Predicción del precio de Chainflip - Pronóstico de FLIP
Predicción de precio de Chainflip hasta $0.407788 para el año 2026
| Año | Precio min. | Precio max. |
|---|---|---|
| 2026 | $0.136611 | $0.407788 |
| 2027 | $0.131512 | $0.345483 |
| 2028 | $0.237341 | $0.581322 |
| 2029 | $0.521369 | $1.71 |
| 2030 | $0.4434028 | $1.28 |
| 2031 | $0.524239 | $1.17 |
| 2032 | $0.800211 | $2.17 |
| 2033 | $1.85 | $5.78 |
| 2034 | $1.49 | $3.34 |
| 2035 | $1.76 | $3.94 |
Calculadora de ganancias de inversión
Si abres una posición corta de $10,000.00 en Chainflip hoy y la cierras el Apr 06, 2026, nuestra previsión indica que podrías obtener una ganancia de alrededor de $3,954.43, equivalente a un ROI del 39.54% en los próximos 90 días.
Predicción del precio a largo plazo de Chainflip para 2027, 2028, 2029, 2030, 2031, 2032 y 2037
[
'name' => 'Chainflip'
'name_with_ticker' => 'Chainflip <small>FLIP</small>'
'name_lang' => 'Chainflip'
'name_lang_with_ticker' => 'Chainflip <small>FLIP</small>'
'name_with_lang' => 'Chainflip'
'name_with_lang_with_ticker' => 'Chainflip <small>FLIP</small>'
'image' => '/uploads/coins/chainflip.png?1717202734'
'price_for_sd' => 0.3954
'ticker' => 'FLIP'
'marketcap' => '$26.43M'
'low24h' => '$0.3904'
'high24h' => '$0.3968'
'volume24h' => '$406.26K'
'current_supply' => '66.61M'
'max_supply' => '93.49M'
'algo' => null
'proof' => null
'ico_price_and_roi' => '—'
'price' => '$0.3954'
'change_24h_pct' => '0.7387%'
'ath_price' => '$9.48'
'ath_days' => 670
'ath_exchange' => null
'ath_pair' => null
'ath_date' => '7 mar. 2024'
'ath_pct' => '-95.84%'
'fdv' => '$37.09M'
'new_prediction' => true
'change_24h_pct_is_increased' => true
'change_30d_pct' => null
'change_30d_pct_is_increased' => false
'max_price' => '$19.49'
'max_price_year' => 2037
'next_week_prediction_price' => '$0.398785'
'next_week_prediction_price_date' => '13 de enero de 2026'
'next_week_prediction_price_change_pct' => '0.86%'
'next_week_prediction_price_is_increased' => true
'next_month_prediction_price' => '$0.349464'
'next_month_prediction_price_date' => '5 de febrero de 2026'
'next_month_prediction_price_change_pct' => '-11.62%'
'next_month_prediction_price_is_increased' => false
'current_year' => '2026'
'current_year_min_price_prediction' => '$0.136611'
'current_year_max_price_prediction' => '$0.407788'
'current_year_max_price_prediction_is_increased' => true
'grand_prediction_year' => 2030
'grand_prediction_min_price' => '$0.4434028'
'grand_prediction_max_price' => '$1.28'
'grand_prediction_max_price_is_increased' => true
'prediction_table' => [
0 => [
'items' => [
106 => 0.40289465991855
107 => 0.40439892232792
108 => 0.40778810234579
109 => 0.37882793016774
110 => 0.3918301972497
111 => 0.39946781101268
112 => 0.36496079417276
113 => 0.39878571823827
114 => 0.37832379800068
115 => 0.37137871494432
116 => 0.3807293543346
117 => 0.37708540107041
118 => 0.37395254403398
119 => 0.37220435597833
120 => 0.37907043355414
121 => 0.37875012282849
122 => 0.36751588726624
123 => 0.3528612849413
124 => 0.35777985050247
125 => 0.3559928895223
126 => 0.3495167124076
127 => 0.3538808738463
128 => 0.33466331552182
129 => 0.30160050526632
130 => 0.32344281046237
131 => 0.32260190547218
201 => 0.32217788304412
202 => 0.33859177172198
203 => 0.33701395505844
204 => 0.3341502023641
205 => 0.34946411734358
206 => 0.34387433237485
207 => 0.36110073252951
208 => 0.37244715380508
209 => 0.36956933435132
210 => 0.380240698403
211 => 0.35789316431889
212 => 0.36531611871419
213 => 0.36684597932729
214 => 0.34927514600985
215 => 0.33727210537778
216 => 0.33647163941231
217 => 0.31566002107718
218 => 0.32677741960629
219 => 0.3365602702427
220 => 0.33187504396774
221 => 0.33039184129624
222 => 0.33796920207752
223 => 0.33855802790593
224 => 0.32513273661718
225 => 0.32792427979979
226 => 0.33956547892673
227 => 0.32763095145003
228 => 0.3044441140568
301 => 0.29869345780017
302 => 0.29792621424992
303 => 0.28232997839164
304 => 0.29907774414908
305 => 0.29176689558374
306 => 0.31486177860423
307 => 0.30167010528326
308 => 0.30110143861226
309 => 0.30024181553378
310 => 0.28681749105817
311 => 0.289756564958
312 => 0.29952649423463
313 => 0.30301251506666
314 => 0.30264889453376
315 => 0.29947861625121
316 => 0.30092995341451
317 => 0.29625469073213
318 => 0.29460375817181
319 => 0.28939296088665
320 => 0.28173452839696
321 => 0.28279948040655
322 => 0.2676261217066
323 => 0.25935887057577
324 => 0.25707060442338
325 => 0.25401063929117
326 => 0.25741623562732
327 => 0.26758313748784
328 => 0.25531969681549
329 => 0.23429488796311
330 => 0.23555851479967
331 => 0.23839750912724
401 => 0.23310706197964
402 => 0.228100097748
403 => 0.23245324691956
404 => 0.22354475824365
405 => 0.23947405742292
406 => 0.23904321452147
407 => 0.24498067219425
408 => 0.24869348632593
409 => 0.24013665179024
410 => 0.23798463104466
411 => 0.23921051986523
412 => 0.21894930836223
413 => 0.24332489895451
414 => 0.24353570007417
415 => 0.24173069290657
416 => 0.25470994238503
417 => 0.28210020711402
418 => 0.27179488775213
419 => 0.26780435661527
420 => 0.26021835400706
421 => 0.27032625207024
422 => 0.26955012320676
423 => 0.26604017414798
424 => 0.26391734600552
425 => 0.26782872194746
426 => 0.26343268324103
427 => 0.26264303389429
428 => 0.257858618
429 => 0.2561507992028
430 => 0.25488639815557
501 => 0.25349441684006
502 => 0.25656478076195
503 => 0.24960693217492
504 => 0.24121644886527
505 => 0.24051887096437
506 => 0.24244494488045
507 => 0.24159280055192
508 => 0.24051479122516
509 => 0.23845657784201
510 => 0.237845949898
511 => 0.23983019448147
512 => 0.23759009803538
513 => 0.24089548236596
514 => 0.2399966007233
515 => 0.23497552093713
516 => 0.22871739648175
517 => 0.22866168604723
518 => 0.2273133833987
519 => 0.22559611725713
520 => 0.22511841310228
521 => 0.23208663683825
522 => 0.24651065143033
523 => 0.24367887222849
524 => 0.24572512291423
525 => 0.25579065103931
526 => 0.25899017974928
527 => 0.25671923005593
528 => 0.2536106140496
529 => 0.25374737737739
530 => 0.26437045931308
531 => 0.26503300790287
601 => 0.266707054443
602 => 0.26885867733256
603 => 0.2570856607379
604 => 0.25319286935451
605 => 0.25134824883321
606 => 0.2456675315856
607 => 0.25179369810926
608 => 0.24822424322453
609 => 0.24870588463842
610 => 0.24839221503577
611 => 0.24856349984906
612 => 0.23946960485916
613 => 0.24278294223243
614 => 0.23727387621701
615 => 0.22989785524405
616 => 0.22987312823539
617 => 0.23167839891892
618 => 0.2306045532761
619 => 0.22771486226239
620 => 0.22812532923193
621 => 0.22452920666511
622 => 0.22856196362144
623 => 0.22867760866105
624 => 0.22712477756711
625 => 0.23333779607156
626 => 0.23588327482218
627 => 0.23486116813128
628 => 0.23581156109202
629 => 0.24379654543904
630 => 0.2450984462969
701 => 0.24567666465922
702 => 0.24490192865297
703 => 0.23595751194764
704 => 0.23635423486312
705 => 0.23344334533913
706 => 0.23098395043334
707 => 0.23108231333174
708 => 0.23234676201228
709 => 0.2378686835591
710 => 0.24948924191934
711 => 0.24993023361459
712 => 0.25046472841387
713 => 0.24829066944963
714 => 0.24763495246307
715 => 0.24850001242326
716 => 0.25286408316343
717 => 0.2640896579408
718 => 0.26012179008355
719 => 0.25689585175206
720 => 0.2597258693755
721 => 0.25929021034479
722 => 0.25561280969377
723 => 0.25550959730546
724 => 0.24845148972006
725 => 0.24584226805107
726 => 0.2436618071276
727 => 0.24128080072155
728 => 0.23986926031199
729 => 0.24203802791472
730 => 0.24253405072557
731 => 0.23779200245863
801 => 0.23714567880231
802 => 0.24101813778132
803 => 0.23931401296448
804 => 0.24106674759886
805 => 0.24147339706872
806 => 0.24140791713814
807 => 0.23962861511187
808 => 0.24076268916386
809 => 0.23808026594715
810 => 0.23516353358592
811 => 0.2333028400583
812 => 0.23167913817027
813 => 0.23258006234785
814 => 0.22936843215701
815 => 0.22834096702162
816 => 0.24037849039252
817 => 0.2492707383318
818 => 0.24914144152504
819 => 0.24835438046637
820 => 0.24718496738268
821 => 0.25277853331253
822 => 0.25082984678946
823 => 0.2522476790532
824 => 0.25260857687056
825 => 0.25370090586823
826 => 0.25409131959605
827 => 0.25291121815081
828 => 0.24895065356336
829 => 0.23908130317062
830 => 0.234487093921
831 => 0.23297092834602
901 => 0.23302603808506
902 => 0.23150586546156
903 => 0.23195362442854
904 => 0.23135015316577
905 => 0.23020732458946
906 => 0.23250949590367
907 => 0.23277479970143
908 => 0.23223744540779
909 => 0.23236401179645
910 => 0.22791494775216
911 => 0.22825320042859
912 => 0.22636976654317
913 => 0.22601664539479
914 => 0.22125548854179
915 => 0.21282040903597
916 => 0.21749426189517
917 => 0.21184890488443
918 => 0.20971092264334
919 => 0.21983179804819
920 => 0.21881594286693
921 => 0.21707724037825
922 => 0.21450533702013
923 => 0.21355139304674
924 => 0.20775553144637
925 => 0.2074130810233
926 => 0.21028566653387
927 => 0.20896006716037
928 => 0.20709842359624
929 => 0.20035573931875
930 => 0.1927747297648
1001 => 0.19300355279071
1002 => 0.19541493088012
1003 => 0.20242633789373
1004 => 0.19968685987494
1005 => 0.19769933714042
1006 => 0.19732713387696
1007 => 0.2019860369795
1008 => 0.20857936093996
1009 => 0.2116728010249
1010 => 0.2086072958499
1011 => 0.20508580856337
1012 => 0.2053001451775
1013 => 0.20672603064681
1014 => 0.2068758710487
1015 => 0.20458374483992
1016 => 0.20522896494148
1017 => 0.20424881660704
1018 => 0.19823364808778
1019 => 0.19812485276357
1020 => 0.19664863340124
1021 => 0.19660393406564
1022 => 0.19409251667015
1023 => 0.19374115201591
1024 => 0.18875458034503
1025 => 0.19203675691953
1026 => 0.18983524519536
1027 => 0.18651704774291
1028 => 0.18594498925141
1029 => 0.18592779248237
1030 => 0.18933483933066
1031 => 0.19199694359343
1101 => 0.18987354143435
1102 => 0.18939008392315
1103 => 0.19455214531479
1104 => 0.19389522594947
1105 => 0.19332633801578
1106 => 0.20798900109551
1107 => 0.19638235912603
1108 => 0.19132120074338
1109 => 0.18505705615693
1110 => 0.18709669322084
1111 => 0.18752647471871
1112 => 0.17246233618524
1113 => 0.16635081705833
1114 => 0.16425357400171
1115 => 0.16304658097197
1116 => 0.16359662285209
1117 => 0.15809553882817
1118 => 0.16179235827177
1119 => 0.15702888450212
1120 => 0.15623027262295
1121 => 0.16474795380426
1122 => 0.16593313938107
1123 => 0.16087676950211
1124 => 0.16412377751633
1125 => 0.16294636727358
1126 => 0.1571105405879
1127 => 0.15688765493394
1128 => 0.1539594422423
1129 => 0.14937735639357
1130 => 0.14728322020693
1201 => 0.1461925758988
1202 => 0.14664259699657
1203 => 0.14641505255867
1204 => 0.14493017118435
1205 => 0.1465001642209
1206 => 0.14248948077843
1207 => 0.14089239431537
1208 => 0.14017102741213
1209 => 0.13661131501061
1210 => 0.14227640045272
1211 => 0.14339249365168
1212 => 0.14451078589902
1213 => 0.15424475642157
1214 => 0.15375847476218
1215 => 0.15815422413431
1216 => 0.15798341339697
1217 => 0.15672967446962
1218 => 0.15144035616518
1219 => 0.1535485841683
1220 => 0.14705978606607
1221 => 0.15192163479964
1222 => 0.1497028900733
1223 => 0.15117147497581
1224 => 0.14853082690413
1225 => 0.14999227057668
1226 => 0.14365716075348
1227 => 0.13774152433797
1228 => 0.14012214911976
1229 => 0.14271016051504
1230 => 0.14832162863304
1231 => 0.14497948451556
]
'min_raw' => 0.13661131501061
'max_raw' => 0.40778810234579
'avg_raw' => 0.2721997086782
'max_pct' => '3.13%'
'is_grow' => true
'min' => '$0.136611'
'max' => '$0.407788'
'avg' => '$0.272199'
'bar_min_pct' => 50.898974802884
'bar_max_pct' => 51.045822849954
'min_diff' => -0.25879068498939
'max_diff' => 0.012386102345786
'year' => 2026
]
1 => [
'items' => [
101 => 0.14618144592067
102 => 0.14215507641948
103 => 0.13384752606293
104 => 0.13389454589575
105 => 0.13261661026322
106 => 0.13151228729506
107 => 0.14536336997146
108 => 0.14364076888744
109 => 0.1408960295085
110 => 0.14456997223881
111 => 0.14554142101002
112 => 0.14556907679084
113 => 0.14824949056869
114 => 0.14968002788242
115 => 0.14993216628427
116 => 0.15414985527789
117 => 0.15556356899589
118 => 0.16138645572407
119 => 0.14955865678596
120 => 0.14931507105033
121 => 0.14462167214734
122 => 0.14164504436337
123 => 0.14482548439833
124 => 0.14764292009594
125 => 0.14470921772804
126 => 0.14509229732345
127 => 0.14115404158683
128 => 0.14256178270052
129 => 0.14377431899083
130 => 0.14310482772091
131 => 0.14210256688609
201 => 0.14741192249835
202 => 0.14711234784717
203 => 0.15205654185487
204 => 0.15591089464657
205 => 0.16281858389727
206 => 0.15561005005818
207 => 0.15534734243375
208 => 0.15791535160212
209 => 0.15556317584706
210 => 0.15704966972991
211 => 0.16257908675164
212 => 0.16269591462017
213 => 0.16073889729812
214 => 0.16061981261622
215 => 0.16099567920034
216 => 0.16319714152353
217 => 0.1624278829437
218 => 0.16331808844752
219 => 0.16443130406136
220 => 0.16903603583382
221 => 0.17014622107492
222 => 0.16744904650411
223 => 0.16769257116887
224 => 0.16668375384029
225 => 0.16570924894132
226 => 0.16789979363918
227 => 0.17190305712979
228 => 0.17187815303538
301 => 0.17280683235288
302 => 0.17338539187409
303 => 0.17090179087761
304 => 0.16928505795345
305 => 0.16990501623196
306 => 0.17089634302024
307 => 0.1695835423153
308 => 0.16148032821592
309 => 0.16393832573835
310 => 0.16352919476068
311 => 0.16294654249645
312 => 0.16541807801239
313 => 0.16517969238252
314 => 0.15803911726037
315 => 0.15849623371215
316 => 0.15806691602582
317 => 0.15945412930049
318 => 0.15548826177779
319 => 0.15670813591724
320 => 0.1574732295419
321 => 0.15792387556455
322 => 0.15955191800924
323 => 0.15936088601915
324 => 0.15954004319251
325 => 0.1619540003507
326 => 0.17416296728679
327 => 0.17482747441955
328 => 0.17155519826576
329 => 0.17286240804641
330 => 0.17035285112291
331 => 0.17203753349822
401 => 0.17319015039312
402 => 0.16798169628057
403 => 0.16767328543062
404 => 0.165153370673
405 => 0.16650743012848
406 => 0.1643530241745
407 => 0.16488164003768
408 => 0.16340358400032
409 => 0.16606379058956
410 => 0.16903831491064
411 => 0.16978979722167
412 => 0.16781297079483
413 => 0.16638161818258
414 => 0.16386863451234
415 => 0.16804778236145
416 => 0.16926989254975
417 => 0.1680413631369
418 => 0.16775668602804
419 => 0.16721722342116
420 => 0.16787113557029
421 => 0.1692632366752
422 => 0.1686067475022
423 => 0.16904037016682
424 => 0.16738784771904
425 => 0.17090261305289
426 => 0.17648490627738
427 => 0.17650285426289
428 => 0.17584636155117
429 => 0.17557773887786
430 => 0.1762513402394
501 => 0.17661674134546
502 => 0.17879504463131
503 => 0.18113245084446
504 => 0.19204010575101
505 => 0.18897727990094
506 => 0.19865520023331
507 => 0.20630917869555
508 => 0.20860427216846
509 => 0.20649289416588
510 => 0.19926998407343
511 => 0.19891559364558
512 => 0.20970967075768
513 => 0.20665984957346
514 => 0.20629708304805
515 => 0.20243786012138
516 => 0.2047191388451
517 => 0.20422018972388
518 => 0.20343257412661
519 => 0.20778509501622
520 => 0.21593262556933
521 => 0.21466275652557
522 => 0.21371485819194
523 => 0.20956144362299
524 => 0.21206272689222
525 => 0.21117206782898
526 => 0.2149989043909
527 => 0.21273197118643
528 => 0.20663674417841
529 => 0.20760742916957
530 => 0.2074607120859
531 => 0.21048013927127
601 => 0.20957378217701
602 => 0.20728373131673
603 => 0.21590477819565
604 => 0.21534497536412
605 => 0.21613864779049
606 => 0.21648804693772
607 => 0.22173552625303
608 => 0.2238852506279
609 => 0.22437327569722
610 => 0.2264153475877
611 => 0.2243224670883
612 => 0.23269548128441
613 => 0.2382630471459
614 => 0.24473006139834
615 => 0.25418010739072
616 => 0.25773341210166
617 => 0.25709153941003
618 => 0.26425645642956
619 => 0.27713165304651
620 => 0.25969398476227
621 => 0.27805589180754
622 => 0.27224272403542
623 => 0.25845980782214
624 => 0.25757235050792
625 => 0.26690630139049
626 => 0.28760810608857
627 => 0.28242253880963
628 => 0.28761658781896
629 => 0.28155745375142
630 => 0.28125656667457
701 => 0.28732230920154
702 => 0.30149524724222
703 => 0.29476221564373
704 => 0.28510876384022
705 => 0.29223672242759
706 => 0.28606182503778
707 => 0.2721480529736
708 => 0.28241857350406
709 => 0.27555096891293
710 => 0.27755530103456
711 => 0.29198998440603
712 => 0.29025316511334
713 => 0.29250077010322
714 => 0.28853380612615
715 => 0.28482803623876
716 => 0.27791094154987
717 => 0.27586313082114
