6.00000000000000000000000000000

From Ordner, a catalog of real numbers in Fungrim.

Decimal	Expression [entries]	Frequency
`6.00000000000000000000000000000`	`6` [`a0d13f` `47acde` `4c0698` `a93679` `9206a3` `a4d6fc` `67bb53` `9d5b81` `d8cac6` `ef2c71` `5404ce` `575b8f` `aac129` `5e1d3b` `177de7` `e5bd3c` `dbc117` `a0dff6` `ff5e82` `53fcdd` `348b26` `826257` `dacd74` `3d276b` `bd7d8e` `fd8310` `f33f09` `edad97` `b96c9d` `af2ea9` `4064f5` `2e1cc7` `177218` `e1497f` `98f642` `ac8d3c` `c03f78` `9933df` `0c7de4` `e93ca8` `6c71c0` `4d1f6b` `171724` `3a5167` `adaf5a` `bfa464` `3bf702` `37fb5f` `5cb675` `71d9d9` `4c6267` `18a4d1` `4a1b00` `fbc53d` `d88dd1` `669765` `106bf7` `3bfced` `569d5c` `4af6db` `7466a2` `dc558b` `0a5ef4` `b7fec0` `bb88c8` `799b5e` `f78fa0` `fb5d88` `338b5c` `9a8d4d` `0983d1` `6f3cf7` `7a56c2` `f89d5a` `3009a7` `3b43b0` `0477b3` `eba27c` `5f0adb` `b506ad` `d496b8` `fc267b` `9923b7` `2fabeb` `488c5c` `a91200` `6d37c9` `57fcaf` `588889` `de8485` `ec4f56` `f88596` `feb95e` `e20db0` `3c1021` `931d89` `921d61` `fba07c` `f88455` `a91f8d` `b4c968` `82b410` `af8328` `c60033` `54951a` `99dc4a` `5384f3` `babd3c` `1e3388` `1e142c` `86d68c` `0fda1b` `eca10b` `36fff2` `faf448` `c18c95` `b894a3` `85e42e` `d8155f` `80f7dc` `967bbb` `63f368` `e60fd4` `f9efd0` `29741c` `5818e3` `618a9f` `a4109c` `7cb17f` `27b2c7` `921f34` `ec0054` `856db2` `ad6b74` `aed6bd` `45740a` `a01b6e` `62ffb3` `fddfe6` `cecede` `675f23` `10f3b2` `688efb` `950e5a` `791c44` `fa65f3` `8b2743` `fa0292` `a3035f` `45a969` `7f4c85` `6ae250`] `Neg(-6)` [`e50a56` `fa65f3` `b4c968` `a93679`] `Sqrt(36)` [`9d5b81`] `LandauG(5)` [`177218`] `LandauG(6)` [`177218`] `Totient(7)` [`6d37c9`] `Totient(9)` [`6d37c9`] `Totient(18)` [`6d37c9`] `Totient(14)` [`6d37c9`] `Factorial(3)` [`3009a7`] `Im(Mul(6, ConstI))` [`669765` `5384f3` `62ffb3` `7f4c85`] `Im(Add(1, Mul(6, ConstI)))` [`5384f3`]	153 (#11)

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2021-03-15 19:12:00.328586 UTC