Result for 0D0CBF6E0350D847DBC48BE3D5E73EE517635870

Query result

Key Value
FileName./usr/bin/acyclic
FileSize6968
MD53E1EB41F9934C20DBE15BE9781220E2A
SHA-10D0CBF6E0350D847DBC48BE3D5E73EE517635870
SHA-256DBAF5078B1852C5FDA541F3EEA79FBAC1B68849632942D623B455E6859C5CA5E
SSDEEP192:xoO0KkyMWOVaGU4HYzd1i8l6ClxIsarQJ8:xVzaaGBH4d1i8lBlxGQJ8
TLSHT1FFE1E61D9352B923C874AB3F83A70B254B78B700AAB3065B57CC2190AE137542F5FBD9
hashlookup:parent-total1
hashlookup:trust55

Network graph view

Parents (Total: 1)

The searched file hash is included in 1 parent files which include package known and seen by metalookup. A sample is included below:

Key Value
FileSize440612
MD53AF3AA3FF3E76D680F3A32A98DCF1516
PackageDescriptionrich set of graph drawing tools Graph drawing addresses the problem of visualizing structural information by constructing geometric representations of abstract graphs and networks. Automatic generation of graph drawings has important applications in key technologies such as database design, software engineering, VLSI and network design and visual interfaces in other domains. Situations where these tools might be particularly useful include: . * you would like to restructure a program and first need to understand the relationships between its types, procedures, and source files * you need to find the bottlenecks in an Internet backbone - not only individual links, but their relationships * you're debugging a protocol or microarchitecture represented as a finite state machine and need to figure out how a certain error state arises * you would like to browse a database schema, knowledge base, or distributed program represented graphically * you would like to see an overview of a collection of linked documents * you would like to discover patterns and communities of interest in a database of telephone calls or e-mail messages . This package contains the command-line tools.
PackageMaintainerUbuntu Core developers <ubuntu-devel-discuss@lists.ubuntu.com>
PackageNamegraphviz
PackageSectiongraphics
PackageVersion2.16-3ubuntu2
SHA-1AA76C91A596078115CF0862811823105D99367D7
SHA-256B2D85FF96603258CF598DACA58EDEAF518AB530D496BAAFAC965A73DF0F3E777