718 => 0.27642907203405
719 => 0.27586285036878
720 => 0.27199279946173
721 => 0.27115706233682
722 => 0.26976413051416
723 => 0.270195858331
724 => 0.26757673898781
725 => 0.27251955832607
726 => 0.27343698915122
727 => 0.27703396086868
728 => 0.27740741040488
729 => 0.28742492543831
730 => 0.2819074464954
731 => 0.28560904772651
801 => 0.28527794167158
802 => 0.25875852540994
803 => 0.26241266698801
804 => 0.26809736455067
805 => 0.26553641600412
806 => 0.26191583392896
807 => 0.25899201977993
808 => 0.25456214236882
809 => 0.2607971097567
810 => 0.26899542885691
811 => 0.27761533330655
812 => 0.28797158370428
813 => 0.28566018917555
814 => 0.27742173040902
815 => 0.27779130165109
816 => 0.28007584564863
817 => 0.2771171535991
818 => 0.27624457755317
819 => 0.27995596709924
820 => 0.2799815253993
821 => 0.27657719262644
822 => 0.27279389973572
823 => 0.27277804760037
824 => 0.27210484717274
825 => 0.28167721461197
826 => 0.28694104882804
827 => 0.28754453893782
828 => 0.28690042913529
829 => 0.28714832143448
830 => 0.28408541228482
831 => 0.29108631432345
901 => 0.29751103435154
902 => 0.29578907213989
903 => 0.29320760599327
904 => 0.29115134386723
905 => 0.29530468213194
906 => 0.29511974051698
907 => 0.2974549200269
908 => 0.29734898279568
909 => 0.29656374975703
910 => 0.29578910018303
911 => 0.29886049818153
912 => 0.29797598488311
913 => 0.29709009769122
914 => 0.29531331530535
915 => 0.29555480954082
916 => 0.29297378912072
917 => 0.29177969097493
918 => 0.27382331990426
919 => 0.26902479081282
920 => 0.27053450574805
921 => 0.27103154310446
922 => 0.26894321709439
923 => 0.2719373401459
924 => 0.27147070923988
925 => 0.27328609712524
926 => 0.27215192158945
927 => 0.27219846854905
928 => 0.27553383696811
929 => 0.27650210860983
930 => 0.27600963783794
1001 => 0.27635454748566
1002 => 0.28430284474015
1003 => 0.2831728510428
1004 => 0.28257256441269
1005 => 0.28273884791167
1006 => 0.2847698082736
1007 => 0.28533836628862
1008 => 0.28292934602713
1009 => 0.28406545390883
1010 => 0.28890285707555
1011 => 0.2905956744106
1012 => 0.29599833474564
1013 => 0.29370318861069
1014 => 0.297916028673
1015 => 0.31086486276154
1016 => 0.32120928742263
1017 => 0.31169612700286
1018 => 0.33069234553842
1019 => 0.34548362651405
1020 => 0.34491591251404
1021 => 0.34233671054745
1022 => 0.32549723040323
1023 => 0.31000128971203
1024 => 0.32296430209262
1025 => 0.32299734747704
1026 => 0.32188381321722
1027 => 0.31496774756452
1028 => 0.32164314912395
1029 => 0.32217301825824
1030 => 0.32187643244662
1031 => 0.31657390112626
1101 => 0.30847791587168
1102 => 0.31005985201137
1103 => 0.31265109567882
1104 => 0.30774533082629
1105 => 0.30617764170513
1106 => 0.30909227404642
1107 => 0.31848382673782
1108 => 0.31670840810307
1109 => 0.31666204474749
1110 => 0.32425803856162
1111 => 0.31882094630877
1112 => 0.31007980529216
1113 => 0.30787255190398
1114 => 0.30003828935998
1115 => 0.30544944240381
1116 => 0.30564418016856
1117 => 0.30268054694711
1118 => 0.31032028779456
1119 => 0.3102498862377
1120 => 0.317502683147
1121 => 0.33136730681146
1122 => 0.32726685535718
1123 => 0.32249847644371
1124 => 0.32301693144441
1125 => 0.32870310314611
1126 => 0.32526511393259
1127 => 0.32650143882428
1128 => 0.32870123182032
1129 => 0.33002842155261
1130 => 0.32282596926622
1201 => 0.32114673310515
1202 => 0.3177116052514
1203 => 0.31681544451405
1204 => 0.31961328447464
1205 => 0.31887615249417
1206 => 0.3056278132135
1207 => 0.3042432880456
1208 => 0.30428574945586
1209 => 0.3008042950906
1210 => 0.29549424153881
1211 => 0.30944874522611
1212 => 0.30832800328686
1213 => 0.30709079092447
1214 => 0.30724234237943
1215 => 0.31329951946807
1216 => 0.30978605086188
1217 => 0.31912718299762
1218 => 0.31720692705065
1219 => 0.31523742378442
1220 => 0.31496517844049
1221 => 0.31420708771312
1222 => 0.31160731253582
1223 => 0.30846792778697
1224 => 0.30639503404692
1225 => 0.28263322292806
1226 => 0.28704327685563
1227 => 0.29211664191023
1228 => 0.29386794719684
1229 => 0.29087221831745
1230 => 0.31172560217116
1231 => 0.31553571634944
]
'min_raw' => 0.13151228729506
'max_raw' => 0.34548362651405
'avg_raw' => 0.23849795690455
'max_pct' => '-12.62%'
'is_grow' => false
'min' => '$0.131512'
'max' => '$0.345483'
'avg' => '$0.238497'
'bar_min_pct' => 50.865420500042
'bar_max_pct' => 50.886035342412
'min_diff' => -0.0050990277155568
'max_diff' => -0.062304475831733
'year' => 2027
]
2 => [
'items' => [
101 => 0.30399463197583
102 => 0.3018357663089
103 => 0.31186713704488
104 => 0.30581699420588
105 => 0.30854137315583
106 => 0.30265275602166
107 => 0.31461797141706
108 => 0.31452681652297
109 => 0.30987207748751
110 => 0.313806231046
111 => 0.31312257505045
112 => 0.30786738614354
113 => 0.31478457027892
114 => 0.31478800111595
115 => 0.31030791599708
116 => 0.30507615739498
117 => 0.30414084252554
118 => 0.3034362084133
119 => 0.30836807635907
120 => 0.3127899737377
121 => 0.321018028478
122 => 0.32308675693347
123 => 0.33116114181822
124 => 0.32635323875402
125 => 0.32848451990961
126 => 0.33079832709213
127 => 0.33190765134288
128 => 0.33010006700591
129 => 0.34264291028134
130 => 0.34370191055658
131 => 0.34405698418855
201 => 0.33982760800758
202 => 0.3435842839541
203 => 0.34182665968675
204 => 0.3463995097483
205 => 0.34711659102703
206 => 0.34650924869485
207 => 0.34673686161108
208 => 0.33603375758468
209 => 0.33547874517754
210 => 0.32791111162429
211 => 0.33099497823436
212 => 0.32522983742041
213 => 0.32705802296004
214 => 0.32786386972632
215 => 0.32744294110702
216 => 0.3311693354255
217 => 0.32800113900273
218 => 0.31963974774332
219 => 0.31127607842845
220 => 0.3111710793731
221 => 0.30896907287352
222 => 0.30737742549193
223 => 0.30768403324435
224 => 0.30876455895535
225 => 0.30731462337332
226 => 0.30762404064335
227 => 0.31276242896226
228 => 0.31379289609431
229 => 0.31029096615011
301 => 0.29623021209805
302 => 0.29277966778494
303 => 0.29525985060993
304 => 0.29407448296382
305 => 0.23734105932416
306 => 0.25066973566953
307 => 0.24275028878419
308 => 0.24639993426518
309 => 0.23831622972608
310 => 0.2421741972354
311 => 0.24146177150684
312 => 0.26289388864599
313 => 0.26255925561578
314 => 0.26271942673895
315 => 0.25507404170604
316 => 0.2672533476583
317 => 0.27325331172406
318 => 0.27214287805936
319 => 0.27242235028941
320 => 0.26762009144134
321 => 0.26276592310182
322 => 0.25738190336214
323 => 0.26738474655352
324 => 0.26627260114486
325 => 0.26882346257503
326 => 0.27531102140263
327 => 0.27626633908384
328 => 0.27755029573525
329 => 0.27709008867398
330 => 0.2880540879467
331 => 0.28672627529198
401 => 0.28992592175209
402 => 0.28334400622588
403 => 0.27589594404682
404 => 0.27731157717156
405 => 0.27717524031785
406 => 0.27543951568989
407 => 0.27387258110527
408 => 0.27126407650296
409 => 0.27951777105073
410 => 0.2791826861251
411 => 0.28460732157733
412 => 0.28364846456905
413 => 0.27724498279566
414 => 0.27747368439992
415 => 0.27901181259887
416 => 0.28433529185746
417 => 0.28591566295151
418 => 0.28518357209384
419 => 0.28691637685179
420 => 0.28828591508034
421 => 0.28708836976752
422 => 0.30404308599747
423 => 0.2970023057401
424 => 0.30043393304811
425 => 0.30125235594075
426 => 0.29915598291084
427 => 0.29961061115554
428 => 0.30029924906747
429 => 0.30448052361962
430 => 0.31545339790599
501 => 0.32031320923254
502 => 0.33493419138735
503 => 0.31990966955371
504 => 0.31901817660576
505 => 0.3216518570032
506 => 0.33023592131621
507 => 0.33719249918174
508 => 0.33950039739434
509 => 0.33980542424238
510 => 0.3441351947154
511 => 0.34661693840509
512 => 0.34360944669571
513 => 0.34106091236951
514 => 0.3319323787488
515 => 0.33298903137157
516 => 0.34026832011046
517 => 0.35055074420211
518 => 0.35937413377663
519 => 0.35628449027381
520 => 0.37985628925198
521 => 0.3821933368385
522 => 0.38187043242784
523 => 0.38719457462924
524 => 0.37662723660215
525 => 0.37210949486304
526 => 0.34161193441793
527 => 0.35018050492368
528 => 0.36263542536829
529 => 0.36098696994389
530 => 0.35194187379604
531 => 0.35936727226011
601 => 0.35691220331421
602 => 0.35497578857567
603 => 0.36384687988538
604 => 0.35409275058601
605 => 0.36253812046701
606 => 0.35170684623847
607 => 0.35629860350508
608 => 0.35369210000224
609 => 0.35537882720963
610 => 0.34551825442072
611 => 0.35083878014574
612 => 0.3452969030583
613 => 0.34529427548698
614 => 0.34517193824312
615 => 0.35169193206006
616 => 0.35190454882435
617 => 0.34708626354247
618 => 0.34639187335759
619 => 0.34895939781572
620 => 0.34595349911097
621 => 0.34735994019602
622 => 0.34599609877867
623 => 0.34568906934873
624 => 0.34324260661421
625 => 0.34218860320129
626 => 0.34260190509782
627 => 0.34119109265323
628 => 0.34034102712405
629 => 0.34500283881353
630 => 0.34251222088478
701 => 0.34462111589546
702 => 0.34221776386703
703 => 0.33388669864585
704 => 0.32909541493773
705 => 0.31335880502508
706 => 0.3178216880751
707 => 0.32078058415446
708 => 0.31980266901788
709 => 0.32190360913416
710 => 0.32203258979418
711 => 0.32134955274582
712 => 0.32055868334629
713 => 0.32017373186043
714 => 0.32304284485126
715 => 0.32470846151234
716 => 0.32107754896094
717 => 0.32022687695201
718 => 0.32389793000965
719 => 0.32613727025412
720 => 0.34267130044263
721 => 0.34144640608205
722 => 0.34452065055373
723 => 0.34417453780435
724 => 0.34739683577621
725 => 0.35266393111548
726 => 0.34195445358772
727 => 0.34381324858067
728 => 0.34335751497425
729 => 0.34833309498944
730 => 0.34834862820714
731 => 0.34536551943938
801 => 0.3469827110978
802 => 0.3460800390794
803 => 0.34771128942008
804 => 0.34143004687109
805 => 0.34907992227753
806 => 0.3534169086859
807 => 0.35347712774639
808 => 0.35553282488351
809 => 0.35762153223277
810 => 0.3616306241016
811 => 0.35750972083648
812 => 0.35009661702439
813 => 0.35063181917544
814 => 0.34628551912276
815 => 0.34635858121187
816 => 0.34596857005423
817 => 0.34713902289698
818 => 0.3416868954498
819 => 0.34296649886409
820 => 0.34117504659073
821 => 0.3438093543133
822 => 0.34097527467048
823 => 0.3433572952057
824 => 0.34438529630347
825 => 0.34817864248553
826 => 0.34041499435512
827 => 0.32458439026444
828 => 0.32791217517182
829 => 0.32299011990194
830 => 0.32344567485675
831 => 0.32436596836651
901 => 0.32138299600009
902 => 0.32195205312334
903 => 0.32193172239851
904 => 0.32175652319542
905 => 0.32098053687505
906 => 0.31985520318631
907 => 0.32433818624282
908 => 0.32509993242078
909 => 0.32679319981399
910 => 0.33183121502196
911 => 0.33132779849811
912 => 0.33214889173507
913 => 0.33035644980903
914 => 0.32352882109686
915 => 0.32389959418464
916 => 0.31927604783874
917 => 0.32667496533878
918 => 0.32492280401383
919 => 0.32379317420915
920 => 0.323484944251
921 => 0.32853544772421
922 => 0.33004663752034
923 => 0.32910496545156
924 => 0.32717356856555
925 => 0.33088242155293
926 => 0.3318747541484
927 => 0.33209690082071
928 => 0.33866827721232
929 => 0.33246416776212
930 => 0.33395755857033
1001 => 0.34560856734876
1002 => 0.33504271011603
1003 => 0.34063968033894
1004 => 0.34036573777175
1005 => 0.34322895834665
1006 => 0.34013087011347
1007 => 0.34016927463014
1008 => 0.34271162052929
1009 => 0.33914135422844
1010 => 0.33825730608358
1011 => 0.33703599990313
1012 => 0.33970267726755
1013 => 0.34130122974407
1014 => 0.35418438869744
1015 => 0.36250749692475
1016 => 0.36214616884596
1017 => 0.36544803110822
1018 => 0.36396051191748
1019 => 0.35915692006285
1020 => 0.36735606562309
1021 => 0.36476151290101
1022 => 0.36497540467504
1023 => 0.36496744361252
1024 => 0.36669259435297
1025 => 0.36547016694562
1026 => 0.36306063704613
1027 => 0.36466019544147
1028 => 0.36941031202301
1029 => 0.38415481964352
1030 => 0.39240604144669
1031 => 0.38365808573043
1101 => 0.38969230844371
1102 => 0.38607392502914
1103 => 0.38541635712512
1104 => 0.38920629491462
1105 => 0.39300286648852
1106 => 0.39276104129229
1107 => 0.39000492528575
1108 => 0.38844806528751
1109 => 0.40023713078055
1110 => 0.40892311341433
1111 => 0.40833078763027
1112 => 0.41094512100643
1113 => 0.41862088465714
1114 => 0.41932266028956
1115 => 0.41923425269
1116 => 0.41749482856234
1117 => 0.42505261470032
1118 => 0.43135745286322
1119 => 0.41709220213358
1120 => 0.42252422286558
1121 => 0.42496283198096
1122 => 0.42854343366505
1123 => 0.43458450888463
1124 => 0.44114671888916
1125 => 0.44207468733477
1126 => 0.44141624931523
1127 => 0.43708829541557
1128 => 0.44426874390598
1129 => 0.44847488222942
1130 => 0.45097954134527
1201 => 0.45733094012751
1202 => 0.42497789200065
1203 => 0.40207679648564
1204 => 0.39850045972514
1205 => 0.40577308116011
1206 => 0.40769081343444
1207 => 0.40691777795929
1208 => 0.38114051288063
1209 => 0.39836474775923
1210 => 0.4168965762338
1211 => 0.41760845923875
1212 => 0.42688588005539
1213 => 0.42990698856761
1214 => 0.43737652834434
1215 => 0.43690930659757
1216 => 0.43872802066687
1217 => 0.43830992979807
1218 => 0.4521456793373
1219 => 0.46740856570775
1220 => 0.46688006048575
1221 => 0.46468583998772
1222 => 0.46794463159749
1223 => 0.4836975660021
1224 => 0.48224728823776
1225 => 0.48365610955145
1226 => 0.50222970701097
1227 => 0.52637802577178
1228 => 0.51515870725582
1229 => 0.53950140016352
1230 => 0.55482383499821
1231 => 0.58132240167547
]
'min_raw' => 0.23734105932416
'max_raw' => 0.58132240167547
'avg_raw' => 0.40933173049981
'max_pct' => '47.02%'
'is_grow' => true
'min' => '$0.237341'
'max' => '$0.581322'
'avg' => '$0.409331'
'bar_min_pct' => 51.561829867501
'bar_max_pct' => 51.49087294937
'min_diff' => 0.1058287720291
'max_diff' => 0.23583877516141
'year' => 2028
]
3 => [
'items' => [
101 => 0.57800465061928
102 => 0.58832034817127
103 => 0.57206518379317
104 => 0.5347400406703
105 => 0.5288331938962
106 => 0.54065885072313
107 => 0.56973107410144
108 => 0.53974326294969
109 => 0.54580975808948
110 => 0.54406260708111
111 => 0.54396950882878
112 => 0.54752269046198
113 => 0.54236861518154
114 => 0.5213699852886
115 => 0.53099353362283
116 => 0.52727741945023
117 => 0.53140072517939
118 => 0.55365250561903
119 => 0.54381446307047
120 => 0.53345088442325
121 => 0.54644911190908
122 => 0.56300032217409
123 => 0.56196457718109
124 => 0.55995479898685
125 => 0.57128381343923
126 => 0.58999602622477
127 => 0.59505386214895
128 => 0.59878745322527
129 => 0.59930225235515
130 => 0.60460500333886
131 => 0.57609077483415
201 => 0.62134358776844
202 => 0.62915749847847
203 => 0.6276888071184
204 => 0.63637364001296
205 => 0.63381834186244
206 => 0.63011611575632
207 => 0.64388342321114
208 => 0.62810031617861
209 => 0.60569818278387
210 => 0.59340792933956
211 => 0.6095927265015
212 => 0.61947621735671
213 => 0.62600857610393
214 => 0.62798526391387
215 => 0.57830425322338
216 => 0.55152894389637
217 => 0.56869161019544
218 => 0.58963124758425
219 => 0.57597445409119
220 => 0.57650977454039
221 => 0.55703877596148
222 => 0.59135399891248
223 => 0.58635455956497
224 => 0.61229165974369
225 => 0.60610156262781
226 => 0.62725226095113
227 => 0.62168257324551
228 => 0.64480203551449
301 => 0.65402501494804
302 => 0.6695118328591
303 => 0.68090399915716
304 => 0.6875936971048
305 => 0.68719207273245
306 => 0.71369998879528
307 => 0.69806919680908
308 => 0.67843323817959
309 => 0.67807808563864
310 => 0.68824782685654
311 => 0.709560814517
312 => 0.715086962126
313 => 0.71817532474851
314 => 0.71344538988546
315 => 0.69647928545339
316 => 0.68915340757972
317 => 0.6953952677792
318 => 0.6877620091244
319 => 0.70093915507669
320 => 0.71903419095568
321 => 0.7152976376022
322 => 0.72778837524751
323 => 0.74071497464649
324 => 0.75920059235694
325 => 0.76403341734689
326 => 0.77202189327941
327 => 0.78024465909161
328 => 0.78288558986074
329 => 0.78792794613169
330 => 0.78790137042517
331 => 0.80309685043741
401 => 0.81985793545576
402 => 0.82618485703018
403 => 0.84073326432206
404 => 0.81581962667171
405 => 0.83471690701674
406 => 0.85176272691757
407 => 0.83143999771514
408 => 0.85945014533208
409 => 0.86053771589169
410 => 0.87695874011851
411 => 0.86031288617704
412 => 0.85042863124204
413 => 0.87896410488118
414 => 0.89277152171616
415 => 0.88861261539698
416 => 0.85696313295747
417 => 0.83854177666752
418 => 0.79032953404247
419 => 0.84743901804573
420 => 0.87525538179724
421 => 0.8568910952953
422 => 0.86615297322012
423 => 0.91668277600398
