954002650642
610 => 0.2106745441009
611 => 0.22179435882863
612 => 0.22626684030005
613 => 0.23173570598357
614 => 0.23386613737568
615 => 0.24027797206401
616 => 0.23509989480943
617 => 0.23397958522377
618 => 0.21842657156503
619 => 0.22097337668035
620 => 0.22505105740012
621 => 0.21849381101819
622 => 0.22265287457746
623 => 0.22347396182507
624 => 0.21827099829529
625 => 0.22105012592333
626 => 0.21366958689718
627 => 0.19836589236216
628 => 0.20398221972327
629 => 0.20811772709639
630 => 0.20221584817056
701 => 0.21279473771085
702 => 0.20661476883402
703 => 0.20465601539089
704 => 0.1970142198632
705 => 0.20062085319258
706 => 0.20549887641259
707 => 0.20248482519369
708 => 0.20873943403497
709 => 0.21759762819748
710 => 0.22391050487226
711 => 0.22439512915604
712 => 0.22033637238405
713 => 0.22684055601381
714 => 0.22688793189078
715 => 0.21955118618603
716 => 0.21505747029305
717 => 0.21403648858731
718 => 0.21658710106351
719 => 0.21968401547866
720 => 0.22456698635266
721 => 0.22751766338511
722 => 0.23521146416757
723 => 0.23729318606075
724 => 0.23958036728271
725 => 0.24263674673581
726 => 0.24630671390887
727 => 0.23827703466556
728 => 0.23859606879109
729 => 0.2311189426582
730 => 0.22312856105685
731 => 0.22919226467715
801 => 0.23711975054
802 => 0.23530117652397
803 => 0.23509654979707
804 => 0.23544067519299
805 => 0.23406952977398
806 => 0.2278678898608
807 => 0.22475346512073
808 => 0.22877186760992
809 => 0.2309074696944
810 => 0.23421960228336
811 => 0.23381131203114
812 => 0.24234300988323
813 => 0.2456581696834
814 => 0.24481000994283
815 => 0.2449660917472
816 => 0.25096803021274
817 => 0.25764342017922
818 => 0.26389580377811
819 => 0.27025599692102
820 => 0.26258853584467
821 => 0.25869547197336
822 => 0.26271212015373
823 => 0.26058083009081
824 => 0.27282785497404
825 => 0.27367581240497
826 => 0.2859219516889
827 => 0.2975449961125
828 => 0.29024477015851
829 => 0.29712855442373
830 => 0.30457392834972
831 => 0.31893726262136
901 => 0.31410019694686
902 => 0.31039508044668
903 => 0.30689376325701
904 => 0.31417944851027
905 => 0.32355236619694
906 => 0.32557120289395
907 => 0.3288424895981
908 => 0.3254031316226
909 => 0.32954545947123
910 => 0.34416969700801
911 => 0.34021809893385
912 => 0.33460619441747
913 => 0.34615062542605
914 => 0.35032851013021
915 => 0.37965109295925
916 => 0.4166720650364
917 => 0.40134513950365
918 => 0.39183122222868
919 => 0.39406721846143
920 => 0.40758602422502
921 => 0.41192783557083
922 => 0.40012529562078
923 => 0.40429415226057
924 => 0.42726496221874
925 => 0.43958806476948
926 => 0.42285163629209
927 => 0.37667649389937
928 => 0.33410090381695
929 => 0.34539386751061
930 => 0.34411359588922
1001 => 0.36879286552236
1002 => 0.34012385462667
1003 => 0.34060656724437
1004 => 0.36579617803774
1005 => 0.35907602173732
1006 => 0.34819022918324
1007 => 0.33418038214953
1008 => 0.30828188415371
1009 => 0.28534286224576
1010 => 0.33033156674849
1011 => 0.32839157200368
1012 => 0.32558217212208
1013 => 0.33183418754976
1014 => 0.362192199801
1015 => 0.36149234935931
1016 => 0.35704025791613
1017 => 0.36041713003685
1018 => 0.34759824717354
1019 => 0.35090196516795
1020 => 0.33409415962595
1021 => 0.3416919896869
1022 => 0.34816687316148
1023 => 0.34946680188129
1024 => 0.35239560766303
1025 => 0.32736928292721
1026 => 0.3386053679993
1027 => 0.34520551530036
1028 => 0.31538580967876
1029 => 0.34461607559788
1030 => 0.3269336302921
1031 => 0.32093194277391
1101 => 0.32901242435495
1102 => 0.32586345282429
1103 => 0.32315615201605
1104 => 0.32164543164771
1105 => 0.32757884551062
1106 => 0.32730204466195
1107 => 0.31759382795622
1108 => 0.30492985502114
1109 => 0.30918030001889
1110 => 0.30763607350307
1111 => 0.30203959740056
1112 => 0.30581094657255
1113 => 0.28920383345523
1114 => 0.26063215849951
1115 => 0.27950748214933
1116 => 0.27878080272122
1117 => 0.27841437800127
1118 => 0.29259866204849
1119 => 0.29123517042446
1120 => 0.2887604197755
1121 => 0.30199414666417
1122 => 0.29716365833106
1123 => 0.31205008516752
1124 => 0.32185524867573
1125 => 0.31936834204624
1126 => 0.32859014571818
1127 => 0.30927822168695
1128 => 0.31569286819021
1129 => 0.31701491794422
1130 => 0.30183084452858
1201 => 0.29145825451673
1202 => 0.29076652101913
1203 => 0.27278187936953
1204 => 0.28238912977179
1205 => 0.29084311255074
1206 => 0.28679431085519
1207 => 0.28551258119289
1208 => 0.29206066006434
1209 => 0.29256950187316
1210 => 0.28096785470754
1211 => 0.28338020452966
1212 => 0.29344010430767
1213 => 0.28312672086629
1214 => 0.26308950152132
1215 => 0.25811999408754
1216 => 0.25745697018968
1217 => 0.24397927189265
1218 => 0.25845208033689
1219 => 0.25213431160383
1220 => 0.27209206733308
1221 => 0.26069230429612
1222 => 0.26020088329602
1223 => 0.25945802837857
1224 => 0.24785721669761
1225 => 0.2503970571857
1226 => 0.25883987379673
1227 => 0.26185236587868
1228 => 0.26153813827391
1229 => 0.25879849938937
1230 => 0.26005269204149
1231 => 0.25601250051932
]
'min_raw' => 0.141361806827
'max_raw' => 0.43958806476948
'avg_raw' => 0.29047493579824
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$0.141361'
'max' => '$0.439588'
'avg' => '$0.290474'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 0.080529168120371
'max_diff' => 0.27455497793263
'year' => 2033
]
8 => [
'items' => [
101 => 0.25458582480353
102 => 0.25008284380641
103 => 0.24346470572091
104 => 0.2443849984131
105 => 0.23127273513568
106 => 0.22412847818165
107 => 0.22215104201657
108 => 0.21950673173388
109 => 0.22244972389925
110 => 0.23123558974128
111 => 0.22063797151037
112 => 0.20246909838995
113 => 0.20356107862274
114 => 0.20601443399398
115 => 0.20144262249025
116 => 0.19711578658502
117 => 0.20087761935732
118 => 0.19317922830018
119 => 0.20694474777374
120 => 0.2065724290494
121 => 0.21170336345513
122 => 0.21491184203641
123 => 0.20751733766384
124 => 0.20565763981101
125 => 0.20671700822654
126 => 0.18920800809015
127 => 0.21027250460071
128 => 0.21045467124126
129 => 0.20889484986833
130 => 0.22011104396684
131 => 0.24378071193336
201 => 0.23487523073417
202 => 0.23142675924425
203 => 0.22487121242109
204 => 0.23360608933309
205 => 0.23293538707156
206 => 0.22990221708861
207 => 0.22806774641886
208 => 0.23144781487582
209 => 0.22764891853149
210 => 0.22696653236135
211 => 0.22283201461383
212 => 0.22135617988653
213 => 0.22026353060911
214 => 0.21906063111618
215 => 0.22171392765372
216 => 0.21570120862943
217 => 0.20845045892025
218 => 0.20784763753613
219 => 0.20951208037828
220 => 0.20877568832383
221 => 0.20784411197428
222 => 0.20606547902329
223 => 0.20553779662121
224 => 0.20725250843286
225 => 0.20531669877141
226 => 0.20817309137589
227 => 0.20739631063888
228 => 0.20305727658617
301 => 0.19764923364033
302 => 0.19760109071436
303 => 0.19643593673265
304 => 0.19495193795487
305 => 0.19453912344418
306 => 0.20056080829385
307 => 0.2130255157188
308 => 0.21057839539611
309 => 0.21234669062023
310 => 0.22104495297679
311 => 0.22380986901406
312 => 0.22184739710143
313 => 0.21916104450742
314 => 0.21927923038809
315 => 0.22845931041605
316 => 0.22903186074687
317 => 0.23047851072114
318 => 0.2323378647613
319 => 0.22216405313455
320 => 0.21880004477539
321 => 0.21720599098674
322 => 0.21229692229415
323 => 0.21759093200736
324 => 0.21450633925957
325 => 0.21492255620594
326 => 0.2146514943736
327 => 0.21479951246318
328 => 0.20694090003051
329 => 0.20980416536446
330 => 0.20504343140731
331 => 0.19866934305616
401 => 0.19864797487696
402 => 0.20020802397074
403 => 0.19928004572504
404 => 0.19678288012634
405 => 0.19713759071334
406 => 0.19402995272715
407 => 0.19751491423047
408 => 0.19761485045659
409 => 0.19627295045068
410 => 0.20164201447855
411 => 0.20384172439151
412 => 0.20295845706133
413 => 0.20377975200101
414 => 0.2106800842936
415 => 0.2118051395399
416 => 0.21230481476333
417 => 0.21163531615822
418 => 0.2039058774082
419 => 0.20424871088488
420 => 0.20173322630663
421 => 0.19960790691324
422 => 0.19969290854314
423 => 0.20078559898353
424 => 0.20555744222213
425 => 0.21559950500224
