History of Kullback-Leibler divergences between probability distributions

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'0.9584261358947216674791440250473689393896573588496713725220410097975545818549703491461457484768174430'+- params:+    distribution: exponential+    shape: 1/2;3+    unit: bits+  number: '1.382716633313686675320468376446239727570942779231659448676211482098507211810037662617674955840166288'+- params:+    distribution: exponential+    shape: 3;1/2+    unit: nats+  number: '3.208240530771944999187522641619297727277009307816995294144625656869112084811696317520520918189849224'+- params:+    distribution: exponential+    shape: 3;1/2+    unit: bits+  number: '4.628512703723660855345884461061644178373415363072448610221494380114447868111566836905352639549443480'+- params:+    distribution: exponential+    shape: 1/2;10+    unit: nats+  number: '2.045732273553990993435223576142540775676601622989028230154007910460966231647047195841860532086016986'+- params:+    distribution: exponential+    shape: 1/2;10+    unit: bits+  number: '2.951367806042847110878390982537592645309517736579243974626079459231381018386499389958889451610539128'+- params:+    distribution: exponential+    shape: 10;1/2+    unit: nats+  number: '16.00426772644600900656477642385745922432339837701097176984599208953903376835295280415813946791398301'+- params:+    distribution: exponential+    shape: 10;1/2+    unit: bits+  number: '23.08927768200294239196824950954656043524144173588215213651878233587514038783389130197486609161725039'+- params:+    distribution: exponential+    shape: 3;10+    unit: nats+  number: '0.5039728043259359926227462177618385029536109308060235242986335673300783164587435133623814502758662096'+- params:+    distribution: exponential+    shape: 3;10+    unit: bits+  number: '0.7270790655439317812646332088402491709063648174250093977041891564230600953874370974079906324158274719'+- params:+    distribution: exponential+    shape: 10;3+    unit: nats+  number: '1.129360529007397340710587115571494830379722402527309809034699766003255016874589819970951883057467124'+- params:+    distribution: exponential+    shape: 10;3+    unit: bits+  number: '1.629322834574708450756577103462841320223823574358200961383711541564418295941831866405036184976899557'