424 => 0.93592125334162
425 => 0.9319197845425
426 => 0.93259596689977
427 => 0.9429767000681
428 => 0.98901058771064
429 => 0.96142601517807
430 => 0.98251338730501
501 => 0.99369805344496
502 => 1.004086994684
503 => 0.97857503845957
504 => 0.9453843582567
505 => 0.93487147658648
506 => 0.85506512892321
507 => 0.85091086194593
508 => 0.84857894600442
509 => 0.83387654584921
510 => 0.82232448665356
511 => 0.81313786028071
512 => 0.78902940931951
513 => 0.79716530380792
514 => 0.75874146480053
515 => 0.78332367534021
516 => 0.72199830050839
517 => 0.77307189496169
518 => 0.74527485953214
519 => 0.76393982122421
520 => 0.76387470093121
521 => 0.72950658872462
522 => 0.70968377884807
523 => 0.72231564481671
524 => 0.73585800785387
525 => 0.73805521069467
526 => 0.75561323786418
527 => 0.76051330583866
528 => 0.74566587111368
529 => 0.72072746842367
530 => 0.72652009058415
531 => 0.70956639154487
601 => 0.67985568609314
602 => 0.70119443344772
603 => 0.70848041999307
604 => 0.71169832672499
605 => 0.68248126021079
606 => 0.67330062357865
607 => 0.66841292966871
608 => 0.71695591202889
609 => 0.71961520618217
610 => 0.7060098813077
611 => 0.76750723985016
612 => 0.75358849359945
613 => 0.76913914333711
614 => 0.72599447083848
615 => 0.72764265542994
616 => 0.70721727604504
617 => 0.71865412367624
618 => 0.71057092839731
619 => 0.71773013940877
620 => 0.7220213409705
621 => 0.74244336875163
622 => 0.77330508171459
623 => 0.73939299881574
624 => 0.72461701866674
625 => 0.73378395364791
626 => 0.75819670950734
627 => 0.79518328430036
628 => 0.77328648759871
629 => 0.78300391414318
630 => 0.78512673954493
701 => 0.76898085232061
702 => 0.79577860619258
703 => 0.81013974019713
704 => 0.82487129206784
705 => 0.83766228578847
706 => 0.81898718629691
707 => 0.83897221972324
708 => 0.82286781061492
709 => 0.80842049080155
710 => 0.80844240142211
711 => 0.79937938666152
712 => 0.78181865354952
713 => 0.77858018493369
714 => 0.79542710764676
715 => 0.80893674425313
716 => 0.81004946263083
717 => 0.8175290916063
718 => 0.82195545898769
719 => 0.86533987667989
720 => 0.88278944837042
721 => 0.90412645433011
722 => 0.91243842063918
723 => 0.93745445922462
724 => 0.91725197636356
725 => 0.91288104211699
726 => 0.85220031519258
727 => 0.86213678082705
728 => 0.87804602103417
729 => 0.85246265270385
730 => 0.86868941142978
731 => 0.87189291733203
801 => 0.85159333963759
802 => 0.86243622117716
803 => 0.83364074249838
804 => 0.77393274446083
805 => 0.79584507826283
806 => 0.81197993155291
807 => 0.7889535064949
808 => 0.83022748216567
809 => 0.80611607764661
810 => 0.79847391996559
811 => 0.76865913822602
812 => 0.78273056753091
813 => 0.80176237714922
814 => 0.79000293149045
815 => 0.81440554692206
816 => 0.84896615831303
817 => 0.87359610811023
818 => 0.87548688982435
819 => 0.85965148218323
820 => 0.88502782398835
821 => 0.88521266293442
822 => 0.85658804571284
823 => 0.83905562704717
824 => 0.8350722246378
825 => 0.84502354484844
826 => 0.85710628469921
827 => 0.87615739779448
828 => 0.88766958644016
829 => 0.91768726883503
830 => 0.92580919301669
831 => 0.93473272527877
901 => 0.94665731629635
902 => 0.96097584521534
903 => 0.9296477190949
904 => 0.9308924439486
905 => 0.90172012667268
906 => 0.87054532192988
907 => 0.89420311273539
908 => 0.92513252714958
909 => 0.918037285309
910 => 0.9172389256593
911 => 0.9185815451436
912 => 0.91323196450473
913 => 0.88903600953987
914 => 0.87688495243121
915 => 0.89256291616666
916 => 0.90089505614617
917 => 0.91381747861542
918 => 0.91222451728684
919 => 0.94551128980077
920 => 0.95844552305993
921 => 0.95513639270519
922 => 0.95574535232913
923 => 0.97916216382534
924 => 1.0052064742437
925 => 1.0296004078
926 => 1.0544149647572
927 => 1.0245000478166
928 => 1.0093110978897
929 => 1.0249822171167
930 => 1.0166669006679
1001 => 1.0644491754657
1002 => 1.067757516501
1003 => 1.1155363360965
1004 => 1.1608841252886
1005 => 1.132401991387
1006 => 1.1592593607927
1007 => 1.1883077955184
1008 => 1.2443469390429
1009 => 1.2254749269847
1010 => 1.2110192615102
1011 => 1.1973587274861
1012 => 1.2257841302416
1013 => 1.2623529567796
1014 => 1.270229531764
1015 => 1.282992592322
1016 => 1.269573794738
1017 => 1.2857352583958
1018 => 1.3427923268147
1019 => 1.3273750032712
1020 => 1.3054799253811
1021 => 1.3505210010787
1022 => 1.3668211912809
1023 => 1.481224462596
1024 => 1.6256633183946
1025 => 1.5658646836573
1026 => 1.528745741386
1027 => 1.5374695732928
1028 => 1.5902137538667
1029 => 1.6071535106504
1030 => 1.5611054122279
1031 => 1.5773703790631
1101 => 1.666991945461
1102 => 1.7150710404293
1103 => 1.6497731715784
1104 => 1.4696189411695
1105 => 1.3035085131763
1106 => 1.3475684787302
1107 => 1.3425734459763
1108 => 1.4388606385527
1109 => 1.3270073052036
1110 => 1.3288906284733
1111 => 1.4271689382223
1112 => 1.4009499700981
1113 => 1.3584785996085
1114 => 1.3038186011825
1115 => 1.2027745386542
1116 => 1.1132769946508
1117 => 1.288802288495
1118 => 1.2812333186524
1119 => 1.2702723286618
1120 => 1.2946648257828
1121 => 1.4131078678713
1122 => 1.4103773723885
1123 => 1.3930073532376
1124 => 1.4061823596712
1125 => 1.3561689572804
1126 => 1.3690585498605
1127 => 1.3034822004358
1128 => 1.3331254490861
1129 => 1.3583874751223
1130 => 1.3634592008597
1201 => 1.3748860579149
1202 => 1.277244815482
1203 => 1.3210828667381
1204 => 1.3468336147812
1205 => 1.2304907983024
1206 => 1.3445338913701
1207 => 1.2755450986834
1208 => 1.2521292662686
1209 => 1.2836555998138
1210 => 1.2713697569709
1211 => 1.2608071107434
1212 => 1.2549129726592
1213 => 1.2780624325803
1214 => 1.2769824826054
1215 => 1.239105473058
1216 => 1.1896964581678
1217 => 1.2062797453605
1218 => 1.2002548816543
1219 => 1.1784199983598
1220 => 1.1931340733464
1221 => 1.1283407337284
1222 => 1.0168671605802
1223 => 1.0905100175298
1224 => 1.0876748476452
1225 => 1.0862452264247
1226 => 1.1415857980832
1227 => 1.1362660790425
1228 => 1.1266107368927
1229 => 1.1782426704294
1230 => 1.159396320141
1231 => 1.2174763309713
]
'min_raw' => 0.5213699852886
'max_raw' => 1.7150710404293
'avg_raw' => 1.118220512859
'max_pct' => '333.75%'
'is_grow' => true
'min' => '$0.521369'
'max' => '$1.71'
'avg' => '$1.11'
'bar_min_pct' => 53.43089062365
'bar_max_pct' => 54.398511072435
'min_diff' => 0.28402892596444
'max_diff' => 1.1337486387539
'year' => 2029
]
4 => [
'items' => [
101 => 1.2557315824837
102 => 1.2460288132724
103 => 1.2820080622235
104 => 1.2066617908039
105 => 1.2316887998018
106 => 1.2368468316703
107 => 1.1776055403842
108 => 1.1371364508676
109 => 1.1344376239783
110 => 1.0642697997406
111 => 1.1017528850735
112 => 1.1347364490109
113 => 1.1189398815129
114 => 1.113939160152
115 => 1.1394867610605
116 => 1.1414720284515
117 => 1.0962077215476
118 => 1.1056196042871
119 => 1.1448687199061
120 => 1.1046306272763
121 => 1.0264545861518
122 => 1.0070658470846
123 => 1.0044790318876
124 => 0.95189523379703
125 => 1.0083614953399
126 => 0.98371245897471
127 => 1.0615784695115
128 => 1.0171018218967
129 => 1.0151845225124
130 => 1.0122862432863
131 => 0.96702519606036
201 => 0.97693448891323
202 => 1.0098744875841
203 => 1.0216278502055
204 => 1.0204018781916
205 => 1.0097130636202
206 => 1.0146063481954
207 => 0.99884337364538
208 => 0.99327713925382
209 => 0.97570857240066
210 => 0.94988763256698
211 => 0.95347819261988
212 => 0.90232015439293
213 => 0.8744465400043
214 => 0.86673149090986
215 => 0.85641460482668
216 => 0.86789681064514
217 => 0.9021752300983
218 => 0.86082818366542
219 => 0.78994157271433
220 => 0.7942019788174
221 => 0.80377384640507
222 => 0.78593673447969
223 => 0.76905540499764
224 => 0.78373235135673
225 => 0.75369675981507
226 => 0.80740350414614
227 => 0.8059508872234
228 => 0.82596944030723
301 => 0.83848745237262
302 => 0.80963748731644
303 => 0.80238179912341
304 => 0.8065149688708
305 => 0.73820287969581
306 => 0.82038688522707
307 => 0.82109761591967
308 => 0.81501190823252
309 => 0.85877235403141
310 => 0.95112054389241
311 => 0.91637544016937
312 => 0.90292108583149
313 => 0.87734434840011
314 => 0.91142383243103
315 => 0.90880705978022
316 => 0.89697302147172
317 => 0.88981575817829
318 => 0.90300323525011
319 => 0.88818168382974
320 => 0.88551932592565
321 => 0.86938833370082
322 => 0.86363030338993
323 => 0.85936728698154
324 => 0.85467412479125
325 => 0.86502607111989
326 => 0.84156719882725
327 => 0.81327809854393
328 => 0.81092616594768
329 => 0.81742005862996
330 => 0.8145469945315
331 => 0.81091241082212
401 => 0.80397300070095
402 => 0.80191422595503
403 => 0.80860424510374
404 => 0.8010516035372
405 => 0.81219593758231
406 => 0.80916529536617
407 => 0.79223637430653
408 => 0.77113667077689
409 => 0.77094883915735
410 => 0.76640294264234
411 => 0.76061305995036
412 => 0.75900244704002
413 => 0.7824962998717
414 => 0.83112787212143
415 => 0.82158033083392
416 => 0.82847940788554
417 => 0.86241603871198
418 => 0.87320347314161
419 => 0.86554680769784
420 => 0.85506589179586
421 => 0.855526998904
422 => 0.89134346133008
423 => 0.89357729015823
424 => 0.89922145494646
425 => 0.90647580174013
426 => 0.86678225432549
427 => 0.85365743639035
428 => 0.84743816951551
429 => 0.82828523470017
430 => 0.84894003284998
501 => 0.83690536649473
502 => 0.8385292541488
503 => 0.83747169518376
504 => 0.83804919389049
505 => 0.80738849201656
506 => 0.81855964030037
507 => 0.79998543959869
508 => 0.77511666991101
509 => 0.7750333010749
510 => 0.7811198972244
511 => 0.77749935166615
512 => 0.76775655666163
513 => 0.76914047470733
514 => 0.75701589640002
515 => 0.77061261803641
516 => 0.77100252336153
517 => 0.76576704491309
518 => 0.78671467057995
519 => 0.79529692990731
520 => 0.79185082583773
521 => 0.79505514205917
522 => 0.82197707427898
523 => 0.82636652391706
524 => 0.82831602749553
525 => 0.82570395096011
526 => 0.79554722555886
527 => 0.79688480456671
528 => 0.78707053730477
529 => 0.77877851567044
530 => 0.77911015304988
531 => 0.78337333005729
601 => 0.80199087408066
602 => 0.84117039791367
603 => 0.84265723220328
604 => 0.84445931873629
605 => 0.83712932715039
606 => 0.83491853154951
607 => 0.83783514160183
608 => 0.85254891079202
609 => 0.89039671989853
610 => 0.87701877639011
611 => 0.86614230007767
612 => 0.87568390208064
613 => 0.87421504724183
614 => 0.86181643419902
615 => 0.86146844642578
616 => 0.83767154392025
617 => 0.82887437089322
618 => 0.82152279465483
619 => 0.81349506532028
620 => 0.80873595827883
621 => 0.81604810966996
622 => 0.81772048520795
623 => 0.8017323383967
624 => 0.79955321306456
625 => 0.81260947887874
626 => 0.80686390308057
627 => 0.81277337027241
628 => 0.81414441735139
629 => 0.81392364719378
630 => 0.80792460618532
701 => 0.81174821603014
702 => 0.80270423887418
703 => 0.79287027207853
704 => 0.78659681394068
705 => 0.78112238966194
706 => 0.78415991842719
707 => 0.77333168300991
708 => 0.7698675125706
709 => 0.81045286304866
710 => 0.84043369781284
711 => 0.83999776460165
712 => 0.83734413329148
713 => 0.83340137543403
714 => 0.85226047349682
715 => 0.84569034083131
716 => 0.85047066129842
717 => 0.85168745348672
718 => 0.85537031696634
719 => 0.85668662410749
720 => 0.85270782969284
721 => 0.83935450966847
722 => 0.8060793057633
723 => 0.79058960852075
724 => 0.78547775042939
725 => 0.78566355676221
726 => 0.78053818862704
727 => 0.78204783924573
728 => 0.78001319375028
729 => 0.7761600674155
730 => 0.78392199873385
731 => 0.78481648901089
801 => 0.78300476149302
802 => 0.78343148890897
803 => 0.76843115885992
804 => 0.76957160137455
805 => 0.76322147253269
806 => 0.76203089992679
807 => 0.74597832718354
808 => 0.71753886771125
809 => 0.73329708894403
810 => 0.71426337363605
811 => 0.70705501724107
812 => 0.74117825528549
813 => 0.73775322861713
814 => 0.73189107178419
815 => 0.72321972004775
816 => 0.72000343133922
817 => 0.70046227929944
818 => 0.69930768378893
819 => 0.70899280639534
820 => 0.7045234555572
821 => 0.69824679430494
822 => 0.67551336350418
823 => 0.64995346050385
824 => 0.65072495331161
825 => 0.65885508289711
826 => 0.68249453116431
827 => 0.67325818975971
828 => 0.66655711809586
829 => 0.6653022088067
830 => 0.68101002589113
831 => 0.70323987795502
901 => 0.71366962717849
902 => 0.70333406245423
903 => 0.69146112220531
904 => 0.69218377306436
905 => 0.69699124547629
906 => 0.69749644285278
907 => 0.68976837930872
908 => 0.69194378392898
909 => 0.68863914538763
910 => 0.66835858475927
911 => 0.66799177372786
912 => 0.66301459708144
913 => 0.66286389015064
914 => 0.65439647106019
915 => 0.65321182059693
916 => 0.63639924605723
917 => 0.64746533353242
918 => 0.64004278304973
919 => 0.62885524866966
920 => 0.6269265135257
921 => 0.62686853341826
922 => 0.63835562973968
923 => 0.64733110012379
924 => 0.64017190149325
925 => 0.63854189074031
926 => 0.65594614112584
927 => 0.65373129162101
928 => 0.65181324623408
929 => 0.70124943852185
930 => 0.66211683477189
1001 => 0.64505278592598
1002 => 0.62393278510417
1003 => 0.63080956386804
1004 => 0.63225860219449
1005 => 0.58146880738433
1006 => 0.56086339395531
1007 => 0.5537923925651
1008 => 0.54972293129575
1009 => 0.55157743589727
1010 => 0.53303014703722
1011 => 0.54549423189501
1012 => 0.52943384750551
1013 => 0.5267412717976
1014 => 0.55545922858588
1015 => 0.5594551645051
1016 => 0.54240726043373
1017 => 0.55335477465252
1018 => 0.54938505381495
1019 => 0.52970915669977
1020 => 0.52895768215607
1021 => 0.5190850086249
1022 => 0.50363618627491
1023 => 0.49657565991373
1024 => 0.49289847648252
1025 => 0.49441575403311
1026 => 0.49364857207407
1027 => 0.48864219084947
1028 => 0.49393553198561
1029 => 0.48041323274235
1030 => 0.47502854422712
1031 => 0.47259640534861
1101 => 0.46059458645572
1102 => 0.4796948175474
1103 => 0.48345780369083
1104 => 0.48722820407941
1105 => 0.52004696530033
1106 => 0.51840743273459
1107 => 0.53322800864414
1108 => 0.53265210831758
1109 => 0.52842503999077
1110 => 0.51059173403892
1111 => 0.51769977194321
1112 => 0.49582233610815
1113 => 0.51221439855681
1114 => 0.50473374580414
1115 => 0.50968518233627
1116 => 0.50078205299846
1117 => 0.50570941237521
1118 => 0.48435014730302
1119 => 0.46440516611158
1120 => 0.47243160877331
1121 => 0.48115726988167
1122 => 0.5000767264217
1123 => 0.48880845418859
1124 => 0.49286095098416
1125 => 0.47928576509876
1126 => 0.45127627905703
1127 => 0.4514348097062
1128 => 0.44712616049851
1129 => 0.44340285850997
1130 => 0.49010275080517
1201 => 0.48429488098222
1202 => 0.47504080053455
1203 => 0.48742775495629
1204 => 0.4907030623128
1205 => 0.4907963057087
1206 => 0.49983350790124
1207 => 0.5046566643314
1208 => 0.50550676655698
1209 => 0.51972699946861
1210 => 0.52449343397118
1211 => 0.54412570311622
1212 => 0.50424745320582
1213 => 0.50342618689153
1214 => 0.48760206480748
1215 => 0.4775661564123
1216 => 0.48828923204139
1217 => 0.49778841320297
1218 => 0.48789723084503
1219 => 0.48918881044673
1220 => 0.47591070627049
1221 => 0.48065700372062
1222 => 0.48474515447999
1223 => 0.48248791792106
1224 => 0.47910872554086
1225 => 0.49700958867496
1226 => 0.49599955182288
1227 => 0.51266924711242
1228 => 0.52566446665195
1229 => 0.54895422324016
1230 => 0.5246501481179
1231 => 0.52376441102049
]
'min_raw' => 0.44340285850997
'max_raw' => 1.2820080622235
'avg_raw' => 0.86270546036675
'max_pct' => '224.23%'
'is_grow' => true
'min' => '$0.4434028'
'max' => '$1.28'
'avg' => '$0.8627054'
'bar_min_pct' => 52.917825637622
'bar_max_pct' => 53.28786768811
'min_diff' => -0.077967126778626
'max_diff' => -0.43306297820582
'year' => 2030
]
5 => [
'items' => [
101 => 0.53242263322432
102 => 0.52449210844247
103 => 0.52950392635219
104 => 0.54814674189251
105 => 0.54854063520791
106 => 0.54194241467204
107 => 0.54154091235278
108 => 0.54280817278332
109 => 0.55023055670714
110 => 0.54763694769734
111 => 0.55063833770562
112 => 0.5543916218699
113 => 0.56991679653287
114 => 0.57365986358388
115 => 0.56456615120769
116 => 0.56538721161728
117 => 0.56198591356059
118 => 0.55870030225597
119 => 0.56608587664376
120 => 0.57958315900126
121 => 0.57949919310822
122 => 0.58263030026549
123 => 0.58458095408497
124 => 0.57620731992588
125 => 0.57075639199538
126 => 0.57284662461549
127 => 0.57618895209439
128 => 0.57176275286085
129 => 0.54444220077647
130 => 0.55272951103524
131 => 0.55135009737942
201 => 0.54938564459109
202 => 0.55771859914016
203 => 0.55691486534552
204 => 0.53283991778214