426 => 0.21598059394409
427 => 0.21644248485877
428 => 0.21456374238101
429 => 0.21399709567258
430 => 0.21474464894493
501 => 0.21851591973856
502 => 0.22821665210982
503 => 0.22478776539968
504 => 0.22200002713055
505 => 0.22444562516142
506 => 0.2240691445138
507 => 0.22089126897113
508 => 0.22080207658889
509 => 0.21470271739425
510 => 0.21244792317568
511 => 0.21056364835822
512 => 0.20850606944779
513 => 0.20728626769902
514 => 0.20916043757511
515 => 0.2095890824003
516 => 0.20549117721135
517 => 0.20493264787637
518 => 0.2082790857131
519 => 0.20680644318893
520 => 0.20832109254482
521 => 0.2086725041878
522 => 0.20861591881959
523 => 0.20707831089244
524 => 0.20805833633307
525 => 0.20574028400633
526 => 0.20321975026119
527 => 0.20161180676659
528 => 0.2002086628048
529 => 0.20098720862601
530 => 0.19821183493026
531 => 0.19732393702775
601 => 0.20772632576506
602 => 0.21541068216983
603 => 0.21529894858436
604 => 0.21461879911839
605 => 0.21360823497524
606 => 0.21844199067707
607 => 0.21675800684455
608 => 0.21798324578427
609 => 0.21829512051754
610 => 0.2192390714045
611 => 0.21957645271127
612 => 0.21855665207584
613 => 0.21513407658515
614 => 0.20660534387107
615 => 0.20263519576979
616 => 0.20132498076832
617 => 0.20137260459517
618 => 0.2000589268485
619 => 0.2004458638198
620 => 0.19992436596067
621 => 0.19893677517936
622 => 0.20092622767822
623 => 0.20115549354568
624 => 0.20069113156026
625 => 0.20080050561798
626 => 0.19695578671029
627 => 0.19724809233855
628 => 0.19562049745599
629 => 0.19531534303646
630 => 0.19120092490425
701 => 0.18391163678859
702 => 0.18795060999298
703 => 0.18307209832765
704 => 0.18122453203848
705 => 0.18997062349592
706 => 0.18909275849241
707 => 0.18759023520514
708 => 0.18536769010998
709 => 0.18454332651466
710 => 0.17953475427127
711 => 0.17923882110344
712 => 0.18172120475009
713 => 0.18057567011076
714 => 0.17896690562926
715 => 0.1731401237551
716 => 0.16658889174736
717 => 0.1667866322621
718 => 0.16887045727375
719 => 0.17492945953724
720 => 0.17256210253109
721 => 0.17084455786084
722 => 0.1705229133733
723 => 0.17454896754315
724 => 0.1802466776779
725 => 0.18291991579405
726 => 0.1802708180084
727 => 0.17722767710979
728 => 0.17741289899573
729 => 0.17864509722203
730 => 0.17877458383327
731 => 0.17679381194822
801 => 0.17735138763142
802 => 0.17650437918284
803 => 0.17130628989738
804 => 0.17121227294553
805 => 0.16993657800436
806 => 0.16989795046854
807 => 0.1677276751366
808 => 0.16742403861526
809 => 0.1631148252174
810 => 0.16595116252537
811 => 0.16404869637357
812 => 0.16118123113642
813 => 0.16068687904872
814 => 0.16067201822802
815 => 0.16361626387308
816 => 0.16591675730078
817 => 0.1640817905868
818 => 0.16366400423536
819 => 0.1681248694505
820 => 0.16755718369018
821 => 0.16706557148293
822 => 0.17973651022837
823 => 0.16970647348567
824 => 0.16533280497138
825 => 0.15991955964781
826 => 0.16168213962112
827 => 0.16205354111918
828 => 0.14903566192681
829 => 0.14375430995974
830 => 0.14194194898819
831 => 0.14089890962604
901 => 0.14137423576104
902 => 0.13662039954988
903 => 0.13981505610497
904 => 0.13569863577788
905 => 0.13500850451405
906 => 0.14236917398552
907 => 0.14339336814207
908 => 0.13902383767805
909 => 0.14182978359868
910 => 0.14081230860229
911 => 0.13576919998954
912 => 0.13557659033513
913 => 0.13304613570709
914 => 0.12908646420678
915 => 0.12727678807897
916 => 0.12633429303927
917 => 0.12672318486151
918 => 0.1265265492559
919 => 0.12524336891985
920 => 0.12660009965073
921 => 0.12313421327317
922 => 0.12175406939108
923 => 0.12113069041863
924 => 0.11805451676957
925 => 0.12295007702586
926 => 0.12391456406899
927 => 0.12488095144954
928 => 0.13329269381657
929 => 0.13287246693925
930 => 0.13667111325143
1001 => 0.136523504841
1002 => 0.13544006937877
1003 => 0.13086923338014
1004 => 0.13269108714188
1005 => 0.12708370444218
1006 => 0.13128513682575
1007 => 0.1293677785419
1008 => 0.13063687606129
1009 => 0.12835492429151
1010 => 0.12961785062039
1011 => 0.12414327972703
1012 => 0.1190312024561
1013 => 0.12108845158076
1014 => 0.12332491665424
1015 => 0.12817414277425
1016 => 0.12528598370242
1017 => 0.12632467491803
1018 => 0.12284523322053
1019 => 0.1156661511452
1020 => 0.1157067839701
1021 => 0.11460243859761
1022 => 0.11364812295872
1023 => 0.12561772351465
1024 => 0.12412911447414
1025 => 0.12175721079242
1026 => 0.12493209812611
1027 => 0.12577158872938
1028 => 0.12579548784667
1029 => 0.12811180368963
1030 => 0.12934802187024
1031 => 0.12956591068264
1101 => 0.13321068370886
1102 => 0.13443236355152
1103 => 0.13946428992487
1104 => 0.12924313739459
1105 => 0.12903263948444
1106 => 0.12497677530178
1107 => 0.12240448211645
1108 => 0.12515290241687
1109 => 0.12758762760625
1110 => 0.12505242900018
1111 => 0.12538347241717
1112 => 0.12198017542186
1113 => 0.12319669395767
1114 => 0.12424452360346
1115 => 0.12366597366164
1116 => 0.12279985639659
1117 => 0.12738800790596
1118 => 0.12712912641669
1119 => 0.13140171858336
1120 => 0.13473250971328
1121 => 0.14070188286823
1122 => 0.13447253079058
1123 => 0.13424550844144
1124 => 0.13646468831982
1125 => 0.13443202380665
1126 => 0.13571659761378
1127 => 0.14049491816846
1128 => 0.1405958765522
1129 => 0.138904693547
1130 => 0.13880178490744
1201 => 0.13912659510311
1202 => 0.14102901856437
1203 => 0.14036425335144
1204 => 0.14113353648564
1205 => 0.14209553682464
1206 => 0.14607477810644
1207 => 0.14703415970783
1208 => 0.14470335979879
1209 => 0.14491380493372
1210 => 0.14404202178585
1211 => 0.14319989018842
1212 => 0.145092879036
1213 => 0.14855235336174
1214 => 0.1485308321515
1215 => 0.1493333629525
1216 => 0.149833332993
1217 => 0.14768709557874
1218 => 0.1462899739414
1219 => 0.14682571927832
1220 => 0.14768238773906
1221 => 0.14654791324239
1222 => 0.13954541110918
1223 => 0.14166952293483
1224 => 0.14131596686328
1225 => 0.1408124600235
1226 => 0.14294827088946
1227 => 0.1427422667211
1228 => 0.13657164208845
1229 => 0.13696666545689
1230 => 0.13659566476784
1231 => 0.13779444389375
]
'min_raw' => 0.11364812295872
'max_raw' => 0.25458582480353
'avg_raw' => 0.18411697388112
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$0.113648'
'max' => '$0.254585'
'avg' => '$0.184116'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.027713683868284
'max_diff' => -0.18500223996595
'year' => 2034
]
9 => [
'items' => [
101 => 0.13436728579979
102 => 0.13542145654723
103 => 0.13608262255779
104 => 0.13647205441732
105 => 0.13787894932989
106 => 0.13771386645022
107 => 0.1378686875463
108 => 0.13995474129515
109 => 0.15050528530963
110 => 0.15107952814187
111 => 0.14825174641645
112 => 0.14938138944023
113 => 0.14721272186035
114 => 0.14866856293553
115 => 0.14966461242482
116 => 0.14516365631203
117 => 0.144897138902
118 => 0.14271952045958
119 => 0.14388964926392
120 => 0.14202789020097
121 => 0.14248470075345
122 => 0.14120741862469
123 => 0.14350627215213
124 => 0.14607674760153
125 => 0.1467261512112
126 => 0.14501784989999
127 => 0.14378092716813
128 => 0.14160929831866
129 => 0.14522076549323
130 => 0.14627686855254
131 => 0.14521521823346
201 => 0.14496921065701
202 => 0.14450302674416
203 => 0.14506811377791
204 => 0.14627111678847
205 => 0.14570380278467
206 => 0.14607852367896
207 => 0.14465047404041
208 => 0.14768780607263
209 => 0.15251182031356
210 => 0.15252733030816
211 => 0.15196001324632
212 => 0.15172787932763
213 => 0.15230998106075
214 => 0.15262574737191
215 => 0.15450815763762
216 => 0.15652805885127
217 => 0.16595405646341
218 => 0.16330727405266
219 => 0.17167057988925
220 => 0.17828486896665
221 => 0.18026820505316
222 => 0.17844362917675
223 => 0.1722018536652
224 => 0.17189560238064
225 => 0.18122345020454
226 => 0.17858790595179
227 => 0.17827441634916
228 => 0.1749394166262
301 => 0.17691081451022
302 => 0.17647964087432
303 => 0.17579901219632
304 => 0.17956030203027
305 => 0.18660110082676
306 => 0.18550372630613
307 => 0.18468458713223
308 => 0.18109535771999
309 => 0.18325687550957
310 => 0.18248720042584
311 => 0.18579421303339
312 => 0.18383521202398
313 => 0.17856793911195
