Human sacrifice
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Baháʼí Faith in Iran
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Netflix and LGBT representation in animation
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The Running Man (1987 film)
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Holy Rosary Church (Guelph)
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Ghost
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Keep Ya Head Up
writer: Tupac Shakur
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Taleh
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My Name Is
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wiki page revision link: http://en.wikipedia.org/w/index.php?title=My_Name_Is&oldid=1007699068
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Popcorn Time
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Jack Earle
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Tektōn
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Thomas Miller (poet)
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Jackson Hemopo
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2000 United States presidential election in Rhode Island
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Garretson Outlet Bridge
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nrhp reference number: 98000760
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Rigidity theory (physics)
wiki page revision ID: 1007765558
wiki page length: 14550
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abstract: Rigidity theory, or topological constraint theory, is a tool for predicting properties of complex networks (such as glasses) based on their composition. It was introduced by J.C. Phillips in 1979 and 1981, and refined by Michael Thorpe in 1983. Inspired by the study of the stability of mechanical trusses as pioneered by James Clerk Maxwell, and by the seminal work on glass structure done by William Houlder Zachariasen, this theory reduces complex molecular networks to nodes (atoms, molecules, proteins, etc.) constrained by rods (chemical constraints), thus filtering out microscopic details that ultimately don't affect macroscopic properties. An equivalent theory was developed by P.K. Gupta A.R. Cooper in 1990, where rather than nodes representing atoms, they represented unit polytopes. An example of this would be the SiO tetrahedra in pure glassy silica. This style of analysis has applications in biology and chemistry, such as understanding adaptability in protein-protein interaction networks. Rigidity theory applied to the molecular networks arising from phenotypical expression of certain diseases may provide insights regarding their structure and function. In molecular networks, atoms can be constrained by radial 2-body bond-stretching constraints, which keep interatomic distances fixed, and angular 3-body bond-bending constraints, which keep angles fixed around their average values. As stated by Maxwell's criterion, a mechanical truss is isostatic when the number of constraints equals the number of degrees of freedom of the nodes. In this case, the truss is optimally constrained, being rigid but free of stress. This criterion has been applied by Phillips to molecular networks, which are called flexible, stressed-rigid or isostatic when the number of constraints per atoms is respectively lower, higher or equal to 3, the number of degrees of freedom per atom in a three-dimensional system. The same condition applies to of spheres, which are isostatic at the jamming [cell cut: 2374 characters, first 2000 kept]
wiki page out degree: 29
comment: Rigidity theory, or topological constraint theory, is a tool for predicting properties of complex networks (such as glasses) based on their composition. It was introduced by J.C. Phillips in 1979 and 1981, and refined by Michael Thorpe in 1983. Inspired by the study of the stability of mechanical trusses as pioneered by James Clerk Maxwell, and by the seminal work on glass structure done by William Houlder Zachariasen, this theory reduces complex molecular networks to nodes (atoms, molecules, proteins, etc.) constrained by rods (chemical constraints), thus filtering out microscopic details that ultimately don't affect macroscopic properties. An equivalent theory was developed by P.K. Gupta A.R. Cooper in 1990, where rather than nodes representing atoms, they represented unit polytopes. An
wiki page revision link: http://en.wikipedia.org/w/index.php?title=Rigidity_theory_(physics)&oldid=1007765558

Benedict of Skalka
wiki page extracted: 2020-11-19T16:33:19Z

Political communication
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BrieDeChevre
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Todd Frazier
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List of security hacking incidents
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List of national drinks
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wiki page extracted: 2021-02-19T21:12:20Z
wiki page revision link: http://en.wikipedia.org/w/index.php?title=List_of_national_drinks&oldid=1007770675
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List of number-one albums from the 2020s (New Zealand)
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2pou
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Brume
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Waacstats
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Tom.Reding
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Princess Eugenie
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Bmcln1
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Citation bot
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Love of Corey
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North Carolina State Board of Education
wiki page extracted: 2021-02-19T21:13:40Z

Arjayay
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DrVogel
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