205 => 0.53438111781418
206 => 0.53293364326071
207 => 0.5376107296684
208 => 0.52423953042757
209 => 0.52835242125765
210 => 0.53093198783031
211 => 0.53245137235878
212 => 0.53794043112732
213 => 0.53729635343531
214 => 0.53790039435366
215 => 0.54603921944962
216 => 0.58720260387748
217 => 0.58944303607
218 => 0.57841032855445
219 => 0.58281767759638
220 => 0.57435653121716
221 => 0.58003655546628
222 => 0.58392268380056
223 => 0.56636201711747
224 => 0.56532218840428
225 => 0.55682611986416
226 => 0.5613914258557
227 => 0.55412769576604
228 => 0.55590996105555
301 => 0.55092659193098
302 => 0.55989566417631
303 => 0.5699244805995
304 => 0.57245815567796
305 => 0.56579314736224
306 => 0.5609672420962
307 => 0.55249454220106
308 => 0.56658483095311
309 => 0.57070526077798
310 => 0.56656318808936
311 => 0.56560337934133
312 => 0.56378454349815
313 => 0.56598925396365
314 => 0.57068282003224
315 => 0.56846942095085
316 => 0.56993141003919
317 => 0.56435981523106
318 => 0.57621009194722
319 => 0.59503118329686
320 => 0.59509169618311
321 => 0.59287828517067
322 => 0.59197260507299
323 => 0.59424369909276
324 => 0.59547567443333
325 => 0.60281997604586
326 => 0.61070070428598
327 => 0.64747662435154
328 => 0.63715009315835
329 => 0.66977987724979
330 => 0.69558580001893
331 => 0.70332386790115
401 => 0.69620520955373
402 => 0.67185266388958
403 => 0.67065781181934
404 => 0.70705079642117
405 => 0.69676811136686
406 => 0.69554501869888
407 => 0.68253337915928
408 => 0.69022486965009
409 => 0.68854262785239
410 => 0.68588712687664
411 => 0.70056195493924
412 => 0.72803192304149
413 => 0.72375047090103
414 => 0.72055456548902
415 => 0.70655103828768
416 => 0.71498428946392
417 => 0.71198137024835
418 => 0.72488381689807
419 => 0.71724069332696
420 => 0.69669020991427
421 => 0.69996294213302
422 => 0.69946827524198
423 => 0.70964848480713
424 => 0.70659263858401
425 => 0.69887157222234
426 => 0.72793803367689
427 => 0.72605061934618
428 => 0.72872654134414
429 => 0.72990456496327
430 => 0.74759680784216
501 => 0.75484475366101
502 => 0.75649016425504
503 => 0.7633751522067
504 => 0.75631885948272
505 => 0.78454906143009
506 => 0.80332049844714
507 => 0.82512448851175
508 => 0.85698597835619
509 => 0.86896619327296
510 => 0.86680207467899
511 => 0.89095909264888
512 => 0.93436871696044
513 => 0.87557640088101
514 => 0.93748485247154
515 => 0.91788535146543
516 => 0.87141528715989
517 => 0.86842316286468
518 => 0.89989322994093
519 => 0.96969080983435
520 => 0.95220730770865
521 => 0.96971940658053
522 => 0.94929061303658
523 => 0.94827615124973
524 => 0.96872722567603
525 => 1.0165122758031
526 => 0.99381138968354
527 => 0.96126410294552
528 => 0.98529651298101
529 => 0.96447741531372
530 => 0.91756616137079
531 => 0.95219393840407
601 => 0.92903933004423
602 => 0.93579707573031
603 => 0.98446461851464
604 => 0.97860881100848
605 => 0.98618676815463
606 => 0.97281187214135
607 => 0.96031761023744
608 => 0.93699614255772
609 => 0.93009180571222
610 => 0.9319999160243
611 => 0.93009086014751
612 => 0.91704271331606
613 => 0.91422496725013
614 => 0.90952860035864
615 => 0.91098420083536
616 => 0.90215365710875
617 => 0.9188187176043
618 => 0.92191189968429
619 => 0.93403934096223
620 => 0.93529845214695
621 => 0.96907320348272
622 => 0.95047063800862
623 => 0.96295084499687
624 => 0.96183449781558
625 => 0.87242243436295
626 => 0.88474262781741
627 => 0.90390898254285
628 => 0.89527456571842
629 => 0.88306752047104
630 => 0.87320967693343
701 => 0.85827403595769
702 => 0.87929566381746
703 => 0.90693686905217
704 => 0.93599947872664
705 => 0.97091629999289
706 => 0.96312327196287
707 => 0.9353467330407
708 => 0.93659276828597
709 => 0.94429526787546
710 => 0.93431983106119
711 => 0.93137788000101
712 => 0.94389108897652
713 => 0.9439772605696
714 => 0.93249931494297
715 => 0.91974367882085
716 => 0.91969023223975
717 => 0.91742048999665
718 => 0.94969439513937
719 => 0.96744177970801
720 => 0.96947648874746
721 => 0.96730482757794
722 => 0.96814061377194
723 => 0.95781380172838
724 => 0.98141783173897
725 => 1.0030792238733
726 => 0.99727350805316
727 => 0.98856991470763
728 => 0.98163708338605
729 => 0.99564035332235
730 => 0.99501680975528
731 => 1.00289003051
801 => 1.0025328557386
802 => 0.99988538772564
803 => 0.99727360260259
804 => 1.0076290353927
805 => 1.0046468370523
806 => 1.0016600065342
807 => 0.99566946066923
808 => 0.99648367534471
809 => 0.98778158479727
810 => 0.98375559952946
811 => 0.92321444079089
812 => 0.90703586493651
813 => 0.91212597424558
814 => 0.91380177039475
815 => 0.90676083344952
816 => 0.91685572836069
817 => 0.91528244968192
818 => 0.92140315668375
819 => 0.91757920467922
820 => 0.91773614100333
821 => 0.92898156849615
822 => 0.93224616393879
823 => 0.93058576434815
824 => 0.93174865130627
825 => 0.95854689043217
826 => 0.95473703778791
827 => 0.95271312950383
828 => 0.95327376593016
829 => 0.96012129058755
830 => 0.96203822363064
831 => 0.95391604362659
901 => 0.95774651067026
902 => 0.97405615318357
903 => 0.97976360501741
904 => 0.99797905153872
905 => 0.99024080610273
906 => 1.0044446905039
907 => 1.0481025886922
908 => 1.0829795386617
909 => 1.0509052541188
910 => 1.114952331185
911 => 1.1648221676887
912 => 1.1629080803011
913 => 1.1542121207966
914 => 1.0974366377954
915 => 1.045190991863
916 => 1.0888966931528
917 => 1.0890081079735
918 => 1.0852537494721
919 => 1.0619357512597
920 => 1.084442333679
921 => 1.0862288244595
922 => 1.0852288646886
923 => 1.0673510101311
924 => 1.0400548306017
925 => 1.0453884387439
926 => 1.0541249976836
927 => 1.0375848689737
928 => 1.0322992956492
929 => 1.0421261820809
930 => 1.0737904576773
1001 => 1.0678045097944
1002 => 1.0676481925041
1003 => 1.0932586159838
1004 => 1.0749270798476
1005 => 1.0454557126232
1006 => 1.0380138037194
1007 => 1.0116000405816
1008 => 1.0298441208635
1009 => 1.0305006928335
1010 => 1.0205085965131
1011 => 1.04626651617
1012 => 1.0460291524058
1013 => 1.0704824635596
1014 => 1.1172280102414
1015 => 1.1034030518789
1016 => 1.0873261294546
1017 => 1.0890741366868
1018 => 1.1082454615749
1019 => 1.0966540409088
1020 => 1.1008223965986
1021 => 1.1082391522693
1022 => 1.1127138651132
1023 => 1.0884302943705
1024 => 1.0827686324129
1025 => 1.071186859021
1026 => 1.0681653905271
1027 => 1.0775985032932
1028 => 1.0751132113561
1029 => 1.0304455105018
1030 => 1.0257774872338
1031 => 1.025920648843
1101 => 1.0141826823832
1102 => 0.99627946609721
1103 => 1.0433280495513
1104 => 1.0395493898554
1105 => 1.0353780419962
1106 => 1.0358890083076
1107 => 1.0563112037605
1108 => 1.0444652990522
1109 => 1.0759595782249
1110 => 1.0694853012317
1111 => 1.0628449834633
1112 => 1.0619270892787
1113 => 1.0593711334631
1114 => 1.0506058099423
1115 => 1.0400211550767
1116 => 1.0330322491073
1117 => 0.95291764392345
1118 => 0.96778644864036
1119 => 0.98489165313297
1120 => 0.99079630117902
1121 => 0.98069599210705
1122 => 1.0510046317066
1123 => 1.0638506976724
1124 => 1.024939125934
1125 => 1.0176603596107
1126 => 1.051481826415
1127 => 1.0310833474258
1128 => 1.0402687812656
1129 => 1.0204148974677
1130 => 1.0607564565579
1201 => 1.0604491214683
1202 => 1.0447553438267
1203 => 1.058019617223
1204 => 1.0557146233027
1205 => 1.0379963869974
1206 => 1.0613181562523
1207 => 1.0613297235588
1208 => 1.046224803791
1209 => 1.0285855643943
1210 => 1.0254320850104
1211 => 1.023056361905
1212 => 1.0396844990162
1213 => 1.0545932347552
1214 => 1.0823346957766
1215 => 1.0893095581982
1216 => 1.1165329105727
1217 => 1.1003227297147
1218 => 1.1075084929321
1219 => 1.1153096553928
1220 => 1.1190498195547
1221 => 1.1129554227611
1222 => 1.1552444945776
1223 => 1.1588149879426
1224 => 1.1600121434832
1225 => 1.1457525064035
1226 => 1.1584184016399
1227 => 1.1524924487092
1228 => 1.1679101319578
1229 => 1.1703278215541
1230 => 1.1682801244779
1231 => 1.1690475373164
]
'min_raw' => 0.52423953042757
'max_raw' => 1.1703278215541
'avg_raw' => 0.84728367599084
'max_pct' => '195.98%'
'is_grow' => true
'min' => '$0.524239'
'max' => '$1.17'
'avg' => '$0.847283'
'bar_min_pct' => 53.449773750392
'bar_max_pct' => 53.001449945884
'min_diff' => 0.0808366719176
'max_diff' => -0.11168024066942
'year' => 2031
]
6 => [
'items' => [
101 => 1.1329612748245
102 => 1.1310900117441
103 => 1.105575206864
104 => 1.1159726784486
105 => 1.096535103685
106 => 1.1026989588718
107 => 1.1054159275067
108 => 1.1039967372784
109 => 1.1165605358917
110 => 1.1058787404559
111 => 1.0776877260511
112 => 1.0494890310233
113 => 1.0491350193774
114 => 1.0417108007249
115 => 1.0363444504526
116 => 1.0373781998965
117 => 1.0410212677711
118 => 1.036132708725
119 => 1.0371759306537
120 => 1.0545003656217
121 => 1.0579746575024
122 => 1.0461676561985
123 => 0.99876084222151
124 => 0.98712709116056
125 => 0.99548920071586
126 => 0.99149265093725
127 => 0.80021195213499
128 => 0.84515051501187
129 => 0.81844954691983
130 => 0.83075458146912
131 => 0.80349980722931
201 => 0.81650721404165
202 => 0.81410522095785
203 => 0.88636510023513
204 => 0.88523686161043
205 => 0.88577688973501
206 => 0.85999994031279
207 => 0.90106332066284
208 => 0.92129261841467
209 => 0.91754871378613
210 => 0.91849097392188
211 => 0.9022998229326
212 => 0.88593365546869
213 => 0.8677810570161
214 => 0.90150634121204
215 => 0.89775666531925
216 => 0.90635707272651
217 => 0.92823033026067
218 => 0.93145125052101
219 => 0.93578020001424
220 => 0.93422857977652
221 => 0.9711944688065
222 => 0.96671765573618
223 => 0.97750548716862
224 => 0.95531409943734
225 => 0.93020243779354
226 => 0.93497534370996
227 => 0.93451567448892
228 => 0.92866355772136
229 => 0.92338052836942
301 => 0.91458577298274
302 => 0.9424136804051
303 => 0.94128391818348
304 => 0.95957345534661
305 => 0.95634060199794
306 => 0.93475081612212
307 => 0.93552189954834
308 => 0.94070780615977
309 => 0.95865628815355
310 => 0.96398461963514
311 => 0.96151632419557
312 => 0.96735859641756
313 => 0.9719760901732
314 => 0.96793848254109
315 => 1.0251024920509
316 => 1.0013640098416
317 => 1.0129339808991
318 => 1.0156933508221
319 => 1.0086252827876
320 => 1.0101580936558
321 => 1.012479884455
322 => 1.0265773435348
323 => 1.063573155293
324 => 1.0799583484816
325 => 1.1292540106209
326 => 1.0785977862802
327 => 1.0755920555641
328 => 1.0844716929018
329 => 1.1134134650533
330 => 1.1368680530197
331 => 1.1446492929758
401 => 1.1456777122903
402 => 1.160275835735
403 => 1.1686432078546
404 => 1.15850323958
405 => 1.1499106781663
406 => 1.1191331897302
407 => 1.122695767821
408 => 1.1472383980279
409 => 1.1819063087488
410 => 1.2116549827287
411 => 1.2012380339469
412 => 1.2807119999322
413 => 1.2885915190377
414 => 1.2875028242726
415 => 1.3054535414244
416 => 1.2698250234781
417 => 1.254593141786
418 => 1.1517684874737
419 => 1.1806580211723
420 => 1.2226506550261
421 => 1.2170927724712
422 => 1.1865965993003
423 => 1.2116318486467
424 => 1.2033544122881
425 => 1.196825654801
426 => 1.2267351585115
427 => 1.1938484305671
428 => 1.2223225847578
429 => 1.1858041874808
430 => 1.2012856176915
501 => 1.1924976091514
502 => 1.1981845276946
503 => 1.1649389180936
504 => 1.1828774420428
505 => 1.164192616521
506 => 1.1641837574808
507 => 1.1637712889218
508 => 1.1857539032871
509 => 1.1864707555523
510 => 1.1702255703225
511 => 1.1678843853334
512 => 1.1765409733028
513 => 1.1664063759546
514 => 1.1711482902675
515 => 1.1665500037085
516 => 1.1655148325493
517 => 1.1572664126333
518 => 1.1537127665385
519 => 1.1551062427384
520 => 1.1503495900817
521 => 1.1474835348004
522 => 1.1632011583888
523 => 1.1548038661527
524 => 1.1619141529195
525 => 1.153811083759
526 => 1.1257223157094
527 => 1.1095681681707
528 => 1.0565110891552
529 => 1.0715580109469
530 => 1.0815341356619
531 => 1.0782370265031
601 => 1.0853204927881
602 => 1.0857553600885
603 => 1.0834524529918
604 => 1.0807859815946
605 => 1.0794880907835
606 => 1.0891615055472
607 => 1.0947772484097
608 => 1.0825353732404
609 => 1.0796672731703
610 => 1.0920444848589
611 => 1.0995945768388
612 => 1.1553402139885
613 => 1.1512103971324
614 => 1.1615754270056
615 => 1.1604084837062
616 => 1.171272686292
617 => 1.1890310659652
618 => 1.1529233147686
619 => 1.1591903718642
620 => 1.1576538341918
621 => 1.174429349597
622 => 1.1744817209249
623 => 1.1644239614404
624 => 1.1698764360255
625 => 1.1668330142929
626 => 1.1723328887068
627 => 1.1511552409105
628 => 1.1769473299406
629 => 1.1915697824151
630 => 1.1917728151819
701 => 1.1987037416039
702 => 1.2057459642608
703 => 1.2192628974024
704 => 1.2053689843318
705 => 1.180375187263
706 => 1.1821796586819
707 => 1.1675258046053
708 => 1.1677721385397
709 => 1.166457188692
710 => 1.1704034521698
711 => 1.1520212238262
712 => 1.1563354960766
713 => 1.1502954896617
714 => 1.1591772420699
715 => 1.149621944685
716 => 1.1576530932268
717 => 1.1611190707007
718 => 1.1739086021965
719 => 1.1477329204842
720 => 1.094358933535
721 => 1.1055787926888
722 => 1.0889837396994
723 => 1.0905196750354
724 => 1.0936225088564
725 => 1.0835652092585
726 => 1.0854838250799
727 => 1.0854152786217
728 => 1.0848245822764
729 => 1.0822082902197
730 => 1.0784141491198
731 => 1.0935288394867
801 => 1.0960971199091
802 => 1.1018060891455
803 => 1.1187921091621
804 => 1.1170948052045
805 => 1.1198631783799
806 => 1.1138198352819
807 => 1.090800008389
808 => 1.092050095741
809 => 1.0764614864301
810 => 1.1014074533574
811 => 1.0954999191184
812 => 1.0916912933637
813 => 1.0906520745398
814 => 1.1076801996146
815 => 1.1127752815202
816 => 1.1096003683949
817 => 1.1030885289479
818 => 1.1155931857386
819 => 1.1189389043667
820 => 1.1196878873822
821 => 1.1418437416854
822 => 1.1209261535169
823 => 1.125961224892
824 => 1.165243414436
825 => 1.1296198890912
826 => 1.1484904649657
827 => 1.1475668484744
828 => 1.1572203965464
829 => 1.1467749757666
830 => 1.1469044592759
831 => 1.1554761559757
901 => 1.1434387538744
902 => 1.1404581238317
903 => 1.1363404047755
904 => 1.1453312936911
905 => 1.1507209249731
906 => 1.1941573948578
907 => 1.222219335347
908 => 1.2210010925023
909 => 1.2321335516481
910 => 1.2271182768413
911 => 1.2109226315273
912 => 1.2385666232297
913 => 1.2298189075813
914 => 1.2305400586309
915 => 1.2305132173528
916 => 1.2363296835204
917 => 1.2322081841694
918 => 1.2240842858853
919 => 1.2294773086927
920 => 1.24549265839
921 => 1.2952047952611
922 => 1.3230243656524
923 => 1.2935300221923
924 => 1.3138748253661
925 => 1.3016751930564
926 => 1.2994581569581
927 => 1.3122361968204
928 => 1.32503660295
929 => 1.3242212724172
930 => 1.3149288348753
1001 => 1.3096797726947
1002 => 1.3494274300907
1003 => 1.3787128269765
1004 => 1.3767157592406
1005 => 1.3855301667453
1006 => 1.4114095397984
1007 => 1.4137756253395
1008 => 1.4134775529452
1009 => 1.407612963056
1010 => 1.433094566688
1011 => 1.454351768744
1012 => 1.406255479941
1013 => 1.4245699170905
1014 => 1.4327918579812
1015 => 1.4448641065488
1016 => 1.465232013426
1017 => 1.4873569626152
1018 => 1.4904856730182
1019 => 1.4882657032647
1020 => 1.4736737045239
1021 => 1.4978830879322
1022 => 1.5120643769529
1023 => 1.5205090100317
1024 => 1.5419231944665
1025 => 1.4328426338891
1026 => 1.3556299914568
1027 => 1.3435721223769
1028 => 1.3680922733031
1029 => 1.3745580415578
1030 => 1.3719516984818
1031 => 1.2850418495579
1101 => 1.3431145600087
1102 => 1.4055959135617
1103 => 1.407996076815
1104 => 1.4392755488271
1105 => 1.4494614271031
1106 => 1.474645501967
1107 => 1.4730702312274
1108 => 1.4792021526906
1109 => 1.4777925301363
1110 => 1.524440725689
1111 => 1.5759006127076
1112 => 1.5741187204526
1113 => 1.5667207528479
1114 => 1.5777079962818
1115 => 1.6308201144617
1116 => 1.6259304017241
1117 => 1.630680341144
1118 => 1.6933025217459
1119 => 1.7747202644297
1120 => 1.7368935487454
1121 => 1.8189666374362
1122 => 1.8706272962596
1123 => 1.9599690638828
1124 => 1.9487830345589
1125 => 1.9835631290745
1126 => 1.9287577074743
1127 => 1.8029133814773
1128 => 1.7829980351756
1129 => 1.8228690628086
1130 => 1.9208880936863
1201 => 1.8197820947061
1202 => 1.8402357066191
1203 => 1.8343450650122
1204 => 1.8340311777545
1205 => 1.8460109777061
1206 => 1.828633653052
1207 => 1.7578353062905
1208 => 1.790281771394
1209 => 1.7777526330103
1210 => 1.7916546461562
1211 => 1.8666780774781
1212 => 1.8335084301554
1213 => 1.7985669011844
1214 => 1.8423913326601
1215 => 1.8981948936372