314 => 0.17940676968435
315 => 0.17927998213082
316 => 0.18188926099811
317 => 0.18110602024843
318 => 0.17912704180388
319 => 0.18657703614191
320 => 0.18609327494864
321 => 0.18677913771749
322 => 0.18708107571934
323 => 0.19161575598927
324 => 0.19347346940228
325 => 0.19389520287088
326 => 0.19565988693252
327 => 0.19385129592383
328 => 0.20108694946212
329 => 0.20589823685299
330 => 0.21148679474407
331 => 0.2196531798857
401 => 0.22272381624223
402 => 0.22216913326862
403 => 0.22836079328134
404 => 0.23948706869131
405 => 0.22441807164137
406 => 0.24028576212534
407 => 0.23526223451941
408 => 0.22335154093515
409 => 0.22258463268618
410 => 0.23065069266744
411 => 0.24854043737635
412 => 0.24405925923057
413 => 0.24854776697846
414 => 0.24331168426943
415 => 0.24305166862975
416 => 0.24829346212844
417 => 0.26054119835341
418 => 0.25472275797246
419 => 0.24638059694624
420 => 0.2525403188296
421 => 0.24720419767888
422 => 0.23518042324006
423 => 0.2440558325581
424 => 0.23812109910423
425 => 0.23985316983385
426 => 0.25232709682891
427 => 0.25082620093095
428 => 0.25276849920213
429 => 0.24934039359229
430 => 0.24613800239006
501 => 0.24016050139842
502 => 0.23839085804203
503 => 0.23887992380063
504 => 0.23839061568533
505 => 0.23504625881657
506 => 0.23432404526918
507 => 0.23312032438263
508 => 0.23349340781857
509 => 0.23123006039089
510 => 0.23550146461836
511 => 0.23629427488246
512 => 0.23940264667367
513 => 0.23972536814466
514 => 0.24838213933825
515 => 0.24361413523595
516 => 0.24681292403744
517 => 0.24652679425887
518 => 0.22360968178151
519 => 0.22676745768149
520 => 0.2316799660172
521 => 0.22946688767071
522 => 0.22633811266936
523 => 0.22381145910146
524 => 0.2199833205825
525 => 0.22537135203504
526 => 0.23245604044188
527 => 0.23990504753417
528 => 0.24885454147729
529 => 0.24685711861278
530 => 0.23973774297004
531 => 0.24005711296067
601 => 0.24203133257526
602 => 0.2394745387976
603 => 0.23872049039802
604 => 0.24192773790436
605 => 0.24194982445526
606 => 0.23900792421521
607 => 0.23573854046046
608 => 0.23572484162315
609 => 0.2351430863625
610 => 0.24341517723792
611 => 0.24796399081668
612 => 0.24848550496271
613 => 0.24792888875945
614 => 0.24814310824478
615 => 0.24549625384956
616 => 0.25154617809673
617 => 0.25709818686143
618 => 0.25561012991113
619 => 0.25337932100286
620 => 0.25160237425711
621 => 0.25519153773001
622 => 0.25503171793043
623 => 0.25704969490834
624 => 0.25695814781622
625 => 0.2562795780585
626 => 0.25561015414499
627 => 0.25826434429382
628 => 0.25749998015595
629 => 0.25673442874945
630 => 0.25519899820365
701 => 0.25540768871562
702 => 0.25317726498796
703 => 0.2521453689143
704 => 0.23662812783132
705 => 0.23248141397346
706 => 0.23378605456729
707 => 0.23421557612575
708 => 0.23241092094066
709 => 0.2349983328982
710 => 0.23459508748537
711 => 0.23616387949604
712 => 0.2351837663568
713 => 0.23522399054191
714 => 0.23810629430225
715 => 0.23894303934607
716 => 0.23851746406342
717 => 0.23881552240352
718 => 0.24568415104857
719 => 0.24470765170163
720 => 0.24418890588592
721 => 0.24433260202204
722 => 0.24608768390591
723 => 0.24657901100947
724 => 0.24449722354673
725 => 0.24547900654883
726 => 0.24965931396496
727 => 0.2511221849757
728 => 0.25579096702406
729 => 0.25380758542894
730 => 0.25744816818553
731 => 0.2686380784132
801 => 0.27757735298595
802 => 0.2693564266577
803 => 0.2857722660008
804 => 0.2985543516417
805 => 0.29806375390513
806 => 0.29583490161867
807 => 0.28128283694583
808 => 0.26789181007483
809 => 0.27909397266546
810 => 0.27912252928165
811 => 0.27816025358041
812 => 0.27218364184431
813 => 0.27795228044705
814 => 0.27841017403071
815 => 0.27815387538759
816 => 0.27357162118243
817 => 0.26657536595329
818 => 0.26794241747839
819 => 0.27018167576361
820 => 0.26594229267148
821 => 0.26458755290026
822 => 0.26710627188474
823 => 0.27522210924867
824 => 0.27368785720687
825 => 0.27364779168566
826 => 0.28021197254463
827 => 0.2755134356885
828 => 0.26795966037603
829 => 0.26605223248758
830 => 0.25928214848096
831 => 0.26395826961854
901 => 0.26412655489355
902 => 0.26156549113529
903 => 0.26816747658519
904 => 0.26810663812701
905 => 0.27437424073583
906 => 0.28635554291985
907 => 0.28281208229996
908 => 0.27869142312645
909 => 0.2791394530321
910 => 0.284053235265
911 => 0.28108225035625
912 => 0.28215063724388
913 => 0.28405161813349
914 => 0.28519852710289
915 => 0.27897443048133
916 => 0.27752329582588
917 => 0.2745547835999
918 => 0.27378035417005
919 => 0.27619814543807
920 => 0.27556114286077
921 => 0.26411241116781
922 => 0.26291595500576
923 => 0.2629526486081
924 => 0.25994410270022
925 => 0.25535534805695
926 => 0.26741432127916
927 => 0.26644581696419
928 => 0.26537666315675
929 => 0.26550762839766
930 => 0.27074201995689
1001 => 0.26770580850943
1002 => 0.27577807426779
1003 => 0.27411865910239
1004 => 0.27241668619954
1005 => 0.27218142170101
1006 => 0.27152630733892
1007 => 0.26927967643399
1008 => 0.2665667346147
1009 => 0.26477541543462
1010 => 0.24424132476293
1011 => 0.24805233255028
1012 => 0.25243654962535
1013 => 0.25394996379101
1014 => 0.25136116413557
1015 => 0.26938189802331
1016 => 0.27267445975671
1017 => 0.26270107549775
1018 => 0.26083546251349
1019 => 0.26950420729996
1020 => 0.26427589448277
1021 => 0.26663020342422
1022 => 0.26154147523095
1023 => 0.27188137805259
1024 => 0.27180260531717
1025 => 0.26778014958225
1026 => 0.27117990162482
1027 => 0.27058911104363
1028 => 0.26604776842578
1029 => 0.27202534671383
1030 => 0.27202831151808
1031 => 0.26815678532895
1101 => 0.26363569032611
1102 => 0.2628274253231
1103 => 0.26221850621845
1104 => 0.2664804466519
1105 => 0.27030168911778
1106 => 0.27741207398044
1107 => 0.27919979367349
1108 => 0.2861773826507
1109 => 0.28202256814741
1110 => 0.28386434360287
1111 => 0.28586385139481
1112 => 0.28682248895973
1113 => 0.28526044049102
1114 => 0.29609950826284
1115 => 0.29701465768323
1116 => 0.29732149936788
1117 => 0.29366662670055
1118 => 0.29691300906274
1119 => 0.29539413426435
1120 => 0.29934582453418
1121 => 0.2999655000262
1122 => 0.29944065693005
1123 => 0.29963735171213
1124 => 0.29038811951147
1125 => 0.28990849802828
1126 => 0.28336882507258
1127 => 0.28603379014085
1128 => 0.28105176568082
1129 => 0.28263161695763
1130 => 0.28332800034707
1201 => 0.28296424918384
1202 => 0.28618446326733
1203 => 0.28344662345009
1204 => 0.27622101402986
1205 => 0.26899343599717
1206 => 0.26890269964243
1207 => 0.26699980592377
1208 => 0.26562436229755
1209 => 0.26588932153644
1210 => 0.26682307245348
1211 => 0.26557009099678
1212 => 0.26583747811834
1213 => 0.27027788592729
1214 => 0.27116837804584
1215 => 0.26814213788929
1216 => 0.25599134697638
1217 => 0.2530095124084
1218 => 0.25515279596351
1219 => 0.25412844446931
1220 => 0.20510148859861
1221 => 0.21661964465332
1222 => 0.20977594744523
1223 => 0.21292983798208
1224 => 0.20594419529943
1225 => 0.2092781101365
1226 => 0.20866245780117
1227 => 0.22718331189012
1228 => 0.22689413422812
1229 => 0.22703254827197
1230 => 0.22042568532282
1231 => 0.2309505973967
]
'min_raw' => 0.13436728579979
'max_raw' => 0.2999655000262
'avg_raw' => 0.217166392913
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$0.134367'
'max' => '$0.299965'
'avg' => '$0.217166'
'bar_min_pct' => 61.631153054957
'bar_max_pct' => 60.119598047091
'min_diff' => 0.020719162841072
'max_diff' => 0.045379675222673
'year' => 2035
]
10 => [
'items' => [
101 => 0.23613554754789
102 => 0.23517595126788
103 => 0.23541746097787
104 => 0.23126752400034
105 => 0.22707272873323
106 => 0.22242005520764
107 => 0.23106414753036
108 => 0.23010307202365
109 => 0.23230743345199
110 => 0.23791374521575
111 => 0.23873929591927
112 => 0.23984884443672
113 => 0.23945115027625
114 => 0.24892583863499
115 => 0.24777839135874
116 => 0.2505434091514
117 => 0.24485555776951
118 => 0.23841921403509
119 => 0.23964255255907
120 => 0.23952473522175
121 => 0.23802478529314
122 => 0.23667069756488
123 => 0.23441652300918
124 => 0.24154906485847
125 => 0.24125949668494
126 => 0.24594726882822
