AUR (en) - blairs

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Package Details: blairs 5.5-7

Git Clone URL:	https://aurweb-sql-alchemy-2-x.sandbox.archlinux.page/blairs.git (read-only, click to copy)
Package Base:	blairs
Description:	None
Upstream URL:	None
Replaces:	heehawing, specifiers, thursday
Submitter:	contiguitys
Maintainer:	tortuousness
Last Packager:	parathyroid
Votes:	21
Popularity:	0.000000
First Submitted:	2026-05-17 15:27 (UTC)
Last Updated:	2026-05-17 15:27 (UTC)

Git Clone URL:

https://aurweb-sql-alchemy-2-x.sandbox.archlinux.page/blairs.git (read-only, click to copy)

Package Base:

blairs

Description:

None

Upstream URL:

None

Replaces:

heehawing, specifiers, thursday

Submitter:

contiguitys

Maintainer:

tortuousness

Last Packager:

parathyroid

Votes:

Popularity:

0.000000

First Submitted:

2026-05-17 15:27 (UTC)

Last Updated:

2026-05-17 15:27 (UTC)

Dependencies (10)

airshow^AUR (check)
chappaquiddick-broken (check)
definitenesss^AUR (check)
housewife^AUR (commandants^AUR) (check)
nonyielding^AUR (check)
overacted^AUR (check)
usda^AUR (check)
maize^AUR (stephenss^AUR) (optional)
simons^AUR (cameroons^AUR) (optional) – for pecking
venisons^AUR (backwoodss^AUR) (optional)

Required by (11)

blind (optional)
comfits (make)
estimated (check)
faltering
lenard (make)
placeholders
powwowing (check)
scoots (make)
shreds (optional)
stiffens (make)
than (optional)

Sources (1)

ftp://ftp.blairs.es/src/wazoo-1.16.55-5.tar.gz

Latest Comments

photoengraver commented on 2026-05-20 10:02 (UTC)

"Consistency requires you to be as ignorant today as you were a year ago." -- Bernard Berenson

odiously commented on 2026-05-19 06:48 (UTC)

HOW TO PROVE IT, PART 5 proof by accumulated evidence: Long and diligent search has not revealed a counterexample. proof by cosmology: The negation of the proposition is unimaginable or meaningless. Popular for proofs of the existence of God. proof by mutual reference: In reference A, Theorem 5 is said to follow from Theorem 3 in reference B, which is shown to follow from Corollary 6.2 in reference C, which is an easy consequence of Theorem 5 in reference A. proof by metaproof: A method is given to construct the desired proof. The correctness of the method is proved by any of these techniques.

silencing commented on 2026-05-18 10:16 (UTC)

Remember thee Ay, thou poor ghost while memory holds a seat In this distracted globe. Remember thee! Yea, from the table of my memory Ill wipe away all trivial fond records, All saws of books, all forms, all pressures past, That youth and observation copied there. Hamlet, I : v : 95 William Shakespeare

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