1216 => 1.8947028070799
1217 => 1.8879266995798
1218 => 1.9261232627725
1219 => 1.9892127946239
1220 => 2.0062656415691
1221 => 2.0188537045539
1222 => 2.0205893857625
1223 => 2.0384679809303
1224 => 1.9423302687268
1225 => 2.0949032869853
1226 => 2.121248432494
1227 => 2.1162966370327
1228 => 2.1455781574924
1229 => 2.1369627913727
1230 => 2.1244804775748
1231 => 2.1708979158614
]
'min_raw' => 0.80021195213499
'max_raw' => 2.1708979158614
'avg_raw' => 1.4855549339982
'max_pct' => '449.04%'
'is_grow' => true
'min' => '$0.800211'
'max' => '$2.17'
'avg' => '$1.48'
'bar_min_pct' => 55.26581844176
'bar_max_pct' => 55.567535276936
'min_diff' => 0.27597242170742
'max_diff' => 1.0005700943073
'year' => 2032
]
7 => [
'items' => [
101 => 2.1176840685599
102 => 2.0421537117525
103 => 2.0007162641869
104 => 2.0552844378048
105 => 2.0886073172665
106 => 2.1106316208574
107 => 2.1172961618166
108 => 1.9497931656562
109 => 1.8595183408678
110 => 1.9173834685542
111 => 1.9879829179694
112 => 1.9419380852207
113 => 1.94374295549
114 => 1.8780951243595
115 => 1.9937912943512
116 => 1.9769353355413
117 => 2.0643840796644
118 => 2.0435137350594
119 => 2.1148247911511
120 => 2.0960462001884
121 => 2.1739950813776
122 => 2.2050910004657
123 => 2.2573058883079
124 => 2.2957153723575
125 => 2.3182701560477
126 => 2.3169160514359
127 => 2.4062893411653
128 => 2.3535890346767
129 => 2.2873850292186
130 => 2.2861876076308
131 => 2.3204756001756
201 => 2.3923338260981
202 => 2.4109656185852
203 => 2.4213782487896
204 => 2.4054309431653
205 => 2.348228537537
206 => 2.3235288288094
207 => 2.3445736962647
208 => 2.318837631773
209 => 2.3632652993501
210 => 2.4242739761712
211 => 2.4116759256621
212 => 2.4537893197087
213 => 2.4973722520887
214 => 2.5596978028241
215 => 2.5759920096948
216 => 2.6029257140389
217 => 2.6306493430699
218 => 2.6395534255419
219 => 2.6565540817555
220 => 2.6564644799055
221 => 2.7076971016813
222 => 2.7642082700422
223 => 2.7855399278619
224 => 2.8345908987839
225 => 2.7505928300311
226 => 2.8143063300803
227 => 2.8717775019771
228 => 2.8032580015835
301 => 2.8976961698801
302 => 2.9013629899535
303 => 2.9567276196136
304 => 2.9006049608735
305 => 2.8672795052635
306 => 2.963488846921
307 => 3.0100415167832
308 => 2.9960194737625
309 => 2.8893110340214
310 => 2.8272021451518
311 => 2.6646512030702
312 => 2.857199815644
313 => 2.9509846281087
314 => 2.8890681540139
315 => 2.9202952220811
316 => 3.090659980045
317 => 3.1555238495765
318 => 3.1420326181466
319 => 3.1443124141737
320 => 3.1793117808104
321 => 3.3345182469806
322 => 3.2415149347937
323 => 3.312612482193
324 => 3.3503223649723
325 => 3.3853494056923
326 => 3.2993340640938
327 => 3.1874293684906
328 => 3.1519844539535
329 => 2.8829117809055
330 => 2.8689053797499
331 => 2.861043162344
401 => 2.8114729937319
402 => 2.7725244196147
403 => 2.7415510674089
404 => 2.6602677417949
405 => 2.6876984780926
406 => 2.5581498222124
407 => 2.6410304613221
408 => 2.4342676784757
409 => 2.6064658680194
410 => 2.5127462223417
411 => 2.5756764438325
412 => 2.5754568862181
413 => 2.4595823964086
414 => 2.3927484089254
415 => 2.4353376269674
416 => 2.4809966494448
417 => 2.4884046722263
418 => 2.5476027866907
419 => 2.5641237079784
420 => 2.5140645451884
421 => 2.4299829793753
422 => 2.4495132094174
423 => 2.392352629437
424 => 2.2921809116712
425 => 2.364125988201
426 => 2.38869120053
427 => 2.3995405977437
428 => 2.3010332181206
429 => 2.2700800607438
430 => 2.2536008594785
501 => 2.4172669136687
502 => 2.4262329095725
503 => 2.3803616068647
504 => 2.5877042447991
505 => 2.540776220039
506 => 2.5932063213412
507 => 2.4477410457473
508 => 2.4532980151699
509 => 2.3844324225193
510 => 2.4229925528031
511 => 2.3957394955695
512 => 2.4198772753348
513 => 2.4343453610023
514 => 2.5031996534868
515 => 2.6072520734374
516 => 2.4929151182779
517 => 2.4430968695796
518 => 2.4740038308836
519 => 2.5563131417078
520 => 2.6810159609427
521 => 2.6071893820775
522 => 2.6399523641213
523 => 2.6471096181742
524 => 2.5926726321276
525 => 2.6830231302663
526 => 2.731442696225
527 => 2.7811111518813
528 => 2.824236880249
529 => 2.7612724784594
530 => 2.8286534139668
531 => 2.7743562742841
601 => 2.7256461268537
602 => 2.7257200000407
603 => 2.6951634130158
604 => 2.6359561752775
605 => 2.6250374522366
606 => 2.6818380283783
607 => 2.7273867114094
608 => 2.7311383191073
609 => 2.7563564104091
610 => 2.7712802170745
611 => 2.9175538103271
612 => 2.9763862595719
613 => 3.0483254648672
614 => 3.0763498396012
615 => 3.160693160256
616 => 3.0925790787977
617 => 3.0778421688165
618 => 2.8732528613978
619 => 2.9067543490263
620 => 2.9603934631323
621 => 2.8741373506329
622 => 2.9288470005934
623 => 2.9396478444045
624 => 2.8712064009364
625 => 2.9077639330729
626 => 2.8106779662713
627 => 2.6093682822084
628 => 2.6832472454921
629 => 2.7376470298591
630 => 2.6600118301224
701 => 2.7991699207533
702 => 2.7178766370128
703 => 2.6921105688328
704 => 2.5915879505963
705 => 2.6390307569335
706 => 2.7031978318202
707 => 2.6635500397634
708 => 2.7458251614272
709 => 2.8623486756767
710 => 2.9453902710262
711 => 2.9517651735855
712 => 2.8983749911306
713 => 2.9839330992462
714 => 2.9845562966579
715 => 2.8880464011884
716 => 2.8289346275827
717 => 2.8155043082472
718 => 2.8490558791164
719 => 2.8897936801132
720 => 2.9540258380202
721 => 2.9928399857944
722 => 3.0940466977564
723 => 3.1214303321895
724 => 3.1515166442322
725 => 3.1917212353964
726 => 3.2399971553345
727 => 3.1343721908595
728 => 3.1385688676077
729 => 3.0402123631658
730 => 2.93510433242
731 => 3.014868225855
801 => 3.1191489059752
802 => 3.0952268027357
803 => 3.0925350774371
804 => 3.0970618127671
805 => 3.0790253281474
806 => 2.9974469766757
807 => 2.9564788392741
808 => 3.0093381886087
809 => 3.037430580281
810 => 3.0809994298508
811 => 3.0756286495145
812 => 3.1878573270535
813 => 3.2314659975261
814 => 3.220309033499
815 => 3.2223621833873
816 => 3.3013135982563
817 => 3.3891238091876
818 => 3.4713696593025
819 => 3.5550336705809
820 => 3.4541734395229
821 => 3.4029628343858
822 => 3.4557991069821
823 => 3.4277634370181
824 => 3.5888647125508
825 => 3.6000190153323
826 => 3.7611086414091
827 => 3.9140018787518
828 => 3.8179723757437
829 => 3.9085238718166
830 => 4.0064626975911
831 => 4.1954025825121
901 => 4.131774276256
902 => 4.0830359908466
903 => 4.0369785466363
904 => 4.1328167766245
905 => 4.2561111284513
906 => 4.2826675509361
907 => 4.3256991006958
908 => 4.2804566877711
909 => 4.3349461908506
910 => 4.5273180806222
911 => 4.4753374978922
912 => 4.4015167141201
913 => 4.5533758455021
914 => 4.6083330748118
915 => 4.9940516914318
916 => 5.4810373781559
917 => 5.2794221061317
918 => 5.1542730007021
919 => 5.1836860090545
920 => 5.3615166963403
921 => 5.4186302690327
922 => 5.2633758902258
923 => 5.3182143614942
924 => 5.6203797297827
925 => 5.7824817552437
926 => 5.562325431461
927 => 4.9549228656709
928 => 4.3948699602321
929 => 4.5434212102655
930 => 4.5265801085937
1001 => 4.8512191009223
1002 => 4.4740977781853
1003 => 4.4804475340786
1004 => 4.8117997169699
1005 => 4.723400635389
1006 => 4.580205444527
1007 => 4.3959154435947
1008 => 4.0552383321094
1009 => 3.7534911139829
1010 => 4.3452868969632
1011 => 4.3197675866903
1012 => 4.2828118436652
1013 => 4.3650528507384
1014 => 4.764391836569
1015 => 4.7551857804114
1016 => 4.6966215481082
1017 => 4.7410420021487
1018 => 4.572418324164
1019 => 4.6158764854704
1020 => 4.3947812449905
1021 => 4.4947255274403
1022 => 4.5798982119596
1023 => 4.59699788938
1024 => 4.6355243357394
1025 => 4.3063200697829
1026 => 4.4541231202679
1027 => 4.5409435651549
1028 => 4.1486856366007
1029 => 4.5331898871128
1030 => 4.3005893559259
1031 => 4.2216412420984
1101 => 4.3279344767441
1102 => 4.2865118998291
1103 => 4.2508992006129
1104 => 4.2310267025465
1105 => 4.3090767229141
1106 => 4.305435596174
1107 => 4.1777306139964
1108 => 4.0111446706669
1109 => 4.0670563812455
1110 => 4.0467431326172
1111 => 3.973125299127
1112 => 4.0227348302483
1113 => 3.8042795619995
1114 => 3.4284386272943
1115 => 3.6767306610797
1116 => 3.6671716878687
1117 => 3.6623516201108
1118 => 3.8489362212128
1119 => 3.831000417056
1120 => 3.7984467568835
1121 => 3.9725274256291
1122 => 3.9089856398215
1123 => 4.1048064513528
1124 => 4.2337867027232
1125 => 4.2010731389016
1126 => 4.3223796887312
1127 => 4.0683444741314
1128 => 4.1527247822977
1129 => 4.1701154468647
1130 => 3.9703792971986
1201 => 3.8339349364319
1202 => 3.8248356531484
1203 => 3.5882599347701
1204 => 3.7146367739553
1205 => 3.8258431626093
1206 => 3.7725839324084
1207 => 3.7557236512011
1208 => 3.8418591713406
1209 => 3.8485526389563
1210 => 3.6959408679768
1211 => 3.7276736877497
1212 => 3.860004821345
1213 => 3.7243392827098
1214 => 3.4607633019814
1215 => 3.3953928145377
1216 => 3.3866711864956
1217 => 3.2093812399496
1218 => 3.3997611830899
1219 => 3.3166552360439
1220 => 3.579185927
1221 => 3.4292298043062
1222 => 3.4227654955704
1223 => 3.4129937448083
1224 => 3.2603929640607
1225 => 3.2938028367589
1226 => 3.4048623420749
1227 => 3.4444896247465
1228 => 3.4403561745071
1229 => 3.4043180899105
1230 => 3.420816140494
1231 => 3.3676701712628
]
'min_raw' => 1.8595183408678
'max_raw' => 5.7824817552437
'avg_raw' => 3.8210000480558
'max_pct' => '1362.43%'
'is_grow' => true
'min' => '$1.85'
'max' => '$5.78'
'avg' => '$3.82'
'bar_min_pct' => 62.236615494192
'bar_max_pct' => 64.829887174949
'min_diff' => 1.0593063887328
'max_diff' => 3.6115838393824
'year' => 2033
]
8 => [
'items' => [
101 => 3.3489032233896
102 => 3.289669573646
103 => 3.2026124722363
104 => 3.2147182961395
105 => 3.0422353985172
106 => 2.9482575615323
107 => 2.9222457348629
108 => 2.8874616331314
109 => 2.9261746917104
110 => 3.0417467761396
111 => 2.9023423223325
112 => 2.6633431643658
113 => 2.6777074209943
114 => 2.7099796408526
115 => 2.6498405726488
116 => 2.5929239916833
117 => 2.6424083410446
118 => 2.5411412471439
119 => 2.7222172853412
120 => 2.7173196859677
121 => 2.7848136353406
122 => 2.8270189869988
123 => 2.7297493155716
124 => 2.7052862562528
125 => 2.7192215266249
126 => 2.4889025485736
127 => 2.7659916611263
128 => 2.768387939278
129 => 2.7478695509203
130 => 2.895410949188
131 => 3.2067693188491
201 => 3.0896237758212
202 => 3.044261480818
203 => 2.9580277248573
204 => 3.0729290846211
205 => 3.0641064529317
206 => 3.0242071665484
207 => 3.0000759536504
208 => 3.0445384533183
209 => 2.9945665578969
210 => 2.9855902323434
211 => 2.9312034658274
212 => 2.9117898646214
213 => 2.8974168071663
214 => 2.8815934831756
215 => 2.9164957929724
216 => 2.8374025671916
217 => 2.7420238905045
218 => 2.7340941855495
219 => 2.7559887981169
220 => 2.746302061918
221 => 2.7340478091833
222 => 2.7106511034657
223 => 2.7037098006707
224 => 2.7262656673128
225 => 2.7008014089626
226 => 2.7383753092683
227 => 2.7281572874439
228 => 2.6710802481518
301 => 2.5999411245674
302 => 2.5993078371481
303 => 2.5839810296634
304 => 2.5644600359307
305 => 2.559029742054
306 => 2.6382409071645
307 => 2.8022056483524
308 => 2.7700154463135
309 => 2.7932761662712
310 => 2.9076958864825
311 => 2.9440664748166
312 => 2.9182514927016
313 => 2.8829143529839
314 => 2.8844690077925
315 => 3.0052267114875
316 => 3.0127582213426
317 => 3.0317879169891
318 => 3.0562464536863
319 => 2.9224168872628
320 => 2.878165647249
321 => 2.8571969547651
322 => 2.79262149782
323 => 2.8622605918541
324 => 2.8216848740037
325 => 2.8271599246057
326 => 2.8235942907186
327 => 2.825541367928
328 => 2.7221666708982
329 => 2.7598309772818
330 => 2.6972067628068
331 => 2.6133599695227
401 => 2.6130788856711
402 => 2.6336002695417
403 => 2.6213933474137
404 => 2.5885448338357
405 => 2.5932108101489
406 => 2.5523319478748
407 => 2.5981742441646
408 => 2.5994888371906
409 => 2.5818370560722
410 => 2.6524634385246
411 => 2.681399125041
412 => 2.6697803445711
413 => 2.6805839204299
414 => 2.7713530945383
415 => 2.7861524304546
416 => 2.7927253178794
417 => 2.7839185194709
418 => 2.6822430143053
419 => 2.686752755317
420 => 2.6536632680331
421 => 2.6257061381625
422 => 2.6268242767415
423 => 2.6411978756675
424 => 2.7039682251777
425 => 2.8360647252077
426 => 2.8410776908226
427 => 2.8471535513863
428 => 2.8224399729907
429 => 2.8149861212696
430 => 2.8248196756922
501 => 2.8744281757994
502 => 3.0020347066517
503 => 2.9569300360949
504 => 2.9202592368362
505 => 2.9524294141625
506 => 2.9474770675213
507 => 2.905674278004
508 => 2.9045010129308
509 => 2.8242680946867
510 => 2.794607811627
511 => 2.7698214590687
512 => 2.7427554091391
513 => 2.7267097474786
514 => 2.7513631764119
515 => 2.7570017072997
516 => 2.7030965540688
517 => 2.6957494808699
518 => 2.7397695926217
519 => 2.7203979826749
520 => 2.740322163898
521 => 2.7449447448483
522 => 2.7442004028482
523 => 2.7239742172485
524 => 2.7368657847962
525 => 2.7063733843846
526 => 2.6732174787474
527 => 2.6520660766368
528 => 2.6336086729689
529 => 2.6438499132745
530 => 2.6073417615618
531 => 2.5956620690651
601 => 2.7324984117805
602 => 2.833580889383
603 => 2.8321111101256
604 => 2.8231642068927
605 => 2.8098709235018
606 => 2.8734556893206
607 => 2.8513040283269
608 => 2.867421212533
609 => 2.8715237123496
610 => 2.8839407437005
611 => 2.8883787651285
612 => 2.8749639819689
613 => 2.8299423312077
614 => 2.7177526580409
615 => 2.6655280623315
616 => 2.648293075878
617 => 2.6489195349017
618 => 2.6316389983921
619 => 2.6367288908535
620 => 2.6298689415112
621 => 2.6168778570568
622 => 2.6430477504173
623 => 2.6460635868377
624 => 2.6399552210204
625 => 2.6413939622965
626 => 2.5908193022465
627 => 2.5946643838077
628 => 2.5732544810655
629 => 2.5692403824016
630 => 2.5151180126429
701 => 2.4192323894524
702 => 2.4723623325426
703 => 2.4081888324902
704 => 2.3838853556332
705 => 2.4989342351083
706 => 2.4873865185682
707 => 2.4676218475233
708 => 2.4383857797294
709 => 2.4275418377945
710 => 2.3616574793727
711 => 2.3577646799977
712 => 2.3904187470589
713 => 2.375350018668
714 => 2.3541878170335
715 => 2.2775404678913
716 => 2.1913634703902
717 => 2.1939646122555
718 => 2.2213759117805
719 => 2.301077962067
720 => 2.2699369921606
721 => 2.2473438611921
722 => 2.2431128469087
723 => 2.2960728488936
724 => 2.3710223471657
725 => 2.4061869748545
726 => 2.3713398967806
727 => 2.3313094497891
728 => 2.3337459176143
729 => 2.3499546464981
730 => 2.3516579547247
731 => 2.3256022489297
801 => 2.3329367774888
802 => 2.3217949579242
803 => 2.2534176318221
804 => 2.2521809028198
805 => 2.235400004261
806 => 2.2348918853218
807 => 2.206343390682
808 => 2.2023492589355
809 => 2.1456644900584
810 => 2.1829745765906
811 => 2.1579489294123
812 => 2.1202293761612
813 => 2.1137265109633
814 => 2.113531026983
815 => 2.1522605742341
816 => 2.1825219992815
817 => 2.1583842612594
818 => 2.1528885662021
819 => 2.2115682115029
820 => 2.2041006917615
821 => 2.1976338678258
822 => 2.3643114416488
823 => 2.2323731359546
824 => 2.1748405038968
825 => 2.1036329465747
826 => 2.1268184862984
827 => 2.1317040201847
828 => 1.960462680952
829 => 1.890990090952
830 => 1.8671497160834
831 => 1.853429243293
901 => 1.8596818350344
902 => 1.7971483557124
903 => 1.8391718880251
904 => 1.7850231807557
905 => 1.7759449737668
906 => 1.8727695701022
907 => 1.8862421470412
908 => 1.8287639482179
909 => 1.8656742567376
910 => 1.8522900657767
911 => 1.7859514049256
912 => 1.7834177560352
913 => 1.7501313479368
914 => 1.6980445647815
915 => 1.6742395072046
916 => 1.6618416265335
917 => 1.6669572337283
918 => 1.6643706261904
919 => 1.6474912623573
920 => 1.6653381315671
921 => 1.6197467555716
922 => 1.6015919022956
923 => 1.5933917762602
924 => 1.5529268059226
925 => 1.6173245685837
926 => 1.6300117390896
927 => 1.6427239072406
928 => 1.7533746520297
929 => 1.7478468535158
930 => 1.7978154599344
1001 => 1.7958737717754
1002 => 1.781621915787
1003 => 1.7214956796887
1004 => 1.7454609257504
1005 => 1.6716996233987
1006 => 1.7269666064016
1007 => 1.7017450633635
1008 => 1.7184391773298
1009 => 1.6884216551707
1010 => 1.7050345913267
1011 => 1.6330203378795
1012 => 1.5657744412785
1013 => 1.5928361531008
1014 => 1.6222553287339
1015 => 1.6860435973729
1016 => 1.6480518308133
1017 => 1.6617151066958
1018 => 1.615945419694
1019 => 1.5215094819444
1020 => 1.5220439790964
1021 => 1.5075170674723
1022 => 1.4949636948654
1023 => 1.652415642221