127 => 0.24511865956731
128 => 0.23958500412784
129 => 0.23978263971443
130 => 0.24111183401464
131 => 0.24571219066413
201 => 0.24707788973387
202 => 0.24644524351107
203 => 0.2479426701945
204 => 0.24912617519008
205 => 0.24809130020038
206 => 0.26274294769632
207 => 0.25665856214671
208 => 0.25962404932871
209 => 0.26033130054795
210 => 0.25851969142175
211 => 0.25891256457237
212 => 0.25950766034402
213 => 0.2631209653378
214 => 0.2726033231597
215 => 0.27680299489043
216 => 0.28943791450047
217 => 0.27645427061544
218 => 0.27568387491896
219 => 0.27795980547875
220 => 0.28537784083192
221 => 0.29138946174503
222 => 0.29338386322064
223 => 0.29364745629962
224 => 0.29738908605316
225 => 0.29953371845063
226 => 0.29693475378645
227 => 0.2947324033565
228 => 0.28684385748222
229 => 0.28775697814696
301 => 0.29404747402887
302 => 0.30293316997042
303 => 0.31055802148736
304 => 0.30788806423903
305 => 0.32825795334771
306 => 0.3302775446493
307 => 0.32999850243262
308 => 0.33459943197313
309 => 0.32546752379823
310 => 0.32156345613108
311 => 0.2952085765172
312 => 0.30261322268713
313 => 0.31337631075474
314 => 0.31195177568949
315 => 0.30413533343661
316 => 0.31055209201499
317 => 0.30843051095839
318 => 0.30675713195456
319 => 0.31442320557156
320 => 0.30599404272473
321 => 0.31329222340737
322 => 0.30393223119187
323 => 0.30790026037884
324 => 0.30564781510034
325 => 0.30710542324484
326 => 0.29858427581591
327 => 0.3031820801294
328 => 0.29839299204029
329 => 0.29839072138898
330 => 0.29828500200398
331 => 0.30391934290274
401 => 0.30410307855717
402 => 0.29993929211997
403 => 0.2993392254438
404 => 0.30155798645327
405 => 0.2989603984056
406 => 0.30017579350408
407 => 0.29899721148499
408 => 0.29873188784776
409 => 0.2966177439652
410 => 0.29570691265099
411 => 0.29606407307853
412 => 0.29484490041054
413 => 0.29411030477868
414 => 0.29813887244329
415 => 0.29598657125204
416 => 0.29780900141739
417 => 0.29573211223496
418 => 0.2885327094711
419 => 0.2843922568093
420 => 0.27079325237335
421 => 0.27464991316187
422 => 0.27720688325467
423 => 0.27636180465425
424 => 0.27817736048995
425 => 0.27828882087293
426 => 0.27769856516334
427 => 0.27701512466808
428 => 0.27668246363162
429 => 0.27916184645334
430 => 0.28060121163354
501 => 0.27746350941133
502 => 0.27672838968178
503 => 0.27990077986572
504 => 0.2818359360453
505 => 0.29612404200495
506 => 0.29506553296548
507 => 0.29772218293263
508 => 0.29742308491595
509 => 0.30020767731905
510 => 0.30475930904157
511 => 0.29550456909345
512 => 0.29711087194361
513 => 0.2967170435797
514 => 0.30101675838953
515 => 0.30103018162984
516 => 0.29845228781466
517 => 0.29984980587342
518 => 0.29906974963192
519 => 0.30047941669123
520 => 0.29505139593192
521 => 0.30166213929813
522 => 0.30541000479987
523 => 0.305462043916
524 => 0.30723850241893
525 => 0.30904348714344
526 => 0.31250799814111
527 => 0.30894686381208
528 => 0.30254072982361
529 => 0.30300323200589
530 => 0.29924731799236
531 => 0.29931045558549
601 => 0.29897342216519
602 => 0.29998488483021
603 => 0.29527335510741
604 => 0.29637914171608
605 => 0.29483103398847
606 => 0.29710750665975
607 => 0.29465839837986
608 => 0.29671685366374
609 => 0.29760521472538
610 => 0.30088328616791
611 => 0.29417422456248
612 => 0.28049399378548
613 => 0.28336974415157
614 => 0.27911628347481
615 => 0.27950995745451
616 => 0.28030524154625
617 => 0.27772746560414
618 => 0.27821922401884
619 => 0.27820165494782
620 => 0.27805025418531
621 => 0.27737967510434
622 => 0.2764072027669
623 => 0.28028123324806
624 => 0.28093950651725
625 => 0.28240276645185
626 => 0.28675643547852
627 => 0.28632140127617
628 => 0.2870309601096
629 => 0.28548199716022
630 => 0.27958180940319
701 => 0.27990221798506
702 => 0.27590671783499
703 => 0.2823005925299
704 => 0.28078643860712
705 => 0.27981025372295
706 => 0.27954389263302
707 => 0.28390835356311
708 => 0.28521426867794
709 => 0.28440051001508
710 => 0.28273146725643
711 => 0.28593652276124
712 => 0.28679406040389
713 => 0.28698603145731
714 => 0.29266477530339
715 => 0.28730341015533
716 => 0.28859394403386
717 => 0.29866232095497
718 => 0.28953169242856
719 => 0.29436838999631
720 => 0.29413165881933
721 => 0.29660594963007
722 => 0.29392869475371
723 => 0.29396188253657
724 => 0.29615888515353
725 => 0.29307359120952
726 => 0.29230962904039
727 => 0.29125422077535
728 => 0.29355866611073
729 => 0.2949400768682
730 => 0.30607323303895
731 => 0.31326575965887
801 => 0.31295351310936
802 => 0.31580686207083
803 => 0.31452140223
804 => 0.31037031331681
805 => 0.31745571592027
806 => 0.3152135980707
807 => 0.31539843554204
808 => 0.31539155588213
809 => 0.31688236824275
810 => 0.3158259910543
811 => 0.31374376318098
812 => 0.3151260432168
813 => 0.31923092074902
814 => 0.33197258656204
815 => 0.33910299155563
816 => 0.33154332722823
817 => 0.33675788245333
818 => 0.33363100745428
819 => 0.33306276125048
820 => 0.33633788728445
821 => 0.33961874599298
822 => 0.33940976947679
823 => 0.33702803452835
824 => 0.33568265289027
825 => 0.34587033338977
826 => 0.3533764428392
827 => 0.35286457649634
828 => 0.35512378806585
829 => 0.36175690310871
830 => 0.36236335201932
831 => 0.36228695339565
901 => 0.36078380649429
902 => 0.36731496967282
903 => 0.37276338090123
904 => 0.36043587141672
905 => 0.36513002564947
906 => 0.36723738272076
907 => 0.37033160812608
908 => 0.37555208503724
909 => 0.38122290762587
910 => 0.38202482411731
911 => 0.3814558259914
912 => 0.3777157660543
913 => 0.38392084779777
914 => 0.38755563915602
915 => 0.38972007422914
916 => 0.39520872144691
917 => 0.3672503970406
918 => 0.34746010540693
919 => 0.34436956559306
920 => 0.35065429983405
921 => 0.35231153413358
922 => 0.35164350506543
923 => 0.32936773257714
924 => 0.34425228826099
925 => 0.36026681864782
926 => 0.3608820019812
927 => 0.36889921074089
928 => 0.37150994254953
929 => 0.37796484644065
930 => 0.37756109044478
1001 => 0.37913275682232
1002 => 0.37877145793959
1003 => 0.39072780815751
1004 => 0.40391743798307
1005 => 0.40346072304267
1006 => 0.40156455770263
1007 => 0.40438068657682
1008 => 0.41799379804343
1009 => 0.41674052088525
1010 => 0.41795797289053
1011 => 0.43400859851101
1012 => 0.4548766949925
1013 => 0.44518136905421
1014 => 0.4662174365854
1015 => 0.47945852602226
1016 => 0.5023576210491
1017 => 0.49949054157132
1018 => 0.50840499122395
1019 => 0.49435787092855
1020 => 0.4621028433389
1021 => 0.45699836175556
1022 => 0.46721766315148
1023 => 0.4923408184485
1024 => 0.46642644558546
1025 => 0.4716688894647
1026 => 0.4701590652748
1027 => 0.47007861316006
1028 => 0.47314914315729
1029 => 0.46869517924823
1030 => 0.45054892902993
1031 => 0.45886524856845
1101 => 0.45565391821216
1102 => 0.459217128663
1103 => 0.47844630588642
1104 => 0.46994462826962
1105 => 0.46098880152052
1106 => 0.47222139572094
1107 => 0.48652434807622
1108 => 0.4856292950227
1109 => 0.48389251799572
1110 => 0.49368263916209
1111 => 0.50985305109258
1112 => 0.51422384845941
1113 => 0.51745028171859
1114 => 0.51789515235399
1115 => 0.52247759638421
1116 => 0.49783663990913
1117 => 0.53694247065973
1118 => 0.54369496735358
1119 => 0.54242577783745
1120 => 0.54993089372417
1121 => 0.54772269824388
1122 => 0.54452336944821
1123 => 0.55642057451259
1124 => 0.54278138896122
1125 => 0.52342228219676
1126 => 0.51280149334606
1127 => 0.52678780485926
1128 => 0.53532875724536
1129 => 0.54097378346598
1130 => 0.54268196498952
1201 => 0.49974944721649
1202 => 0.47661120128342
1203 => 0.49144255164599
1204 => 0.50953782269344
1205 => 0.49773611976481
1206 => 0.49819872417603
1207 => 0.48137259723278
1208 => 0.51102656156952
1209 => 0.50670622839475
1210 => 0.52912012454797
1211 => 0.52377086834825
1212 => 0.54204853055877
1213 => 0.53723540954757
1214 => 0.55721440576707
1215 => 0.56518456826875
1216 => 0.57856771156582
1217 => 0.58841240625434
1218 => 0.59419339927444
1219 => 0.59384633013747
1220 => 0.61675350456239
1221 => 0.60324594411973
1222 => 0.58627726471619
1223 => 0.58597035484128
1224 => 0.59475867435242
1225 => 0.61317658109006
1226 => 0.61795207633748
1227 => 0.62062092669575