1024 => 1.6328340036204
1025 => 1.6016332252918
1026 => 1.6433967069543
1027 => 1.6544396343814
1028 => 1.6547540110007
1029 => 1.6852235691502
1030 => 1.7014851777965
1031 => 1.7043513568022
1101 => 1.7522958648888
1102 => 1.768366231596
1103 => 1.8345577976998
1104 => 1.7001054939164
1105 => 1.6973365371988
1106 => 1.6439844047874
1107 => 1.6101476389484
1108 => 1.6463012370931
1109 => 1.678328389591
1110 => 1.6449795776909
1111 => 1.6493342284932
1112 => 1.6045661732154
1113 => 1.6205686464444
1114 => 1.6343521321552
1115 => 1.6267417015016
1116 => 1.615348518464
1117 => 1.675702528319
1118 => 1.6722971185537
1119 => 1.7285001600633
1120 => 1.7723144500381
1121 => 1.8508374904142
1122 => 1.7688946042831
1123 => 1.765908279819
1124 => 1.795100080477
1125 => 1.7683617624834
1126 => 1.78525945648
1127 => 1.848115010674
1128 => 1.8494430494876
1129 => 1.8271966882779
1130 => 1.8258429951765
1201 => 1.8301156521954
1202 => 1.8551407378088
1203 => 1.8463962039523
1204 => 1.8565155999156
1205 => 1.8691700595214
1206 => 1.9215142698307
1207 => 1.9341342817257
1208 => 1.9034741955467
1209 => 1.9062424580422
1210 => 1.894774744173
1211 => 1.8836970762655
1212 => 1.9085980559582
1213 => 1.9541050857767
1214 => 1.953821988906
1215 => 1.9643787352937
1216 => 1.9709555008363
1217 => 1.9427232086405
1218 => 1.9243450245512
1219 => 1.9313923897653
1220 => 1.9426612802142
1221 => 1.927738040471
1222 => 1.8356248916585
1223 => 1.8635661367975
1224 => 1.8589153473492
1225 => 1.8522920576197
1226 => 1.8803871956702
1227 => 1.8776773510667
1228 => 1.7965069844976
1229 => 1.8017032480087
1230 => 1.7968229864922
1231 => 1.8125921098595
]
'min_raw' => 1.4949636948654
'max_raw' => 3.3489032233896
'avg_raw' => 2.4219334591275
'max_pct' => '746.96%'
'is_grow' => true
'min' => '$1.49'
'max' => '$3.34'
'avg' => '$2.42'
'bar_min_pct' => 59.837652853322
'bar_max_pct' => 58.588675081881
'min_diff' => -0.36455464600245
'max_diff' => -2.4335785318542
'year' => 2034
]
9 => [
'items' => [
101 => 1.7675101780717
102 => 1.7813770766582
103 => 1.7900742654576
104 => 1.7951969764753
105 => 1.8137037213473
106 => 1.8115321684406
107 => 1.8135687345696
108 => 1.8410093516153
109 => 1.9797945761495
110 => 1.9873483497086
111 => 1.9501508060409
112 => 1.965010491047
113 => 1.9364831452911
114 => 1.9556337436137
115 => 1.9687360966135
116 => 1.9095290828448
117 => 1.9060232277398
118 => 1.8773781394802
119 => 1.8927703873702
120 => 1.8682802142355
121 => 1.8742892460928
122 => 1.8574874691616
123 => 1.8877273224374
124 => 1.9215401771978
125 => 1.9300826396204
126 => 1.9076110987479
127 => 1.8913402222095
128 => 1.862773922968
129 => 1.9102803152481
130 => 1.9241726320818
131 => 1.9102073448219
201 => 1.9069712826162
202 => 1.9008389505839
203 => 1.9082722858463
204 => 1.9240969715408
205 => 1.9166343420033
206 => 1.9215635402875
207 => 1.9027785193956
208 => 1.942732554704
209 => 2.0061891782359
210 => 2.0063932016568
211 => 1.9989305318929
212 => 1.995876968211
213 => 2.0035341202614
214 => 2.0076878111359
215 => 2.0324496367853
216 => 2.0590200622618
217 => 2.1830126443755
218 => 2.1481960234823
219 => 2.2582096186854
220 => 2.3452160890135
221 => 2.3713055251331
222 => 2.3473044715059
223 => 2.2651981635588
224 => 2.2611696363821
225 => 2.3838711248442
226 => 2.3492023342694
227 => 2.3450785919457
228 => 2.3012089407943
301 => 2.3271413379868
302 => 2.3214695423155
303 => 2.3125163353746
304 => 2.3619935427514
305 => 2.4546104581001
306 => 2.4401752432871
307 => 2.4294000250595
308 => 2.3821861554051
309 => 2.4106194505366
310 => 2.4004948987442
311 => 2.4439963984438
312 => 2.4182270736979
313 => 2.3489396840831
314 => 2.3599739292535
315 => 2.3583061252938
316 => 2.3926294126022
317 => 2.3823264137086
318 => 2.3562942994026
319 => 2.4542939035522
320 => 2.4479303543611
321 => 2.4569524122041
322 => 2.460924201083
323 => 2.5205748331822
324 => 2.5450117885458
325 => 2.5505594052425
326 => 2.573772622816
327 => 2.5499818392425
328 => 2.6451619360778
329 => 2.7084511465607
330 => 2.7819648213695
331 => 2.8893880588782
401 => 2.929780189902
402 => 2.9224837129685
403 => 3.0039307856431
404 => 3.1502893647727
405 => 2.9520669663625
406 => 3.16079563321
407 => 3.0947145471745
408 => 2.938037480932
409 => 2.9279493249673
410 => 3.0340528532848
411 => 3.2693802670069
412 => 3.2104334189309
413 => 3.2694766829332
414 => 3.2005995792069
415 => 3.1971792504651
416 => 3.2661314757418
417 => 3.4272421084909
418 => 3.3507044860135
419 => 3.2409690363973
420 => 3.3219959847212
421 => 3.251802943393
422 => 3.0936383754852
423 => 3.2103883433871
424 => 3.1323209646988
425 => 3.1551051760902
426 => 3.3191911944469
427 => 3.2994479306004
428 => 3.3249975421947
429 => 3.2799031464806
430 => 3.23777787015
501 => 3.159147913615
502 => 3.1358694598949
503 => 3.1423027870321
504 => 3.1358662718575
505 => 3.0918735338228
506 => 3.0823733062327
507 => 3.0665391773682
508 => 3.0714468360022
509 => 3.0416740412991
510 => 3.0978614562772
511 => 3.108290335619
512 => 3.1491788505985
513 => 3.1534240318661
514 => 3.2672979640725
515 => 3.2045781157869
516 => 3.246656004988
517 => 3.2428921625254
518 => 2.9414331480439
519 => 2.9829715404441
520 => 3.0475922435531
521 => 3.0184807043938
522 => 2.9773237990736
523 => 2.9440873913338
524 => 2.893730835011
525 => 2.9646067210234
526 => 3.0578009743195
527 => 3.1557875919236
528 => 3.2735120926374
529 => 3.2472373545423
530 => 3.1535868142702
531 => 3.1577879090951
601 => 3.1837574242324
602 => 3.1501245425503
603 => 3.1402055491504
604 => 3.1823947068557
605 => 3.1826852403981
606 => 3.1439865453534
607 => 3.1009800275975
608 => 3.1007998287178
609 => 3.0931472342769
610 => 3.2019609587576
611 => 3.2617975049136
612 => 3.268657668499
613 => 3.2613357612454
614 => 3.2641536727512
615 => 3.2293361049514
616 => 3.3089187401128
617 => 3.3819516360439
618 => 3.3623772598141
619 => 3.3330324871841
620 => 3.3096579623486
621 => 3.3568709646159
622 => 3.3547686439451
623 => 3.3813137574104
624 => 3.3801095177316
625 => 3.3711833944855
626 => 3.3623775785941
627 => 3.3972916432392
628 => 3.3872369533241
629 => 3.3771666456984
630 => 3.3569691020682
701 => 3.3597142836932
702 => 3.330374577852
703 => 3.3168006874362
704 => 3.1126819439004
705 => 3.0581347458553
706 => 3.0752964047709
707 => 3.0809464684882
708 => 3.0572074579948
709 => 3.0912431009908
710 => 3.0859386820826
711 => 3.1065750730734
712 => 3.0936823519103
713 => 3.094211473684
714 => 3.1321262176067
715 => 3.1431330290683
716 => 3.1375348759231
717 => 3.1414556304925
718 => 3.2318077646988
719 => 3.2189625805133
720 => 3.2121388324287
721 => 3.2140290572825
722 => 3.2371159647438
723 => 3.2435790383346
724 => 3.2161945413784
725 => 3.2291092284508
726 => 3.2840983268873
727 => 3.3033413992267
728 => 3.3647560489351
729 => 3.3386660141806
730 => 3.3865554021228
731 => 3.5337510539615
801 => 3.6513411258147
802 => 3.5432004361233
803 => 3.7591396280763
804 => 3.927279263649
805 => 3.9208257843845
806 => 3.8915067497826
807 => 3.7000842449065
808 => 3.5239344019708
809 => 3.6712912253039
810 => 3.6716668681508
811 => 3.6590087863422
812 => 3.5803905273585
813 => 3.6562730413445
814 => 3.6622963197399
815 => 3.6589248855575
816 => 3.598648450725
817 => 3.506617475683
818 => 3.5246001079152
819 => 3.5540560263472
820 => 3.498289827607
821 => 3.4804691481164
822 => 3.5136011818125
823 => 3.6203594977146
824 => 3.6001774565021
825 => 3.599650421844
826 => 3.6859977526685
827 => 3.6241916987184
828 => 3.524826926496
829 => 3.4997360110495
830 => 3.4106801644803
831 => 3.4721913549117
901 => 3.474405033149
902 => 3.4407159827789
903 => 3.5275606072626
904 => 3.5267603187592
905 => 3.60920636459
906 => 3.7668122388976
907 => 3.7202004265508
908 => 3.6659959601422
909 => 3.6718894885676
910 => 3.7365269489271
911 => 3.697445664864
912 => 3.7114995670975
913 => 3.7365056766628
914 => 3.7515924834304
915 => 3.6697187292465
916 => 3.6506300406719
917 => 3.6115812830675
918 => 3.6013941910881
919 => 3.6331985893779
920 => 3.6248192540945
921 => 3.474218982065
922 => 3.4584804157059
923 => 3.4589630950666
924 => 3.4193877216286
925 => 3.3590257779578
926 => 3.5176533619004
927 => 3.5049133469182
928 => 3.4908493563767
929 => 3.49257211497
930 => 3.5614269727718
1001 => 3.5214876779931
1002 => 3.627672839084
1003 => 3.6058443621818
1004 => 3.5834560672135
1005 => 3.5803613228847
1006 => 3.5717437394015
1007 => 3.5421908391759
1008 => 3.5065039362995
1009 => 3.4829403518739
1010 => 3.2128283670732
1011 => 3.2629595802831
1012 => 3.3206309714772
1013 => 3.3405389046138
1014 => 3.3064850073966
1015 => 3.543535494599
1016 => 3.5868469028862
1017 => 3.455653822051
1018 => 3.4311129532049
1019 => 3.5451443898749
1020 => 3.4763694937867
1021 => 3.5073388252841
1022 => 3.4404000699054
1023 => 3.5764144529358
1024 => 3.5753782512236
1025 => 3.5224655842006
1026 => 3.5671870080381
1027 => 3.5594155601061
1028 => 3.4996772893553
1029 => 3.5783082626719
1030 => 3.5783472626536
1031 => 3.5274199710646
1101 => 3.4679480439062
1102 => 3.4573158679945
1103 => 3.4493059516769
1104 => 3.5053688768867
1105 => 3.5556347203257
1106 => 3.6491669930061
1107 => 3.67268322863
1108 => 3.7644686618344
1109 => 3.7098149053128
1110 => 3.7340422076942
1111 => 3.7603443715903
1112 => 3.7729545961922
1113 => 3.7524069119054
1114 => 3.8949874700633
1115 => 3.9070256377273
1116 => 3.9110619312152
1117 => 3.8629845692249
1118 => 3.905688519319
1119 => 3.8857087552761
1120 => 3.9376905507774
1121 => 3.9458419600488
1122 => 3.9389380063907
1123 => 3.9415253923547
1124 => 3.819858038901
1125 => 3.813548944778
1126 => 3.727523998738
1127 => 3.7625798001136
1128 => 3.6970446597102
1129 => 3.7178265278189
1130 => 3.7269869772643
1201 => 3.7222020783249
1202 => 3.7645618025261
1203 => 3.7285473834352
1204 => 3.6334994101356
1205 => 3.5384255410793
1206 => 3.5372319660988
1207 => 3.5122006945695
1208 => 3.4941076699598
1209 => 3.4975930283842
1210 => 3.509875886074
1211 => 3.4933937679419
1212 => 3.49691106351
1213 => 3.5553216055582
1214 => 3.567035423201
1215 => 3.5272272939666
1216 => 3.367391910805
1217 => 3.3281679068605
1218 => 3.35636134305
1219 => 3.3428866964413
1220 => 2.6979704656375
1221 => 2.8494839678872
1222 => 2.7594597897628
1223 => 2.8009470728558
1224 => 2.7090556986387
1225 => 2.7529110788547
1226 => 2.7448125914708
1227 => 2.9884418194778
1228 => 2.9846378841836
1229 => 2.9864586267092
1230 => 2.899549842043
1231 => 3.0379978958468
]
'min_raw' => 1.7675101780717
'max_raw' => 3.9458419600488
'avg_raw' => 2.8566760690603
'max_pct' => '897.93%'
'is_grow' => true
'min' => '$1.76'
'max' => '$3.94'
'avg' => '$2.85'
'bar_min_pct' => 61.631153054958
'bar_max_pct' => 60.119598047091
'min_diff' => 0.27254648320639
'max_diff' => 0.59693873665928
'year' => 2035
]
10 => [
'items' => [
101 => 3.1062023855816
102 => 3.0935795497354
103 => 3.0967564455696
104 => 3.0421668495792
105 => 2.9869871733253
106 => 2.9257844202684
107 => 3.0394915705592
108 => 3.0268492764926
109 => 3.0558461505275
110 => 3.129593365446
111 => 3.1404529229812
112 => 3.1550482784352
113 => 3.1498168824731
114 => 3.2744499582136
115 => 3.2593560703859
116 => 3.2957279972427
117 => 3.2209081841535
118 => 3.1362424636812
119 => 3.152334649212
120 => 3.1507848423402
121 => 3.1310540220767
122 => 3.1132419197673
123 => 3.0835897879509
124 => 3.1774135207078
125 => 3.1736044485001
126 => 3.2352688999803
127 => 3.2243691092047
128 => 3.1515776387736
129 => 3.1541774003805
130 => 3.1716620465893
131 => 3.2321766067543
201 => 3.2501414483568
202 => 3.2418194179514
203 => 3.2615170466422
204 => 3.2770852492225
205 => 3.2634721731941
206 => 3.45620462232
207 => 3.3761686721834
208 => 3.4151776373934
209 => 3.4244810457418
210 => 3.400650560887
211 => 3.4058185397463
212 => 3.4136466195282
213 => 3.461177187069
214 => 3.5859111493767
215 => 3.6411549721899
216 => 3.8073587388057
217 => 3.6365677417364
218 => 3.6264337107737
219 => 3.6563720280141
220 => 3.7539512334731
221 => 3.8330300143488
222 => 3.8592650081296
223 => 3.8627323956503
224 => 3.9119509880525
225 => 3.940162167345
226 => 3.9059745563574
227 => 3.8770041356374
228 => 3.7732356845595
229 => 3.7852471653239
301 => 3.8679943565781
302 => 3.9848796380099
303 => 4.0851793693193
304 => 4.0500578992133
305 => 4.318009924228
306 => 4.3445762730223
307 => 4.3409056626119
308 => 4.4014277587681
309 => 4.2813037230085
310 => 4.2299483704276
311 => 3.8832678694253
312 => 3.9806709492931
313 => 4.1222520461632
314 => 4.1035132570906
315 => 4.0006932800699
316 => 4.0851013711466
317 => 4.0571934165516
318 => 4.0351812548604
319 => 4.1360232348352
320 => 4.0251433354927
321 => 4.1211459343486
322 => 3.9980216082962
323 => 4.0502183311303
324 => 4.0205889467783
325 => 4.0397627896948
326 => 3.9276728957907
327 => 3.988153881713
328 => 3.9251566879333
329 => 3.925126819061
330 => 3.9237361525167
331 => 3.9978520716261
401 => 4.0002689890875
402 => 3.9454972128826
403 => 3.9376037442355
404 => 3.9667900349581
405 => 3.9326205324236
406 => 3.9486082275992
407 => 3.9331047834236
408 => 3.9296146315871
409 => 3.901804507954
410 => 3.8898231420376
411 => 3.8945213443352
412 => 3.8784839578042
413 => 3.8688208523217
414 => 3.9218139176193
415 => 3.8935018605649
416 => 3.9174746888237
417 => 3.8901546254107
418 => 3.7954513828363
419 => 3.7409865465632
420 => 3.5621009003354
421 => 3.6128326476986
422 => 3.6464678486862
423 => 3.6353514149605
424 => 3.6592338160922
425 => 3.6607000015569
426 => 3.6529355894967
427 => 3.6439453950138
428 => 3.6395694655284
429 => 3.6721840587804
430 => 3.6911179279199
501 => 3.6498435910863
502 => 3.6401735914555
503 => 3.6819042248129
504 => 3.7073598870538
505 => 3.8953101947402
506 => 3.8813862288753
507 => 3.9163326507559
508 => 3.9123982199487
509 => 3.9490276374811
510 => 4.0089012543998
511 => 3.8871614502775
512 => 3.9082912708275
513 => 3.9031107267874
514 => 3.9596705482049
515 => 3.9598471217936
516 => 3.9259366834812
517 => 3.9443200822244
518 => 3.9340589733681
519 => 3.9526021839435
520 => 3.8812002658221
521 => 3.9681600947332
522 => 4.0174607141581
523 => 4.0181452533067
524 => 4.0415133556402
525 => 4.0652567010003
526 => 4.1108299848094
527 => 4.0639856868498
528 => 3.9797173550209
529 => 3.9858012563939
530 => 3.9363947642753
531 => 3.9372252963338
601 => 3.9327918511154
602 => 3.94609695395
603 => 3.8841199876835
604 => 3.8986658577884
605 => 3.878301554461
606 => 3.9082470028091
607 => 3.8760306505465
608 => 3.9031082285722
609 => 3.9147940136122
610 => 3.9579148119868
611 => 3.8696616735661
612 => 3.6897075501141
613 => 3.7275360885966
614 => 3.6715847088134
615 => 3.6767632220343
616 => 3.6872246428947
617 => 3.6533157551222
618 => 3.6597845023174
619 => 3.6595533931477
620 => 3.6575618191786
621 => 3.6487408078456
622 => 3.6359485962289
623 => 3.6869088300749
624 => 3.6955679668307
625 => 3.7148161551986
626 => 3.7720857076108
627 => 3.7663631288158
628 => 3.775696892258
629 => 3.7553213390705
630 => 3.6777083855081
701 => 3.6819231422938
702 => 3.6293650576402
703 => 3.7134721268074
704 => 3.6935544626695
705 => 3.6807134150277
706 => 3.6772096162072
707 => 3.7346211287627
708 => 3.7517995531345
709 => 3.7410951118672
710 => 3.7191399905294
711 => 3.7613003139468
712 => 3.7725806378921
713 => 3.7751058864211
714 => 3.8498058960765
715 => 3.7792807871472
716 => 3.7962568818258
717 => 3.928699526468
718 => 3.8085923236132
719 => 3.8722157876756
720 => 3.8691017501903
721 => 3.901649361504
722 => 3.866431896069
723 => 3.8668684587608
724 => 3.8957685326412
725 => 3.855183591032
726 => 3.8451341887422
727 => 3.8312510114541
728 => 3.8615644211568
729 => 3.879735939316
730 => 4.0261850301699
731 => 4.1207978217514
801 => 4.1166904309453
802 => 4.1542242941991
803 => 4.1373149450325
804 => 4.0827101961126
805 => 4.1759138441792
806 => 4.1464203101246
807 => 4.1488517212374
808 => 4.1487612239944
809 => 4.1683718457712
810 => 4.1544759229552
811 => 4.1270856326978
812 => 4.145268585622
813 => 4.1992654552823
814 => 4.366873395534
815 => 4.4606690194087
816 => 4.3612267812035
817 => 4.4298207055328
818 => 4.3886887934495
819 => 4.3812139014556
820 => 4.4242959549856
821 => 4.4674534179472
822 => 4.4647044741314
823 => 4.4333743721815
824 => 4.4156767925619
825 => 4.5496887945655
826 => 4.6484265548068
827 => 4.6416933015047
828 => 4.671411691809
829 => 4.7586658048975
830 => 4.7666432274941
831 => 4.7656382556059