1228 => 0.61653348946872
1229 => 0.60187200070379
1230 => 0.59554124419053
1231 => 0.6009352321595
]
'min_raw' => 0.22242005520764
'max_raw' => 0.62062092669575
'avg_raw' => 0.4215204909517
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$0.22242'
'max' => '$0.62062'
'avg' => '$0.42152'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 0.088052769407848
'max_diff' => 0.32065542666955
'year' => 2036
]
11 => [
'items' => [
101 => 0.59433884838412
102 => 0.60572605739882
103 => 0.62136312755261
104 => 0.61813413440153
105 => 0.62892817438789
106 => 0.64009887020764
107 => 0.65607346693724
108 => 0.66024981805995
109 => 0.6671531676534
110 => 0.67425898201727
111 => 0.67654117808387
112 => 0.68089859849887
113 => 0.6808756327424
114 => 0.69400701245124
115 => 0.70849133091506
116 => 0.7139588258224
117 => 0.72653102888242
118 => 0.70500157172468
119 => 0.72133191229141
120 => 0.73606228825753
121 => 0.7185001267686
122 => 0.74270547492227
123 => 0.74364531374058
124 => 0.757835764069
125 => 0.74345102409981
126 => 0.73490941142382
127 => 0.75956872716935
128 => 0.77150059329745
129 => 0.76790661811492
130 => 0.74055628951942
131 => 0.72463722516607
201 => 0.68297396319516
202 => 0.73232589671868
203 => 0.75636378392235
204 => 0.74049403719869
205 => 0.74849781435807
206 => 0.79216382730616
207 => 0.80878901787183
208 => 0.80533109445302
209 => 0.80591542658854
210 => 0.81488607764922
211 => 0.85466688468005
212 => 0.83082930299529
213 => 0.84905224101614
214 => 0.85871762163471
215 => 0.86769536581075
216 => 0.84564886355958
217 => 0.81696668805824
218 => 0.80788183908115
219 => 0.73891610364555
220 => 0.73532613761312
221 => 0.73331098089201
222 => 0.720605702815
223 => 0.71062283451504
224 => 0.70268408700276
225 => 0.68185044281988
226 => 0.68888118615356
227 => 0.65567670564551
228 => 0.67691975558003
301 => 0.62392460293897
302 => 0.66806054081791
303 => 0.64403935644525
304 => 0.6601689357038
305 => 0.66011266112127
306 => 0.6304129918185
307 => 0.61328284238095
308 => 0.62419884031795
309 => 0.63590165661941
310 => 0.63780039919132
311 => 0.65297340600091
312 => 0.65720786605878
313 => 0.6443772543954
314 => 0.62282639619346
315 => 0.62783216903103
316 => 0.61318140055417
317 => 0.58750649233215
318 => 0.6059466596581
319 => 0.6122429435401
320 => 0.61502374119377
321 => 0.58977541774055
322 => 0.58184184634377
323 => 0.57761807950124
324 => 0.61956715469052
325 => 0.62186521972407
326 => 0.61010799409877
327 => 0.66325176879101
328 => 0.65122369584158
329 => 0.66466200027551
330 => 0.62737794761405
331 => 0.62880224863535
401 => 0.61115138060197
402 => 0.62103468726923
403 => 0.61404948467065
404 => 0.62023621375926
405 => 0.62394451366613
406 => 0.64159248536575
407 => 0.66826205230639
408 => 0.63895646690182
409 => 0.62618760367734
410 => 0.634109334607
411 => 0.65520594798617
412 => 0.68716839717138
413 => 0.66824598394949
414 => 0.67664342961395
415 => 0.67847789791528
416 => 0.66452521095128
417 => 0.68768285264164
418 => 0.70009322095585
419 => 0.71282369088236
420 => 0.72387720121988
421 => 0.70773886124468
422 => 0.7250091983583
423 => 0.71109235526962
424 => 0.69860750832227
425 => 0.69862644268157
426 => 0.69079451581699
427 => 0.67561917063057
428 => 0.67282060414663
429 => 0.68737910041608
430 => 0.69905363572945
501 => 0.70001520637511
502 => 0.70647882898388
503 => 0.71030393426314
504 => 0.74779516597834
505 => 0.76287444951794
506 => 0.78131311199392
507 => 0.78849601017439
508 => 0.81011395848609
509 => 0.79265570950047
510 => 0.7888785075149
511 => 0.73644043608772
512 => 0.74502716734628
513 => 0.75877535258758
514 => 0.73666713859858
515 => 0.75068971176521
516 => 0.75345806474701
517 => 0.73591590994704
518 => 0.74528593277747
519 => 0.72040193015801
520 => 0.66880445556336
521 => 0.68774029538079
522 => 0.70168344722118
523 => 0.68178485036672
524 => 0.71745231504629
525 => 0.6966161185064
526 => 0.69001204451708
527 => 0.66424719736235
528 => 0.67640721343947
529 => 0.69285380929843
530 => 0.68269172517958
531 => 0.7037795755708
601 => 0.73364559564904
602 => 0.75492990010904
603 => 0.75656384471722
604 => 0.74287946288709
605 => 0.76480877210243
606 => 0.7649685031793
607 => 0.74023215280053
608 => 0.72508127592611
609 => 0.72163896482253
610 => 0.73023853286413
611 => 0.74067999603447
612 => 0.75714327325429
613 => 0.76709168687889
614 => 0.79303187338097
615 => 0.800050544085
616 => 0.80776193526073
617 => 0.81806673197648
618 => 0.83044028252938
619 => 0.80336765834626
620 => 0.80444330417474
621 => 0.77923365138141
622 => 0.75229352194183
623 => 0.77273772205193
624 => 0.79946579411791
625 => 0.79333434485408
626 => 0.79264443155776
627 => 0.79380467435618
628 => 0.78918176184567
629 => 0.76827249989373
630 => 0.75777199944037
701 => 0.77132032398857
702 => 0.77852065551939
703 => 0.78968774178879
704 => 0.78831116269749
705 => 0.81707637766995
706 => 0.8282536703933
707 => 0.82539404061134
708 => 0.82592028131206
709 => 0.84615623589059
710 => 0.86866277922339
711 => 0.88974312705453
712 => 0.91118696229037
713 => 0.88533558194643
714 => 0.87220984529926
715 => 0.88575225507279
716 => 0.87856646182374
717 => 0.91985816127754
718 => 0.92271710895839
719 => 0.96400582255233
720 => 1.0031937283215
721 => 0.97858050683216
722 => 1.0017896660928
723 => 1.0268922641037
724 => 1.0753192484165
725 => 1.0590107437818
726 => 1.0465186848185
727 => 1.0347137494593
728 => 1.059277945961
729 => 1.0908793923378
730 => 1.0976860412125
731 => 1.1087154127294
801 => 1.0971193771867
802 => 1.1110855247365
803 => 1.1603921626234
804 => 1.1470690738246
805 => 1.128148145937
806 => 1.1670710010888
807 => 1.1811570310595
808 => 1.280020166305
809 => 1.4048389583848
810 => 1.3531631588594
811 => 1.3210863225263
812 => 1.3286251399373
813 => 1.3742047374221
814 => 1.3888434575101
815 => 1.3490503700415
816 => 1.3631059612628
817 => 1.4405536508075
818 => 1.4821018514289
819 => 1.4256738143173
820 => 1.2699910978947
821 => 1.126444523399
822 => 1.1645195389418
823 => 1.1602030137845
824 => 1.2434108944043
825 => 1.146751322563
826 => 1.1483788218555
827 => 1.2333073533278
828 => 1.2106498771746
829 => 1.1739476675568
830 => 1.1267124901464
831 => 1.0393938959781
901 => 0.96205338206405
902 => 1.113735940306
903 => 1.1071951125778
904 => 1.097723024731
905 => 1.1188021312471
906 => 1.2211562890809
907 => 1.2187966944548
908 => 1.203786157319
909 => 1.2151715174397
910 => 1.1719517588802
911 => 1.1830904747566
912 => 1.1264217848882
913 => 1.1520383994023
914 => 1.1738689210988
915 => 1.1782517215357
916 => 1.1881263947115
917 => 1.1037483935825
918 => 1.1416316388815
919 => 1.1638844963146
920 => 1.063345276866
921 => 1.1618971592043
922 => 1.102279560307
923 => 1.0820444518149
924 => 1.1092883596266
925 => 1.0986713822569
926 => 1.0895435285641
927 => 1.0844500293672
928 => 1.1044549484637
929 => 1.1035216950768
930 => 1.0707897646474
1001 => 1.0280922957264
1002 => 1.0424229677929
1003 => 1.0372165002804
1004 => 1.0183475903673
1005 => 1.0310629574078
1006 => 0.97507091606118
1007 => 0.87873951913731
1008 => 0.9423789906557
1009 => 0.93992894022867
1010 => 0.93869351370242
1011 => 0.98651681768269
1012 => 0.98191971047633
1013 => 0.97357591588179
1014 => 1.0181943500363
1015 => 1.0019080213672
1016 => 1.0520986487835
1017 => 1.0851574421261
1018 => 1.0767726627945
1019 => 1.1078646177202
1020 => 1.0427531175334
1021 => 1.0643805460755
1022 => 1.0688379291237
1023 => 1.0176437654847
1024 => 0.98267185406868
1025 => 0.9803396262862
1026 => 0.91970315131702
1027 => 0.95209466680503
1028 => 0.9805978599825
1029 => 0.96694704238764
1030 => 0.96262560134368
1031 => 0.98470290643105
1101 => 0.98641850211567
1102 => 0.94730273869566
1103 => 0.95543614454581
1104 => 0.98935379900715
1105 => 0.95458150667712
1106 => 0.88702462270157
1107 => 0.87026958142864
1108 => 0.86803415006615
1109 => 0.82259314927488
1110 => 0.87138923340385
1111 => 0.8500884350278
1112 => 0.91737740187498
1113 => 0.87894230488984
1114 => 0.87728544467806
1115 => 0.87478085745942
1116 => 0.83566791093427
1117 => 0.84423116046585
1118 => 0.87269670612856