901 => 4.7458653813421
902 => 4.8317783870561
903 => 4.9034485279183
904 => 4.7412885322433
905 => 4.8030369357661
906 => 4.8307577835168
907 => 4.8714602124198
908 => 4.9401320324982
909 => 5.014727843404
910 => 5.0252765089675
911 => 5.0177917259501
912 => 4.9685937834147
913 => 5.0502174098209
914 => 5.0980306158602
915 => 5.1265022858708
916 => 5.1987017037835
917 => 4.8309289780352
918 => 4.5706011632602
919 => 4.5299472158038
920 => 4.6126186165938
921 => 4.6344184056901
922 => 4.62563093804
923 => 4.3326083145412
924 => 4.5284045123335
925 => 4.7390647581461
926 => 4.7471570761287
927 => 4.8526179998805
928 => 4.8869603996434
929 => 4.9718702663429
930 => 4.9665591310624
1001 => 4.9872333323926
1002 => 4.982480691534
1003 => 5.1397583397129
1004 => 5.313258941611
1005 => 5.3072511674654
1006 => 5.2823084031766
1007 => 5.3193526615188
1008 => 5.4984238761321
1009 => 5.4819378682482
1010 => 5.4979526206326
1011 => 5.709087674673
1012 => 5.9835932785369
1013 => 5.8560578656301
1014 => 6.1327730143113
1015 => 6.3069505323664
1016 => 6.6081725395511
1017 => 6.570458060702
1018 => 6.6877215776298
1019 => 6.5029412723126
1020 => 6.0786483410434
1021 => 6.011502360542
1022 => 6.1459303139129
1023 => 6.4764083199875
1024 => 6.1355223854302
1025 => 6.2044831660204
1026 => 6.1846224565712
1027 => 6.1835641637672
1028 => 6.2239548957067
1029 => 6.1653660323896
1030 => 5.9266644633002
1031 => 6.0360599857367
1101 => 5.9938171209195
1102 => 6.0406887288483
1103 => 6.2936354655189
1104 => 6.1818016837398
1105 => 6.0639938792742
1106 => 6.2117510097187
1107 => 6.3998966116332
1108 => 6.3881227979955
1109 => 6.3652766784662
1110 => 6.4940590580693
1111 => 6.7067698194769
1112 => 6.7642646835443
1113 => 6.8067062167681
1114 => 6.8125581871441
1115 => 6.8728371189961
1116 => 6.5487021101813
1117 => 7.0631126935477
1118 => 7.1519371909895
1119 => 7.1352418668687
1120 => 7.233966557469
1121 => 7.2049192490907
1122 => 7.1628342566336
1123 => 7.319333890579
1124 => 7.1399196891298
1125 => 6.8852638177927
1126 => 6.7455545702551
1127 => 6.9295349774361
1128 => 7.0418853920702
1129 => 7.1161418693149
1130 => 7.1386118344621
1201 => 6.5738637882216
1202 => 6.2694959136605
1203 => 6.4645922316694
1204 => 6.7026232044688
1205 => 6.547379836109
1206 => 6.5534650822341
1207 => 6.3321288361924
1208 => 6.7222065509679
1209 => 6.6653755089951
1210 => 6.9602150552824
1211 => 6.8898492313257
1212 => 7.1302794357177
1213 => 7.0669661052077
1214 => 7.3297762003541
1215 => 7.4346182626073
1216 => 7.6106644024945
1217 => 7.7401646596321
1218 => 7.8162096875686
1219 => 7.811644229329
1220 => 8.1129725154956
1221 => 7.9352897527516
1222 => 7.7120783261333
1223 => 7.7080411356488
1224 => 7.8236454964248
1225 => 8.0659205221037
1226 => 8.128738911304
1227 => 8.1638458210247
1228 => 8.1100783667072
1229 => 7.9172164623869
1230 => 7.8339396699334
1231 => 7.9048939098647
]
'min_raw' => 2.9257844202684
'max_raw' => 8.1638458210247
'avg_raw' => 5.5448151206466
'max_pct' => '1964.7%'
'is_grow' => true
'min' => '$2.92'
'max' => '$8.16'
'avg' => '$5.54'
'bar_min_pct' => 69.253210997108
'bar_max_pct' => 70.937188834135
'min_diff' => 1.1582742421967
'max_diff' => 4.2180038609759
'year' => 2036
]
11 => [
'items' => [
101 => 7.8181229715961
102 => 7.967913954673
103 => 8.1736089680651
104 => 8.1311337612059
105 => 8.2731220094974
106 => 8.4200649088797
107 => 8.6301998546151
108 => 8.6851369107048
109 => 8.775945775352
110 => 8.869417926232
111 => 8.8994386619496
112 => 8.9567575613216
113 => 8.9564554624286
114 => 9.1291898236932
115 => 9.3197211733059
116 => 9.3916423469738
117 => 9.5570211200665
118 => 9.2738157667086
119 => 9.4886302804592
120 => 9.6823983490183
121 => 9.4513800695624
122 => 9.7697849474367
123 => 9.7821478873236
124 => 9.9688136016573
125 => 9.7795921393563
126 => 9.6672330390582
127 => 9.9916095515782
128 => 10.148565128222
129 => 10.10128883119
130 => 9.7415138764577
131 => 9.5321094213298
201 => 8.9840575711571
202 => 9.6332486617647
203 => 9.9494507048359
204 => 9.740694989555
205 => 9.8459792297479
206 => 10.420375905711
207 => 10.639068970487
208 => 10.593582341793
209 => 10.601268833269
210 => 10.719271641462
211 => 11.242561078325
212 => 10.928993918003
213 => 11.168704262931
214 => 11.295845765542
215 => 11.413941878839
216 => 11.123935149241
217 => 10.746640655078
218 => 10.627135651031
219 => 9.7199383477958
220 => 9.6727147884042
221 => 9.6462067734974
222 => 9.4790774891431
223 => 9.3477596522045
224 => 9.2433308327522
225 => 8.9692784254241
226 => 9.0617630680045
227 => 8.6249807299062
228 => 8.9044185912059
301 => 8.2073034331226
302 => 8.7878816516632
303 => 8.4718993229639
304 => 8.684072958368
305 => 8.683332704542
306 => 8.2926537720508
307 => 8.0673183170512
308 => 8.2109108391641
309 => 8.3648534212576
310 => 8.3898300872773
311 => 8.5894206632741
312 => 8.6451221028498
313 => 8.476344140484
314 => 8.1928572709578
315 => 8.2587048051017
316 => 8.0659839188734
317 => 7.7282479786603
318 => 7.9708158272252
319 => 8.0536391556807
320 => 8.0902186558675
321 => 7.7580941479027
322 => 7.6537334167263
323 => 7.5981726391193
324 => 8.1499841676205
325 => 8.1802136487959
326 => 8.0255553490847
327 => 8.7246255290811
328 => 8.5664044171924
329 => 8.7431761642856
330 => 8.2527298315593
331 => 8.271465541943
401 => 8.0392803882793
402 => 8.1692885597134
403 => 8.0774029745027
404 => 8.1587851842273
405 => 8.2075653451848
406 => 8.4397123995496
407 => 8.790532398121
408 => 8.4050373710495
409 => 8.2370716673639
410 => 8.3412766452555
411 => 8.6187882333521
412 => 9.0392324948752
413 => 8.7903210298242
414 => 8.900783711223
415 => 8.924914892966
416 => 8.7413767938407
417 => 9.0459998063859
418 => 9.2092497535619
419 => 9.3767104195476
420 => 9.5221118236818
421 => 9.309822947014
422 => 9.5370024754636
423 => 9.3539358781184
424 => 9.1897062152228
425 => 9.1899552838303
426 => 9.0869316172834
427 => 8.8873102815312
428 => 8.8504970444778
429 => 9.0420041526292
430 => 9.195574717576
501 => 9.2082235248584
502 => 9.2932480803534
503 => 9.3435647364728
504 => 9.8367363686201
505 => 10.035094078799
506 => 10.277642132087
507 => 10.372128268102
508 => 10.656497662353
509 => 10.426846281143
510 => 10.377159760243
511 => 9.6873726263112
512 => 9.8003252308499
513 => 9.9811732490216
514 => 9.6903547435204
515 => 9.8748121480683
516 => 9.9112279470681
517 => 9.6804728419866
518 => 9.8037291139501
519 => 9.4763969985527
520 => 8.7976673437413
521 => 9.0467554265169
522 => 9.2301680975819
523 => 8.9684156013529
524 => 9.4375968196228
525 => 9.1635108377758
526 => 9.0766387399776
527 => 8.737719714328
528 => 8.897676448245
529 => 9.1140202212275
530 => 8.9803449221875
531 => 9.2577412391427
601 => 9.6506084028469
602 => 9.9305889393465
603 => 9.9520823684068
604 => 9.7720736406767
605 => 10.060538775665
606 => 10.062639929248
607 => 9.7372500785674
608 => 9.5379506068035
609 => 9.492669347489
610 => 9.6057908111703
611 => 9.7431411514536
612 => 9.9597043563828
613 => 10.090568965521
614 => 10.431794460928
615 => 10.524120296283
616 => 10.625558397895
617 => 10.761110983999
618 => 10.923876618588
619 => 10.567754676361
620 => 10.58190406502
621 => 10.250288243262
622 => 9.8959091791946
623 => 10.164838714848
624 => 10.516428308518
625 => 10.435773267258
626 => 10.426697927483
627 => 10.441960131695
628 => 10.381148864532
629 => 10.106101756927
630 => 9.9679748213737
701 => 10.146193808177
702 => 10.240909268049
703 => 10.387804686253
704 => 10.369696725373
705 => 10.748083547252
706 => 10.89511322441
707 => 10.857496741239
708 => 10.864419079433
709 => 11.130609286876
710 => 11.426667543744
711 => 11.703965169628
712 => 11.986044224888
713 => 11.64598691404
714 => 11.47332678341
715 => 11.651467965379
716 => 11.556943746707
717 => 12.100107944898
718 => 12.137715455494
719 => 12.68084037673
720 => 13.196330601097
721 => 12.872560427139
722 => 13.177861118252
723 => 13.508068707221
724 => 14.145092720594
725 => 13.930565443665
726 => 13.766240911609
727 => 13.610955022826
728 => 13.934080306442
729 => 14.349775821763
730 => 14.439312654281
731 => 14.584396528663
801 => 14.431858574763
802 => 14.615573738731
803 => 15.264168996072
804 => 15.08891283223
805 => 14.840020905739
806 => 15.35202456966
807 => 15.537316705269
808 => 16.837793951217
809 => 18.479700194262
810 => 17.799940228304
811 => 17.377991281716
812 => 17.477159292927
813 => 18.076727870853
814 => 18.269290268728
815 => 17.745839291066
816 => 17.930731025647
817 => 18.949502661344
818 => 19.496040957788
819 => 18.753768541331
820 => 16.705868383277
821 => 14.817610910945
822 => 15.318461821949
823 => 15.261680871855
824 => 16.356223900061
825 => 15.084733030683
826 => 15.106141676003
827 => 16.223318694892
828 => 15.925275019515
829 => 15.442482435955
830 => 14.821135831095
831 => 13.672519164406
901 => 12.655157351174
902 => 14.650438151354
903 => 14.564398015068
904 => 14.439799147291
905 => 14.717080444523
906 => 16.063479716208
907 => 16.032440855126
908 => 15.834987457092
909 => 15.984754119227
910 => 15.416227615972
911 => 15.562749840968
912 => 14.817311801313
913 => 15.15428092748
914 => 15.441446579904
915 => 15.499099336188
916 => 15.628993939919
917 => 14.519058772939
918 => 15.017387076929
919 => 15.310108268475
920 => 13.987583275781
921 => 15.283966201612
922 => 14.499737271065
923 => 14.233558193314
924 => 14.591933255079
925 => 14.452274144978
926 => 14.332203443171
927 => 14.265201928486
928 => 14.528353021434
929 => 14.516076708415
930 => 14.085510444926
1001 => 13.523854306331
1002 => 13.712364542178
1003 => 13.643877006202
1004 => 13.395669340757
1005 => 13.562931338559
1006 => 12.826394149598
1007 => 11.559220197864
1008 => 12.396354124968
1009 => 12.364125379401
1010 => 12.347874184428
1011 => 12.976957193965
1012 => 12.916485378012
1013 => 12.806728439917
1014 => 13.393653568516
1015 => 13.17941800132
1016 => 13.83964153917
1017 => 14.274507461779
1018 => 14.164211397367
1019 => 14.57320489947
1020 => 13.716707437275
1021 => 14.001201537502
1022 => 14.059835377267
1023 => 13.386411003535
1024 => 12.926379314969
1025 => 12.895700446087
1026 => 12.098068894386
1027 => 12.524157231048
1028 => 12.899097334577
1029 => 12.719530121514
1030 => 12.662684506276
1031 => 12.953096426217
1101 => 12.975663919606
1102 => 12.461122678735
1103 => 12.568112096114
1104 => 13.014275752095
1105 => 12.556869916721
1106 => 11.668205095408
1107 => 11.44780393297
1108 => 11.418398355101
1109 => 10.820652922333
1110 => 11.462532192533
1111 => 11.182334689796
1112 => 12.067475243662
1113 => 11.561887706398
1114 => 11.540092838171
1115 => 11.507146698235
1116 => 10.992642511698
1117 => 11.105286230103
1118 => 11.479731106203
1119 => 11.613337256419
1120 => 11.599401040348
1121 => 11.477896122032
1122 => 11.533520451431
1123 => 11.354335105635
1124 => 11.291061030614
1125 => 11.091350644942
1126 => 10.797831549407
1127 => 10.838647179898
1128 => 10.257109048193
1129 => 9.9402562094758
1130 => 9.8525555197721
1201 => 9.7352784922361
1202 => 9.8658022720945
1203 => 10.255461623733
1204 => 9.785449774814
1205 => 8.9796474273408
1206 => 9.0280775214444
1207 => 9.136885563871
1208 => 8.9341224966462
1209 => 8.7422242701322
1210 => 8.9090642088909
1211 => 8.5676351315618
1212 => 9.1781456366695
1213 => 9.1616330384423
1214 => 9.38919360103
1215 => 9.531491890829
1216 => 9.2035404024608
1217 => 9.1210614900113
1218 => 9.1680452270001
1219 => 8.3915087121428
1220 => 9.3257340008582
1221 => 9.3338132199495
1222 => 9.2646340410532
1223 => 9.7620801663243
1224 => 10.811846647984
1225 => 10.416882270825
1226 => 10.263940126127
1227 => 9.973196997257
1228 => 10.360594953858
1229 => 10.33084883514
1230 => 10.19632560542
1231 => 10.114965536347
]
'min_raw' => 7.5981726391193
'max_raw' => 19.496040957788
'avg_raw' => 13.547106798454
'max_pct' => '4830.69%'
'is_grow' => true
'min' => '$7.59'
'max' => '$19.49'
'avg' => '$13.54'
'bar_min_pct' => 100
'bar_max_pct' => 100
'min_diff' => 4.6723882188509
'max_diff' => 11.332195136763
'year' => 2037
]
]
'prediction_periods' => [
0 => [
'items' => [
0 => [
'year' => 2027
'avg' => 0.23849795690455
]
1 => [
'year' => 2028
'avg' => 0.40933173049981
]
2 => [
'year' => 2029
'avg' => 1.118220512859
]
3 => [
'year' => 2030
'avg' => 0.86270546036675
]
4 => [
'year' => 2031
'avg' => 0.84728367599084
]
5 => [
'year' => 2032
'avg' => 1.4855549339982
]
]
'min_year' => 2027
'max_year' => 2032
'min_raw' => 0.23849795690455
'min' => '$0.238497'
'max_raw' => 1.4855549339982
'max' => '$1.48'
'max_pct' => '275.71%'
'is_grow' => true
]
1 => [
'items' => [
0 => [
'year' => 2032
'avg' => 1.4855549339982
]
1 => [
'year' => 2033
'avg' => 3.8210000480558
]
2 => [
'year' => 2034
'avg' => 2.4219334591275
]
3 => [
'year' => 2035
'avg' => 2.8566760690603
]
4 => [
'year' => 2036
'avg' => 5.5448151206466
]
5 => [
'year' => 2037
'avg' => 13.547106798454
]
]
'min_year' => 2032
'max_year' => 2037
'min_raw' => 1.4855549339982
'min' => '$1.48'
'max_raw' => 13.547106798454
'max' => '$13.54'
'max_pct' => '3326.16%'
'is_grow' => true
]
2 => [
'items' => [
0 => [
'year' => 2037
'avg' => 13.547106798454
]
]
]
]
'prediction_2025_max_price' => '$0.407788'
'last_price' => 0.395402
'sma_50day_nextmonth' => '$0.386734'
'sma_200day_nextmonth' => '$0.461511'
'sma_50day_ts_nextmonth' => 1770163200
'sma_200day_ts_nextmonth' => 1770163200
'sma_200day_direction' => 'increase'
'sma_200day_direction_label' => 'aumentar'
'sma_200day_date_nextmonth' => '4 feb. 2026'
'sma_50day_date_nextmonth' => '4 feb. 2026'
'daily_sma3' => '$0.391997'
'daily_sma3_action' => 'BUY'
'daily_sma5' => '$0.3910027'
'daily_sma5_action' => 'BUY'
'daily_sma10' => '$0.408076'
'daily_sma10_action' => 'SELL'
'daily_sma21' => '$0.420847'
'daily_sma21_action' => 'SELL'
'daily_sma50' => '$0.4093083'
'daily_sma50_action' => 'SELL'
'daily_sma100' => '$0.45073'
'daily_sma100_action' => 'SELL'
'daily_sma200' => '$0.461358'
'daily_sma200_action' => 'SELL'
'daily_ema3' => '$0.393098'
'daily_ema3_action' => 'BUY'
'daily_ema5' => '$0.395295'
'daily_ema5_action' => 'BUY'
'daily_ema10' => '$0.403776'
'daily_ema10_action' => 'SELL'
'daily_ema21' => '$0.411645'
'daily_ema21_action' => 'SELL'
'daily_ema50' => '$0.420454'
'daily_ema50_action' => 'SELL'
'daily_ema100' => '$0.441532'
'daily_ema100_action' => 'SELL'
'daily_ema200' => '$0.499535'
'daily_ema200_action' => 'SELL'
'weekly_sma21' => '$0.488267'
'weekly_sma21_action' => 'SELL'
'weekly_sma50' => '$0.525616'
'weekly_sma50_action' => 'SELL'
'weekly_sma100' => '$1.45'
'weekly_sma100_action' => 'SELL'
'weekly_sma200' => '—'
'weekly_sma200_action' => '—'
'weekly_ema3' => '$0.403251'
'weekly_ema3_action' => 'SELL'
'weekly_ema5' => '$0.408434'
'weekly_ema5_action' => 'SELL'
'weekly_ema10' => '$0.4239038'
'weekly_ema10_action' => 'SELL'
'weekly_ema21' => '$0.457556'
'weekly_ema21_action' => 'SELL'
'weekly_ema50' => '$0.75256'
'weekly_ema50_action' => 'SELL'
'weekly_ema100' => '$1.65'
'weekly_ema100_action' => 'SELL'
'weekly_ema200' => '$1.02'
'weekly_ema200_action' => 'SELL'
'rsi_14' => '41.34'
'rsi_14_action' => 'NEUTRAL'
'stoch_rsi_14' => 19.13
'stoch_rsi_14_action' => 'BUY'
'momentum_10' => -0.05
'momentum_10_action' => 'BUY'
'vwma_10' => '0.403455'
'vwma_10_action' => 'SELL'
'hma_9' => '0.384426'
'hma_9_action' => 'BUY'
'stochastic_fast_14' => 19.76
'stochastic_fast_14_action' => 'BUY'
'cci_20' => -86.63
'cci_20_action' => 'NEUTRAL'
'adx_14' => 17.65
'adx_14_action' => 'NEUTRAL'
'ao_5_34' => '-0.025381'
'ao_5_34_action' => 'NEUTRAL'
'macd_12_26' => -0.01
'macd_12_26_action' => 'NEUTRAL'
'williams_percent_r_14' => -80.24
'williams_percent_r_14_action' => 'BUY'
'ultimate_oscillator' => 25.53
'ultimate_oscillator_action' => 'BUY'
'ichimoku_cloud' => '-0.0186015'
'ichimoku_cloud_action' => 'SELL'
'sell_signals' => 21
'buy_signals' => 11
'sell_pct' => 65.63
'buy_pct' => 34.38
'overall_action' => 'bearish'
'overall_action_label' => 'Bajista'
'overall_action_dir' => -1
'last_updated' => 1767710551
'last_updated_date' => '6 de enero de 2026'
]
Predicción de precio de Chainflip para 2026
La previsión del precio de Chainflip para 2026 sugiere que el precio medio podría oscilar entre $0.136611 en el extremo inferior y $0.407788 en el extremo superior. En el mercado de criptomonedas, en comparación con el precio medio de hoy, Chainflip podría potencialmente ganar 3.13% para 2026 si FLIP alcanza el objetivo de precio previsto.