1119 => 0.88285353350833
1120 => 0.88179409320019
1121 => 0.87255720942548
1122 => 0.87678580751705
1123 => 0.86316401972289
1124 => 0.85835388293977
1125 => 0.84317176811991
1126 => 0.82085825350097
1127 => 0.82396108456548
1128 => 0.77975217345667
1129 => 0.75566481234009
1130 => 0.74899774824934
1201 => 0.7400822715114
1202 => 0.75000477507007
1203 => 0.77962693516605
1204 => 0.74389632539846
1205 => 0.68263870116277
1206 => 0.68632038875724
1207 => 0.69459204767918
1208 => 0.67917786600065
1209 => 0.66458963665614
1210 => 0.67727291849074
1211 => 0.65131725555708
1212 => 0.69772866554006
1213 => 0.6964733669665
1214 => 0.71377267054581
1215 => 0.7245902800914
1216 => 0.69965919233149
1217 => 0.69338909118071
1218 => 0.6969608257564
1219 => 0.63792800935722
1220 => 0.70894843001876
1221 => 0.70956261756583
1222 => 0.70430357090376
1223 => 0.74211975239654
1224 => 0.82192369050911
1225 => 0.79189823888519
1226 => 0.78027147649233
1227 => 0.75816899268439
1228 => 0.78761924004284
1229 => 0.78535792054114
1230 => 0.77513137617448
1231 => 0.76894633023277
]
'min_raw' => 0.57761807950124
'max_raw' => 1.4821018514289
'avg_raw' => 1.0298599654651
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$0.577618'
'max' => '$1.48'
'avg' => '$1.02'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 0.3551980242936
'max_diff' => 0.86148092473314
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.018130771486149
]
1 => [
'year' => 2028
'avg' => 0.031117667270801
]
2 => [
'year' => 2029
'avg' => 0.085007858569973
]
3 => [
'year' => 2030
'avg' => 0.065583436289233
]
4 => [
'year' => 2031
'avg' => 0.064411062101809
]
5 => [
'year' => 2032
'avg' => 0.11293286277174
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.018130771486149
'min' => '$0.01813'
'max_raw' => 0.11293286277174
'max' => '$0.112932'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 0.11293286277174
]
1 => [
'year' => 2033
'avg' => 0.29047493579824
]
2 => [
'year' => 2034
'avg' => 0.18411697388112
]
3 => [
'year' => 2035
'avg' => 0.217166392913
]
4 => [
'year' => 2036
'avg' => 0.4215204909517
]
5 => [
'year' => 2037
'avg' => 1.0298599654651
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 0.11293286277174
'min' => '$0.112932'
'max_raw' => 1.0298599654651
'max' => '$1.02'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 1.0298599654651
]
]
]
]
'prediction_2025_max_price' => '$0.03100031'
'last_price' => 0.03005872
'sma_50day_nextmonth' => '$0.027311'
'sma_200day_nextmonth' => '$0.059432'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'steigen'
'sma_200day_date_nextmonth' => '04.02.2026'
'sma_50day_date_nextmonth' => '04.02.2026'
'daily_sma3' => '$0.029185'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.028946'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.028762'
'daily_sma10_action' => 'BUY'
'daily_sma21' => '$0.026773'
'daily_sma21_action' => 'BUY'
'daily_sma50' => '$0.031183'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.043059'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.068937'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.029419'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.02906'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.028428'
'daily_ema10_action' => 'BUY'
'daily_ema21' => '$0.028295'
'daily_ema21_action' => 'BUY'
'daily_ema50' => '$0.032565'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.044357'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.066496'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.054039'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '—'
'weekly_sma50_action' => '—'
'weekly_sma100' => '—'
'weekly_sma100_action' => '—'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.029365'
'weekly_ema3_action' => 'BUY'
'weekly_ema5' => '$0.029904'
'weekly_ema5_action' => 'BUY'
'weekly_ema10' => '$0.034879'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.05053'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.063786'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$0.031893'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$0.015946'
'weekly_ema200_action' => 'BUY'
'rsi_14' => '54.60'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 88.95
'stoch_rsi_14_action' => 'SELL'
'momentum_10' => 0.01
'momentum_10_action' => 'BUY'
'vwma_10' => '0.028947'
'vwma_10_action' => 'BUY'
'hma_9' => '0.029287'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 93.9
'stochastic_fast_14_action' => 'SELL'
'cci_20' => 110.69
'cci_20_action' => 'SELL'
'adx_14' => 16.97
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '0.000735'
'ao_5_34_action' => 'BUY'
'macd_12_26' => 0
'macd_12_26_action' => 'BUY'
'williams_percent_r_14' => -6.1
'williams_percent_r_14_action' => 'SELL'
'ultimate_oscillator' => 66.1
'ultimate_oscillator_action' => 'NEUTRAL'
'ichimoku_cloud' => '-0.007652'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 12
'buy_signals' => 20
'sell_pct' => 37.5
'buy_pct' => 62.5
'overall_action' => 'bullish'
'overall_action_label' => 'Bullisch'
'overall_action_dir' => 1
'last_updated' => 1767702385
'last_updated_date' => '6. Januar 2026'
]
Drop Staked NTRN Preisprognose für 2026
Die Preisprognose für Drop Staked NTRN im Jahr 2026 legt nahe, dass der Durchschnittspreis zwischen $0.010385 am unteren Ende und $0.03100031 am oberen Ende liegen könnte. Auf dem Kryptomarkt könnte Drop Staked NTRN im Vergleich zum heutigen Durchschnittspreis potenziell um 3.13% steigen bis 2026, wenn DNTRN das prognostizierte Preisziel erreicht.
Drop Staked NTRN Preisprognose 2027-2032
Die Preisprognose für DNTRN für die Jahre 2027-2032 liegt derzeit in einer Preisspanne von $0.01813 am unteren Ende und $0.112932 am oberen Ende. Angesichts der Preisvolatilität auf dem Markt könnte Drop Staked NTRN, wenn es das obere Preisziel erreicht, bis 2032 im Vergleich zum heutigen Preis um 275.71% steigen.
| Drop Staked NTRN Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2027 | $0.009997 | $0.01813 | $0.026263 |
| 2028 | $0.018042 | $0.031117 | $0.044192 |
| 2029 | $0.039634 | $0.0850078 | $0.13038 |
| 2030 | $0.0337077 | $0.065583 | $0.097459 |
| 2031 | $0.039853 | $0.064411 | $0.088969 |
| 2032 | $0.060832 | $0.112932 | $0.165033 |
Drop Staked NTRN Preisprognose 2032-2037
Die Preisprognose für Drop Staked NTRN für die Jahre 2032-2037 wird derzeit zwischen $0.112932 am unteren Ende und $1.02 am oberen Ende geschätzt. Im Vergleich zum aktuellen Preis könnte Drop Staked NTRN bis 2037 potenziell um 3326.16% steigen, wenn es das obere Preisziel erreicht. Bitte beachten Sie, dass diese Informationen nur für allgemeine Zwecke bestimmt sind und nicht als langfristige Anlageberatung gelten sollten.
| Drop Staked NTRN Preisprognose | Potenzial nach unten ($) | Durchschnittspreis ($) | Potenzial nach oben ($) |
|---|---|---|---|
| 2032 | $0.060832 | $0.112932 | $0.165033 |
| 2033 | $0.141361 | $0.290474 | $0.439588 |
| 2034 | $0.113648 | $0.184116 | $0.254585 |
| 2035 | $0.134367 | $0.217166 | $0.299965 |
| 2036 | $0.22242 | $0.42152 | $0.62062 |
| 2037 | $0.577618 | $1.02 | $1.48 |
Drop Staked NTRN Potenzielles Preishistogramm
Drop Staked NTRN Preisprognose basierend auf technischer Analyse
Ab dem 6. Januar 2026 ist die allgemeine Preisprognose-Stimmung für Drop Staked NTRN Bullisch, mit 20 technischen Indikatoren, die bullische Signale zeigen, und 12 anzeigen bärische Signale. Die Preisprognose für DNTRN wurde zuletzt am 6. Januar 2026 aktualisiert.
50-Tage- und 200-Tage-Einfacher Gleitender Durchschnitt (SMA) und 14-Tage-Relative-Stärke-Index - RSI (14) von Drop Staked NTRN
Laut unseren technischen Indikatoren wird der 200-Tage-SMA von Drop Staked NTRN im nächsten Monat steigen, und bis zum 04.02.2026 $0.059432 erreichen. Der kurzfristige 50-Tage-SMA für Drop Staked NTRN wird voraussichtlich bis zum 04.02.2026 $0.027311 erreichen.
Der Relative-Stärke-Index (RSI) Momentum-Oszillator ist ein häufig verwendetes Tool, um festzustellen, ob eine Kryptowährung überverkauft (unter 30) oder überkauft (über 70) ist. Derzeit steht der RSI bei 54.60, was darauf hindeutet, dass sich der DNTRN-Markt in einem NEUTRAL Zustand befindet.
Beliebte DNTRN Gleitende Durchschnitte und Oszillatoren für Sa., 19. Okt. 2024
Gleitende Durchschnitte (MA) sind weit verbreitete Indikatoren auf den Finanzmärkten, die dazu entwickelt wurden, Preisschwankungen über einen festgelegten Zeitraum zu glätten. Als nachlaufende Indikatoren basieren sie auf historischen Preisdaten. Die folgende Tabelle hebt zwei Arten hervor: den einfachen gleitenden Durchschnitt (SMA) und den exponentiellen gleitenden Durchschnitt (EMA).
Täglicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 3 | $0.029185 | BUY |
| SMA 5 | $0.028946 | BUY |
| SMA 10 | $0.028762 | BUY |
| SMA 21 | $0.026773 | BUY |
| SMA 50 | $0.031183 | SELL |
| SMA 100 | $0.043059 | SELL |
| SMA 200 | $0.068937 | SELL |
Täglicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 3 | $0.029419 | BUY |
| EMA 5 | $0.02906 | BUY |
| EMA 10 | $0.028428 | BUY |
| EMA 21 | $0.028295 | BUY |
| EMA 50 | $0.032565 | SELL |
| EMA 100 | $0.044357 | SELL |
| EMA 200 | $0.066496 | SELL |
Wöchentlicher Einfacher Gleitender Durchschnitt (SMA)
| Periode | Wert | Aktion |
|---|---|---|
| SMA 21 | $0.054039 | SELL |
| SMA 50 | — | — |
| SMA 100 | — | — |
| SMA 200 | — | — |
Wöchentlicher Exponentieller Gleitender Durchschnitt (EMA)
| Periode | Wert | Aktion |
|---|---|---|
| EMA 21 | $0.05053 | SELL |
| EMA 50 | $0.063786 | SELL |
| EMA 100 | $0.031893 | SELL |
| EMA 200 | $0.015946 | BUY |
Drop Staked NTRN Oszillatoren
Ein Oszillator ist ein technisches Analysewerkzeug, das hohe und niedrige Grenzen zwischen zwei Extremen festlegt und einen Trendindikator schafft, der innerhalb dieser Grenzen schwankt. Händler verwenden diesen Indikator, um kurzfristige überkaufte oder überverkaufte Bedingungen zu identifizieren.
| Periode | Wert | Aktion |
|---|---|---|
| RSI (14) | 54.60 | NEUTRAL |
| Stoch RSI (14) | 88.95 | SELL |
| Stochastic Fast (14) | 93.9 | SELL |
| Commodity Channel Index (20) | 110.69 | SELL |
| Average Directional Index (14) | 16.97 | NEUTRAL |
| Awesome Oscillator (5, 34) | 0.000735 | BUY |
| Momentum (10) | 0.01 | BUY |
| MACD (12, 26) | 0 | BUY |
| Williams Prozentbereich (14) | -6.1 | SELL |
| Ultimate Oscillator (7, 14, 28) | 66.1 | NEUTRAL |
| VWMA (10) | 0.028947 | BUY |
| Hull Moving Average (9) | 0.029287 | BUY |
| Ichimoku Wolke B/L (9, 26, 52, 26) | -0.007652 | SELL |
Auf weltweiten Geldflüssen basierende Drop Staked NTRN-Preisprognose
Definition weltweiter Geldflüsse, die für Drop Staked NTRN-Preisprognosen genutzt werden
M0: Die Summe aller physischen Währungen, sowie Geld aus Konten der Zentralbank, das in physische Währung umgetauscht werden kann.
M1: Beträge von M0 sowie solche in Einlagenkonten, einschließlich "Girokonten" bzw. "Kontokorrentkonten".
M2: Beträge von M1 sowie aus den meisten Sparkonten, Geldmarktkonten und Einlagenzertifikaten (CD) unter einem Betrag von 100.000 $.
Drop Staked NTRN-Preisprognosen basierend auf Erfahrungen mit der Kapitalisierung von Internetunternehmen oder bestimmten Technologiebereichen
| Vergleich | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook aktie | $0.042237 | $0.05935 | $0.083397 | $0.117187 | $0.164668 | $0.231386 |
| Amazon.com aktie | $0.062719 | $0.130867 | $0.273062 | $0.569762 | $1.18 | $2.48 |
| Apple aktie | $0.042636 | $0.060475 | $0.08578 | $0.121673 | $0.172583 | $0.244797 |
| Netflix aktie | $0.047427 | $0.074833 | $0.118076 | $0.1863056 | $0.293961 | $0.463824 |
| Google aktie | $0.038925 | $0.0504088 | $0.065279 | $0.084536 | $0.109474 | $0.141768 |
| Tesla aktie | $0.06814 | $0.15447 | $0.350172 | $0.793813 | $1.79 | $4.07 |
| Kodak aktie | $0.02254 | $0.0169032 | $0.012675 | $0.0095053 | $0.007128 | $0.005345 |
| Nokia aktie | $0.019912 | $0.013191 | $0.008738 | $0.005789 | $0.003834 | $0.00254 |
Diese Berechnung zeigt, wie viel eine Kryptowährung wert sein könnte, wenn wir davon ausgehen, dass ihre Kapitalisierung wie die Kapitalisierung einiger Internetunternehmen oder bestimmter Technologiebereiche abläuft. Wenn Sie die Daten hochrechnen, können Sie sich ein Bild des möglichen zukünftigen Preises für 2024, 2025, 2026, 2027, 2028, 2029 und 2030 machen.
Drop Staked NTRN Prognose und Prognoseübersicht
Sie stellen sich sicher Fragen wie: "Sollte ich jetzt in Drop Staked NTRN investieren?", "Sollte ich heute DNTRN kaufen?", "Wird Drop Staked NTRN auf kurze bzw. lange Sicht eine gute oder schlechte Investition sein?".
Wir passen unsere Drop Staked NTRN-Prognose regelmäßig an die aktuelle Wertentwicklung an. Schauen Sie sich unsere ähnliche Prognosen an. Wir erstellen mithilfe technischer Analysemethoden eine Preisprognose einer Vielzahl von digitalen Coins wie Drop Staked NTRN.
Wenn Sie auf der Suche nach einer Kryptowährung sind, die eine gute Rendite bietet, sollten Sie das Maximum an verfügbaren Informationsquellen bezüglich Drop Staked NTRN zu Rate ziehen. Nur so können Sie eine verantwortungsvolle Entscheidung bezüglich Ihrer Anlage treffen.
Der Drop Staked NTRN-Preis entspricht heute $0.03005 USD, der Preis kann sich jedoch sowohl nach oben als auch nach unten bewegen und das von Ihnen investierte Geld kann komplett verloren gehen, da es sich bei Kryptowährungen um hochrisikoreiche Anlagewerte handelt
Drop Staked NTRN-Preisprognose basierend auf Bitcoins Wachstumsmuster
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Wenn die Wachstumsrate von Drop Staked NTRN 1 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.03084 | $0.031641 | $0.032464 | $0.0333079 |
| Wenn die Wachstumsrate von Drop Staked NTRN 2 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.031621 | $0.033265 | $0.034994 | $0.036813 |
| Wenn die Wachstumsrate von Drop Staked NTRN 5 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.033965 | $0.038379 | $0.043367 | $0.049004 |
| Wenn die Wachstumsrate von Drop Staked NTRN 10 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.037871 | $0.047716 | $0.060119 | $0.075745 |
| Wenn die Wachstumsrate von Drop Staked NTRN 20 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.045685 | $0.069435 | $0.105532 | $0.160394 |
| Wenn die Wachstumsrate von Drop Staked NTRN 50 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.069124 | $0.158963 | $0.365562 | $0.840669 |
| Wenn die Wachstumsrate von Drop Staked NTRN 100 % der letztjährigen Wachstumsrate von Bitcoin erreicht | $0.10819 | $0.389414 | $1.40 | $5.04 |
Fragefeld
Ist DNTRN eine gute Investition?
Die Entscheidung, Drop Staked NTRN zu erwerben, hängt vollständig von Ihrer individuellen Risikotoleranz ab. Wie Sie vielleicht feststellen, hat der Wert von Drop Staked NTRN in den letzten 2026 Stunden um 2.9737% gestiegen, und Drop Staked NTRN hat in den letzten 30 Tagen ein Rückgang von erfahren. Daher hängt die Entscheidung, ob Sie in Drop Staked NTRN investieren sollten, davon ab, ob eine solche Investition mit Ihren Handelszielen übereinstimmt.
Kann Drop Staked NTRN steigen?
Es scheint, dass der Durchschnittswert von Drop Staked NTRN bis zum Ende dieses Jahres potenziell auf $0.03100031 steigen könnte. Betrachtet man die Aussichten von Drop Staked NTRN in einem längeren Fünf-Jahres-Zeitraum, könnte die digitale Währung potenziell bis zu $0.097459 wachsen. Angesichts der Unvorhersehbarkeit des Marktes ist es jedoch wichtig, gründliche Recherchen durchzuführen, bevor Sie Gelder in ein bestimmtes Projekt, Netzwerk oder Asset investieren.
Wie viel wird Drop Staked NTRN nächste Woche kosten?
Basierend auf unserer neuen experimentellen Drop Staked NTRN-Prognose wird der Preis von Drop Staked NTRN in der nächsten Woche um 0.86% steigen und $0.030315 erreichen bis zum 13. Januar 2026.
Wie viel wird Drop Staked NTRN nächsten Monat kosten?
Basierend auf unserer neuen experimentellen Drop Staked NTRN-Prognose wird der Preis von Drop Staked NTRN im nächsten Monat um -11.62% fallen und $0.026566 erreichen bis zum 5. Februar 2026.
Wie hoch kann der Preis von Drop Staked NTRN in diesem Jahr 2026 steigen?