Predicción de precio de Chainflip 2027-2032
La predicción del precio de FLIP para 2027-2032 está actualmente dentro de un rango de precios de $0.238497 en el extremo inferior y $1.48 en el extremo superior. Considerando la volatilidad de precios en el mercado, si Chainflip alcanza el objetivo de precio superior, podría ganar 275.71% para 2032 en comparación con el precio de hoy.
| Predicción de Precio de Chainflip | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2027 | $0.131512 | $0.238497 | $0.345483 |
| 2028 | $0.237341 | $0.409331 | $0.581322 |
| 2029 | $0.521369 | $1.11 | $1.71 |
| 2030 | $0.4434028 | $0.8627054 | $1.28 |
| 2031 | $0.524239 | $0.847283 | $1.17 |
| 2032 | $0.800211 | $1.48 | $2.17 |
Predicción de precio de Chainflip 2032-2037
La predicción de precio de Chainflip para 2032-2037 se estima actualmente entre $1.48 en el extremo inferior y $13.54 en el extremo superior. Comparado con el precio actual, Chainflip podría potencialmente ganar 3326.16% para 2037 si alcanza el objetivo de precio superior. Tenga en cuenta que esta información es solo para fines generales y no debe considerarse como consejo de inversión a largo plazo.
| Predicción de Precio de Chainflip | Potencial Mínimo ($) | Precio Medio ($) | Potencial Máximo ($) |
|---|---|---|---|
| 2032 | $0.800211 | $1.48 | $2.17 |
| 2033 | $1.85 | $3.82 | $5.78 |
| 2034 | $1.49 | $2.42 | $3.34 |
| 2035 | $1.76 | $2.85 | $3.94 |
| 2036 | $2.92 | $5.54 | $8.16 |
| 2037 | $7.59 | $13.54 | $19.49 |
Chainflip Histograma de precios potenciales
Pronóstico de precio de Chainflip basado en análisis técnico
A fecha de 6 de enero de 2026, el sentimiento general de predicción de precio para Chainflip es Bajista, con 11 indicadores técnicos mostrando señales alcistas y 21 indicando señales bajistas. La predicción de precio de FLIP se actualizó por última vez el 6 de enero de 2026.
Promedios Móviles Simples de 50 y 200 días y el Índice de Fuerza Relativa de 14 días - RSI (14) de Chainflip
Según nuestros indicadores técnicos, se proyecta que el SMA de 200 días de Chainflip aumentar durante el próximo mes, alcanzando $0.461511 para el 4 feb. 2026. Se espera que el SMA de 50 días a corto plazo para Chainflip alcance $0.386734 para el 4 feb. 2026.
El oscilador de momento del Índice de Fuerza Relativa (RSI) es una herramienta comúnmente utilizada para identificar si una criptomoneda está sobrevendida (por debajo de 30) o sobrecomprada (por encima de 70). Actualmente, el RSI se encuentra en 41.34, lo que sugiere que el mercado de FLIP está en un estado NEUTRAL.
Promedios Móviles y Osciladores Populares de FLIP para Sáb, 19 de Oct de 2024
Los promedios móviles (MA) son indicadores ampliamente utilizados en los mercados financieros, diseñados para suavizar los movimientos de precios durante un período establecido. Como indicadores rezagados, se basan en datos históricos de precios. La tabla a continuación resalta dos tipos: el promedio móvil simple (SMA) y el promedio móvil exponencial (EMA).
Promedio Móvil Simple Diario (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 3 | $0.391997 | BUY |
| SMA 5 | $0.3910027 | BUY |
| SMA 10 | $0.408076 | SELL |
| SMA 21 | $0.420847 | SELL |
| SMA 50 | $0.4093083 | SELL |
| SMA 100 | $0.45073 | SELL |
| SMA 200 | $0.461358 | SELL |
Promedio Móvil Exponencial Diario (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 3 | $0.393098 | BUY |
| EMA 5 | $0.395295 | BUY |
| EMA 10 | $0.403776 | SELL |
| EMA 21 | $0.411645 | SELL |
| EMA 50 | $0.420454 | SELL |
| EMA 100 | $0.441532 | SELL |
| EMA 200 | $0.499535 | SELL |
Promedio Móvil Simple Semanal (SMA)
| Período | Valor | Acción |
|---|---|---|
| SMA 21 | $0.488267 | SELL |
| SMA 50 | $0.525616 | SELL |
| SMA 100 | $1.45 | SELL |
| SMA 200 | — | — |
Promedio Móvil Exponencial Semanal (EMA)
| Período | Valor | Acción |
|---|---|---|
| EMA 21 | $0.457556 | SELL |
| EMA 50 | $0.75256 | SELL |
| EMA 100 | $1.65 | SELL |
| EMA 200 | $1.02 | SELL |
Osciladores de Chainflip
Un oscilador es una herramienta de análisis técnico que establece límites altos y bajos entre dos extremos, creando un indicador de tendencia que fluctúa dentro de estos límites. Los traders utilizan este indicador para identificar condiciones de sobrecompra o sobreventa a corto plazo.
| Período | Valor | Acción |
|---|---|---|
| RSI (14) | 41.34 | NEUTRAL |
| Stoch RSI (14) | 19.13 | BUY |
| Estocástico Rápido (14) | 19.76 | BUY |
| Índice de Canal de Materias Primas (20) | -86.63 | NEUTRAL |
| Índice Direccional Medio (14) | 17.65 | NEUTRAL |
| Oscilador Asombroso (5, 34) | -0.025381 | NEUTRAL |
| Momentum (10) | -0.05 | BUY |
| MACD (12, 26) | -0.01 | NEUTRAL |
| Rango Percentil de Williams (14) | -80.24 | BUY |
| Oscilador Ultimate (7, 14, 28) | 25.53 | BUY |
| VWMA (10) | 0.403455 | SELL |
| Promedio Móvil de Hull (9) | 0.384426 | BUY |
| Nube Ichimoku B/L (9, 26, 52, 26) | -0.0186015 | SELL |
Predicción de precios de Chainflip basada en flujos de dinero globales
Definiciones de flujos de dinero globales utilizadas para la predicción de precios de Chainflip
M0: El total de toda la moneda física, además de cuentas en el banco central que pueden cambiarse por moneda física.
M1: Medir M0 más la cantidad en cuentas a la vista, incluyendo cuentas "de cheques" o "corrientes".
M2: Medir M1 más la mayoría de cuentas de ahorro, cuentas del mercado monetario, y cuentas de certificados de depósito (CD) inferiores a 100 000 $.
Predicciones de precios de Chainflip por parte de empresas de Internet o nichos tecnológicos
| Comparación | 2027 | 2028 | 2029 | 2030 | 2031 | 2032 |
|---|---|---|---|---|---|---|
| Facebook acción | $0.5556058 | $0.780719 | $1.09 | $1.54 | $2.16 | $3.04 |
| Amazon.com acción | $0.825029 | $1.72 | $3.59 | $7.49 | $15.63 | $32.63 |
| Apple acción | $0.560847 | $0.795519 | $1.12 | $1.60 | $2.27 | $3.22 |
| Netflix acción | $0.623882 | $0.984388 | $1.55 | $2.45 | $3.86 | $6.10 |
| Google acción | $0.512043 | $0.663094 | $0.8587043 | $1.11 | $1.44 | $1.86 |
| Tesla acción | $0.896346 | $2.03 | $4.60 | $10.44 | $23.67 | $53.66 |
| Kodak acción | $0.2965094 | $0.22235 | $0.166739 | $0.125036 | $0.093764 | $0.070313 |
| Nokia acción | $0.261937 | $0.173522 | $0.114951 | $0.07615 | $0.050446 | $0.033418 |
Este cálculo muestra cuánto puede costar la criptomoneda si asumimos que su capitalización se comportará como la capitalización de algunas empresas de Internet o nichos tecnológicos. Si extrapola los datos, puede obtener una imagen potencial del precio futuro en 2024, 2025, 2026, 2027, 2028, 2029 y 2030.
Resumen de pronósticos y predicciones de Chainflip
Podría preguntarse cosas como: "¿Debo invertir en Chainflip ahora?", "¿Debería comprar FLIP hoy?", "¿Será Chainflip una buena o mala inversión a corto plazo?, ¿Lo será a largo plazo?".
Actualizamos el pronóstico de Chainflip regularmente con valores actualizados. Aquí hay algunas predicciones similares. Hacemos un pronóstico de precios futuros para una gran cantidad de monedas digitales, como Chainflip, con métodos de análisis técnico.
Si está tratando de encontrar criptomonedas que ofrezcan un buen rendimiento, debería explorar el máximo de fuentes de información disponibles acerca de Chainflip a fin de tomar una decisión responsable sobre la inversión por sus propios medios.
El precio de Chainflip es de $0.3954 USD hoy, pero dicho precio puede subir y bajar, y su inversión puede perderse porque estos son activos de criptomonedas conllevan un alto riesgo
Pronóstico a corto plazo de Chainflip
basado en el historial de precios de las últimas 4 horas
Pronóstico a largo plazo de Chainflip
basado en el historial de precios del último mes
Predicción de precios de Chainflip basada en el patrón de crecimiento del Bitcoin
| 2027 | 2028 | 2029 | 2030 | |
|---|---|---|---|---|
| Si Chainflip ofrece un 1 % del crecimiento medio anterior anual del Bitcoin | $0.405679 | $0.416224 | $0.427043 | $0.438143 |
| Si Chainflip ofrece un 2 % del crecimiento medio anterior anual del Bitcoin | $0.415957 | $0.437581 | $0.460329 | $0.48426 |
| Si Chainflip ofrece un 5 % del crecimiento medio anterior anual del Bitcoin | $0.44679 | $0.504858 | $0.570472 | $0.644615 |
| Si Chainflip ofrece un 10 % del crecimiento medio anterior anual del Bitcoin | $0.498179 | $0.627672 | $0.790824 | $0.996385 |
| Si Chainflip ofrece un 20 % del crecimiento medio anterior anual del Bitcoin | $0.600957 | $0.913373 | $1.38 | $2.10 |
| Si Chainflip ofrece un 50 % del crecimiento medio anterior anual del Bitcoin | $0.90929 | $2.09 | $4.80 | $11.05 |
| Si Chainflip ofrece un 100 % del crecimiento medio anterior anual del Bitcoin | $1.42 | $5.12 | $18.43 | $66.36 |
Cuadro de preguntas
¿Es FLIP una buena inversión?
La decisión de adquirir Chainflip depende completamente de su tolerancia individual al riesgo. Como puede discernir, el valor de Chainflip ha experimentado un aumento de 0.7387% durante las últimas 24 horas, y Chainflip ha sufrido un declive de durante el período previo de 30 días. Por lo tanto, la determinación de si invertir o no en Chainflip dependerá de si dicha inversión se alinea con sus aspiraciones comerciales.
¿Puede Chainflip subir?
Parece que el valor medio de Chainflip podría potencialmente aumentar hasta $0.407788 para el final de este año. Mirando las perspectivas de Chainflip en un horizonte de cinco años más extendido, la moneda digital podría potencialmente crecer hasta $1.28. Sin embargo, dada la imprevisibilidad del mercado, es vital realizar una investigación exhaustiva antes de invertir cualquier fondo en un proyecto, red o activo en particular.
¿Cuál será el precio de Chainflip la próxima semana?
Basado en nuestro nuevo pronóstico experimental de Chainflip, el precio de Chainflip aumentará en un 0.86% durante la próxima semana y alcanzará $0.398785 para el 13 de enero de 2026.
¿Cuál será el precio de Chainflip el próximo mes?
Basado en nuestro nuevo pronóstico experimental de Chainflip, el precio de Chainflip disminuirá en un -11.62% durante el próximo mes y alcanzará $0.349464 para el 5 de febrero de 2026.
¿Hasta qué punto puede subir el precio de Chainflip este año en 2026?
Según nuestra predicción más reciente sobre el valor de Chainflip en 2026, se anticipa que FLIP fluctúe dentro del rango de $0.136611 y $0.407788. Sin embargo, es crucial tener en cuenta que el mercado de criptomonedas es excepcionalmente inestable, y esta predicción de precios proyectada de Chainflip no considera fluctuaciones de precios repentinas y extremas.
¿Dónde estará Chainflip en 5 años?
El futuro de Chainflip parece estar en una tendencia alcista, con un precio máximo de $1.28 proyectada después de un período de cinco años. Basado en el pronóstico de Chainflip para 2030, el valor de Chainflip podría potencialmente alcanzar su punto más alto de aproximadamente $1.28, mientras que su punto más bajo se anticipa que esté alrededor de $0.4434028.
¿Cuánto será Chainflip en 2026?
Basado en nuestra nueva simulación experimental de predicción de precios de Chainflip, se espera que el valor de FLIP en 2026 crezca en un 3.13% hasta $0.407788 si ocurre lo mejor. El precio estará entre $0.407788 y $0.136611 durante 2026.
¿Cuánto será Chainflip en 2027?
Según nuestra última simulación experimental para la predicción de precios de Chainflip, el valor de FLIP podría disminuir en un -12.62% hasta $0.345483 en 2027, asumiendo las condiciones más favorables. Se proyecta que el precio fluctúe entre $0.345483 y $0.131512 a lo largo del año.
¿Cuánto será Chainflip en 2028?
Nuestro nuevo modelo experimental de predicción de precios de Chainflip sugiere que el valor de FLIP en 2028 podría aumentar en un 47.02% , alcanzando $0.581322 en el mejor escenario. Se espera que el precio oscile entre $0.581322 y $0.237341 durante el año.
¿Cuánto será Chainflip en 2029?
Basado en nuestro modelo de pronóstico experimental, el valor de Chainflip podría experimentar un 333.75% crecimiento en 2029, potencialmente alcanzando $1.71 bajo condiciones óptimas. El rango de precios previsto para 2029 se encuentra entre $1.71 y $0.521369.
¿Cuánto será Chainflip en 2030?
Usando nuestra nueva simulación experimental para las predicciones de precios de Chainflip, se espera que el valor de FLIP en 2030 aumente en un 224.23% , alcanzando $1.28 en el mejor escenario. Se pronostica que el precio oscile entre $1.28 y $0.4434028 durante el transcurso de 2030.
¿Cuánto será Chainflip en 2031?
Nuestra simulación experimental indica que el precio de Chainflip podría crecer en un 195.98% en 2031, potencialmente alcanzando $1.17 bajo condiciones ideales. Es probable que el precio fluctúe entre $1.17 y $0.524239 durante el año.
¿Cuánto será Chainflip en 2032?
Basado en los hallazgos de nuestra última predicción experimental de precios de Chainflip, FLIP podría experimentar un 449.04% aumento en valor, alcanzando $2.17 si se desarrolla el escenario más positivo en 2032. Se espera que el precio se mantenga dentro de un rango de $2.17 y $0.800211 a lo largo del año.
¿Cuánto será Chainflip en 2033?
Según nuestra predicción experimental de precios de Chainflip, se anticipa que el valor de FLIP aumente en un 1362.43% en 2033, con el precio potencial más alto siendo $5.78. A lo largo del año, el precio de FLIP podría oscilar entre $5.78 y $1.85.
¿Cuánto será Chainflip en 2034?
Los resultados de nuestra nueva simulación de predicción de precios de Chainflip sugieren que FLIP podría aumentar en un 746.96% en 2034, alcanzando potencialmente $3.34 bajo las mejores circunstancias. El rango de precios previsto para el año está entre $3.34 y $1.49.
¿Cuánto será Chainflip en 2035?
Basado en nuestra predicción experimental para el precio de Chainflip, FLIP podría crecer en un 897.93% , con el valor potencialmente alcanzando $3.94 en 2035. El rango de precios esperado para el año está entre $3.94 y $1.76.
¿Cuánto será Chainflip en 2036?
Nuestra reciente simulación de predicción de precios de Chainflip sugiere que el valor de FLIP podría aumentar en un 1964.7% en 2036, posiblemente alcanzando $8.16 si las condiciones son óptimas. El rango de precios esperado para 2036 está entre $8.16 y $2.92.
¿Cuánto será Chainflip en 2037?
Según la simulación experimental, el valor de Chainflip podría aumentar en un 4830.69% en 2037, con un máximo de $19.49 bajo condiciones favorables. Se espera que el precio caiga entre $19.49 y $7.59 durante el transcurso del año.
Predicciones relacionadas
Predicción de precios de Kyber Network Crystal
Predicción de precios de Radicle
Predicción de precios de Ergo
Predicción de precios de CANTO
Predicción de precios de Mines of Dalarnia
Predicción de precios de Ethernity Chain
Predicción de precios de Huobi Token
Predicción de precios de MARBLEX
Predicción de precios de Loom Network (NEW)
Predicción de precios de Ardor
Predicción de precios de BTSE Token
Predicción de precios de Keep Network
Predicción de precios de Energy Web Token
Predicción de precios de Nakamoto Games
Predicción de precios de Gelato
Predicción de precios de Bifrost
Predicción de precios de Request
Predicción de precios de POL (ex-MATIC)
Predicción de precios de Maya Protocol
Predicción de precios de CertiK
Predicción de precios de Badger DAO
Predicción de precios de Electroneum
Predicción de precios de Ondo US Dollar Yield
Predicción de precios de Sidus
Predicción de precios de Hard Protocol
¿Cómo leer y predecir los movimientos de precio de Chainflip?
Los traders de Chainflip utilizan indicadores y patrones de gráficos para predecir la dirección del mercado. También identifican niveles clave de soporte y resistencia para estimar cuándo una tendencia bajista podría desacelerar o una tendencia alcista podría estancarse.
Indicadores de predicción de precio de Chainflip
Las medias móviles son herramientas populares para la predicción de precios de Chainflip. Una media móvil simple (SMA) calcula el precio de cierre promedio de FLIP durante un período específico, como una SMA de 12 días. Una media móvil exponencial (EMA) da más peso a los precios recientes, reaccionando más rápido a los cambios de precio.
Las medias móviles comúnmente utilizadas en el mercado de criptomonedas incluyen las de 50 días, 100 días y 200 días, que ayudan a identificar niveles clave de resistencia y soporte. Un movimiento de precio de FLIP por encima de estas medias se considera alcista, mientras que una caída por debajo indica debilidad.
Los traders también utilizan RSI y niveles de retroceso de Fibonacci para evaluar la dirección futura de FLIP.
¿Cómo leer gráficos de Chainflip y predecir movimientos de precio?
La mayoría de los traders prefieren gráficos de velas sobre gráficos lineales simples porque proporcionan información más detallada. Las velas pueden representar la acción del precio de Chainflip en diferentes marcos de tiempo, como 5 minutos para tendencias a corto plazo y semanal para tendencias a largo plazo. Las opciones populares incluyen gráficos de 1 hora, 4 horas y 1 día.
Por ejemplo, un gráfico de velas de 1 hora muestra los precios de apertura, cierre, máximo y mínimo de FLIP dentro de cada hora. El color de la vela es crucial: el verde indica que el precio cerró más alto de lo que abrió, mientras que el rojo significa lo contrario. Algunos gráficos usan velas huecas y llenas para transmitir la misma información.
¿Qué afecta el precio de Chainflip?
La acción del precio de Chainflip está impulsada por la oferta y la demanda, influenciada por factores como reducciones a la mitad de recompensas de bloque, hard forks y actualizaciones de protocolo. Los eventos del mundo real, como regulaciones, adopción por empresas y gobiernos y hacks de exchanges de criptomonedas, también impactan el precio de FLIP. La capitalización de mercado de Chainflip puede cambiar rápidamente.
Los traders a menudo monitorean la actividad de las "ballenas" de FLIP, grandes poseedores de Chainflip, ya que sus acciones pueden influir significativamente en los movimientos de precios en el relativamente pequeño mercado de Chainflip.
Patrones de predicción de precios alcistas y bajistas
Los traders a menudo identifican patrones de velas para obtener una ventaja en las predicciones de precios de criptomonedas. Ciertas formaciones indican tendencias alcistas, mientras que otras sugieren movimientos bajistas.
Patrones de velas alcistas comúnmente seguidos:
- Martillo
- Envolvente Alcista
- Línea Penetrante
- Estrella de la Mañana
- Tres Soldados Blancos
Patrones de velas bajistas comunes:
- Harami Bajista
- Cubierta de Nube Oscura
- Estrella de la Tarde
- Estrella Fugaz
- Hombre Colgado