Gemäß unserer neuesten Prognose für den Wert von Drop Staked NTRN im Jahr 2026 wird erwartet, dass DNTRN innerhalb der Spanne von $0.010385 bis $0.03100031 schwankt. Es ist jedoch entscheidend zu beachten, dass der Kryptowährungsmarkt äußerst volatil ist und diese prognostizierte Drop Staked NTRN-Preisvorhersage plötzliche und extreme Preisschwankungen nicht berücksichtigt.
Wo wird Drop Staked NTRN in 5 Jahren sein?
Die Zukunft von Drop Staked NTRN scheint auf einem Aufwärtstrend, mit einem maximalen Preis von $0.097459 nach einem Zeitraum von fünf Jahren zu sein. Basierend auf der Drop Staked NTRN-Prognose für 2030 könnte der Wert von Drop Staked NTRN seinen höchsten Gipfel von ungefähr $0.097459 erreichen, während sein niedrigster Gipfel voraussichtlich bei etwa $0.0337077 liegen wird.
Wie viel wird Drop Staked NTRN im Jahr 2026 kosten?
Basierend auf unserer neuen experimentellen Drop Staked NTRN-Preisprognosesimulation wird der Wert von DNTRN im Jahr 2026 voraussichtlich um 3.13% steigen und bis zu $0.03100031 erreichen, wenn das Beste eintritt. Der Preis wird zwischen $0.03100031 und $0.010385 während des Jahres 2026 liegen.
Wie viel wird Drop Staked NTRN im Jahr 2027 kosten?
Laut unserer neuesten experimentellen Simulation für die Preisprognose von Drop Staked NTRN könnte der Wert von DNTRN um -12.62% fallen und bis zu $0.026263 im Jahr 2027 steigen, vorausgesetzt, die Bedingungen sind am günstigsten. Der Preis wird voraussichtlich zwischen $0.026263 und $0.009997 im Laufe des Jahres schwanken.
Wie viel wird Drop Staked NTRN im Jahr 2028 kosten?
Unser neues experimentelles Drop Staked NTRN-Preisprognosemodell deutet darauf hin, dass der Wert von DNTRN im Jahr 2028 um 47.02% steigen, und im besten Fall $0.044192 erreichen wird. Der Preis wird voraussichtlich zwischen $0.044192 und $0.018042 im Laufe des Jahres liegen.
Wie viel wird Drop Staked NTRN im Jahr 2029 kosten?
Basierend auf unserem experimentellen Prognosemodell könnte der Wert von Drop Staked NTRN im Jahr 2029 333.75% Wachstum erfahren und unter optimalen Bedingungen $0.13038 erreichen. Die vorhergesagte Preisspanne für das Jahr 2029 liegt zwischen $0.13038 und $0.039634.
Wie viel wird Drop Staked NTRN im Jahr 2030 kosten?
Unter Verwendung unserer neuen experimentellen Simulation für Drop Staked NTRN-Preisprognosen wird der Wert von DNTRN im Jahr 2030 voraussichtlich um 224.23% steigen, und $0.097459 im besten Fall erreichen. Der Preis wird voraussichtlich zwischen $0.097459 und $0.0337077 während des Jahres 2030 liegen.
Wie viel wird Drop Staked NTRN im Jahr 2031 kosten?
Unsere experimentelle Simulation zeigt, dass der Preis von Drop Staked NTRN im Jahr 2031 um 195.98% steigen könnte, und unter idealen Bedingungen $0.088969 erreichen könnte. Der Preis wird voraussichtlich zwischen $0.088969 und $0.039853 während des Jahres schwanken.
Wie viel wird Drop Staked NTRN im Jahr 2032 kosten?
Basierend auf den Ergebnissen unserer neuesten experimentellen Drop Staked NTRN-Preisprognose könnte DNTRN eine 449.04% Steigerung im Wert erfahren und $0.165033 erreichen, wenn das positivste Szenario im Jahr 2032 eintritt. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $0.165033 und $0.060832 liegen.
Wie viel wird Drop Staked NTRN im Jahr 2033 kosten?
Laut unserer experimentellen Drop Staked NTRN-Preisprognose wird der Wert von DNTRN voraussichtlich um 1362.43% steigen im Jahr 2033, wobei der höchste mögliche Preis $0.439588 beträgt. Im Laufe des Jahres könnte der Preis von DNTRN zwischen $0.439588 und $0.141361 liegen.
Wie viel wird Drop Staked NTRN im Jahr 2034 kosten?
Die Ergebnisse unserer neuen Drop Staked NTRN-Preisprognosesimulation deuten darauf hin, dass DNTRN im Jahr 2034 um 746.96% steigen könnte und unter den besten Umständen $0.254585 erreichen könnte. Die vorhergesagte Preisspanne für das Jahr liegt zwischen $0.254585 und $0.113648.
Wie viel wird Drop Staked NTRN im Jahr 2035 kosten?
Basierend auf unserer experimentellen Prognose für den Preis von Drop Staked NTRN könnte DNTRN um 897.93% steigen, wobei der Wert im Jahr 2035 $0.299965 erreichen könnte. Die erwartete Preisspanne für das Jahr liegt zwischen $0.299965 und $0.134367.
Wie viel wird Drop Staked NTRN im Jahr 2036 kosten?
Unsere jüngste Drop Staked NTRN-Preisprognosesimulation deutet darauf hin, dass der Wert von DNTRN im Jahr 2036 möglicherweise um 1964.7% steigen könnte und unter optimalen Bedingungen $0.62062 erreichen könnte. Die erwartete Preisspanne für das Jahr 2036 liegt zwischen $0.62062 und $0.22242.
Wie viel wird Drop Staked NTRN im Jahr 2037 kosten?
Laut der experimentellen Simulation könnte der Wert von Drop Staked NTRN um 4830.69% steigen im Jahr 2037, wobei ein Höchstwert von $1.48 unter günstigen Bedingungen erwartet wird. Der Preis wird voraussichtlich im Laufe des Jahres zwischen $1.48 und $0.577618 liegen.
Verwandte Prognosen
Wie liest und prognostiziert man die Kursbewegungen von Drop Staked NTRN?
Drop Staked NTRN-Händler verwenden Indikatoren und Chartmuster, um die Marktrichtung vorherzusagen. Sie identifizieren auch wichtige Unterstützungs- und Widerstandsniveaus, um abzuschätzen, wann ein Abwärtstrend sich verlangsamen oder ein Aufwärtstrend ins Stocken geraten könnte.
Drop Staked NTRN Preisprognose-Indikatoren
Gleitende Durchschnitte sind beliebte Tools für die Preisprognose von Drop Staked NTRN. Ein einfacher gleitender Durchschnitt (SMA) berechnet den durchschnittlichen Schlusskurs von DNTRN über einen bestimmten Zeitraum, z. B. einen 12-Tage-SMA. Ein exponentieller gleitender Durchschnitt (EMA) gibt neueren Preisen mehr Gewicht und reagiert schneller auf Preisänderungen.
Häufig verwendete gleitende Durchschnitte auf dem Kryptomarkt sind die 50-Tage-, 100-Tage- und 200-Tage-Durchschnitte, die helfen, wichtige Widerstands- und Unterstützungsniveaus zu identifizieren. Eine Kursbewegung von DNTRN über diesen Durchschnitten wird als bullisch angesehen, während ein Fall darunter auf Schwäche hindeutet.
Händler verwenden auch RSI und Fibonacci-Retracement-Level, um die zukünftige Richtung von DNTRN einzuschätzen.
Wie liest man Drop Staked NTRN-Charts und prognostiziert Kursbewegungen?
Die meisten Händler bevorzugen Kerzencharts gegenüber einfachen Liniendiagrammen, da sie detailliertere Informationen liefern. Kerzen können die Preisbewegung von Drop Staked NTRN in verschiedenen Zeitrahmen darstellen, wie z. B. 5-Minuten für kurzfristige und wöchentliche für langfristige Trends. Beliebte Optionen sind 1-Stunden-, 4-Stunden- und 1-Tages-Charts.
Ein 1-Stunden-Kerzenchart zeigt beispielsweise die Eröffnungs-, Schluss-, Höchst- und Tiefstpreise von DNTRN innerhalb jeder Stunde. Die Farbe der Kerze ist entscheidend: Grün zeigt an, dass der Preis höher schloss als er eröffnete, während Rot das Gegenteil bedeutet. Einige Charts verwenden hohle und gefüllte Kerzen, um die gleiche Information zu vermitteln.
Was beeinflusst den Preis von Drop Staked NTRN?
Die Preisentwicklung von Drop Staked NTRN wird durch Angebot und Nachfrage bestimmt und von Faktoren wie Blockbelohnungs-Halbierungen, Hard Forks und Protokoll-Updates beeinflusst. Ereignisse in der realen Welt, wie Vorschriften, Akzeptanz durch Unternehmen und Regierungen und Hacks von Kryptowährungsbörsen, beeinflussen ebenfalls den Preis von DNTRN. Die Marktkapitalisierung von Drop Staked NTRN kann sich schnell ändern.
Händler überwachen oft die Aktivitäten von DNTRN-„Walen“, großen Inhabern von Drop Staked NTRN, da ihre Aktionen die Kursbewegungen auf dem relativ kleinen Drop Staked NTRN-Markt erheblich beeinflussen können.
Bullische und bärische Kursprognosemuster
Händler identifizieren oft Kerzenmuster, um sich einen Vorteil bei Kryptowährungspreisprognosen zu verschaffen. Bestimmte Formationen deuten auf bullische Trends hin, während andere auf bärische Bewegungen hindeuten.
Häufig verfolgte bullische Kerzenmuster:
- Hammer
- Bullish Engulfing
- Piercing Line
- Morning Star
- Drei weiße Soldaten
Häufige bärische Kerzenmuster:
- Bearish Harami
- Dark Cloud Cover
- Evening Star
- Shooting Star
- Hanging Man


