Journey to the Darkness is an upcoming 3D American horror film written and directed by Wes Craven. The film is the second film since My Soul to Take (2010) and Scream 4, that he will both write and direct.
Plot
As the legend comes true in the city of Big Rock, New York a serial killer returns to his hometown to murder everyone enters there and a group of young adults lost in that city and the only way to survive is kills yourself.
Production
Production of the film began in September 2010 aiming for an December 2011 release. Craven returns to create another killer in October 2010 as "a figure who lives in a lost city" eats meat of animal and lives in the lost city since his alleged death. The film is produced by Michael Bay and first time producer Brad Fuller, Craven's cousin. The film were going to shot to 3-D.
Principal Photography will begin in November 19, 2010 in Amytiville, New York, Toronto, Canada, Long Island, New York and some scenes were shot on Universal Studios.
Release
The film is set for an release on December 4, 2011, and will run in 3-D. An international release, is a thretical.
Cast
* Zac Efron as Will Hamilton
* Derek Mears as The Soul
* Brian Cox as Howard Hughes
* Jake Abel as Elliot
* Jensen Ackles as Jake
* Rachel Bilson as Evelyn Simmons
* Kay Panabaker as Summer
* Megan Fox as Jaimy
* Milla Jovovich as Ms.Hamilton
* Lucas Till as Josh Elwes
* Colin Ford as Young Will
* Alexandra Wilson as Police Officer
Plot
As the legend comes true in the city of Big Rock, New York a serial killer returns to his hometown to murder everyone enters there and a group of young adults lost in that city and the only way to survive is kills yourself.
Production
Production of the film began in September 2010 aiming for an December 2011 release. Craven returns to create another killer in October 2010 as "a figure who lives in a lost city" eats meat of animal and lives in the lost city since his alleged death. The film is produced by Michael Bay and first time producer Brad Fuller, Craven's cousin. The film were going to shot to 3-D.
Principal Photography will begin in November 19, 2010 in Amytiville, New York, Toronto, Canada, Long Island, New York and some scenes were shot on Universal Studios.
Release
The film is set for an release on December 4, 2011, and will run in 3-D. An international release, is a thretical.
Cast
* Zac Efron as Will Hamilton
* Derek Mears as The Soul
* Brian Cox as Howard Hughes
* Jake Abel as Elliot
* Jensen Ackles as Jake
* Rachel Bilson as Evelyn Simmons
* Kay Panabaker as Summer
* Megan Fox as Jaimy
* Milla Jovovich as Ms.Hamilton
* Lucas Till as Josh Elwes
* Colin Ford as Young Will
* Alexandra Wilson as Police Officer
A full power rifle cartridge, or full-sized rifle cartridge, is a rifle cartridge that is more powerful than a cartridge for a pistol or assault rifle, yet less powerful than a cartridge for an anti-materiel rifle (e.g. .50 BMG) or an anti-tank rifle (e.g. 7.92 mm DS). In part because of the variety of rifle cartridge types made in the 1900s and the overlapping of their attributes, there is no standard with which to determine if a particular rifle cartridge is full power or not. As an informal observation, a full power rifle round is a spitzer bullet fired with sufficient energy and accuracy to be effective at a range of at least and up to , yet not possess such recoil as to cause too great a discomfort to the shooter or require a cumbersome or heavy rifle to fire the round from. General characteristics of full power rifle cartridges are: a bullet diameter of approximately .30 inches (7.62 mm); a bullet weight of to ; and a case containing enough propellant to accelerate the bullet up to ~ or more. The round need not be of military origin or use to be considered full power. Rounds developed for hunting such as the .300 Winchester Magnum, 7 mm Remington Magnum or .270 Weatherby Magnum would also fall into the category.
Examples
*7.62x51mm NATO cartridge of the M-60 and M-14, as well as the FN FAL and Heckler & Koch G3
* .30-06 cartridge of the 1903 Springfield, Browning Automatic Rifle and M1 Garand
*7.92x57mm Mauser cartridge of German rifles and machine guns until after WWII, used in the Mauser Karabiner 98k and MG 42
*7.62x54mmR Russian cartridge introduced originally in the Mosin-Nagant, it is still used in the PK machine gun and Dragunov sniper rifle.
* .303 cartridge of the Lee-Enfield rifle.
Examples
*7.62x51mm NATO cartridge of the M-60 and M-14, as well as the FN FAL and Heckler & Koch G3
* .30-06 cartridge of the 1903 Springfield, Browning Automatic Rifle and M1 Garand
*7.92x57mm Mauser cartridge of German rifles and machine guns until after WWII, used in the Mauser Karabiner 98k and MG 42
*7.62x54mmR Russian cartridge introduced originally in the Mosin-Nagant, it is still used in the PK machine gun and Dragunov sniper rifle.
* .303 cartridge of the Lee-Enfield rifle.
Waterside Press is a publisher in the United Kingdom focusing on criminal justice, including the subjects of prisons, courts and sentencing, criminal policy, youth justice, family law, women, and justice. It was established in 1989 by Bryan Gibson, a barrister, former editor of Justice of the Peace, and contributor to various publications. According to the company, they are the "only law publisher to focus on criminal justice networks and information designed to reach over conventional boundaries" and many of its titles have become "staples of the Criminal Justice System, its practitioners, trainers and librarians". The name Waterside relates to the Itchen Navigation in Winchester on which the original main office was situated; they moved to Sherfield on Loddon, Hampshire in 2008. According to PrisonReform.org, a website that provides links to prison-reform organisations, the company "operates mainly in the field of criminal justice with a strong line in prison-related material".
In 2000 the company assumed responsiblity of Prison Writing, a long-standing publication designed to promote creative writing in prisons in the UK and elsewhere, and which awards prizes to the best contributions, in addition to the nominal fee paid to all contributors who have their work published. They are catalogued by Intute, a free web service for students and teachers which is maintained by UK universities. and The Waterside Press A-Z of Criminal Justice.
In 2000 the company assumed responsiblity of Prison Writing, a long-standing publication designed to promote creative writing in prisons in the UK and elsewhere, and which awards prizes to the best contributions, in addition to the nominal fee paid to all contributors who have their work published. They are catalogued by Intute, a free web service for students and teachers which is maintained by UK universities. and The Waterside Press A-Z of Criminal Justice.
Vitali Kapovitch is an Associate Professor of Mathematics in University of Toronto specializing in differential geometry. He received a PhD in Mathematics in 1997 from the University of Maryland under the direction of Karsten Grove.
Publications
*Perelman's Stability Theorem, To be published in Surveys in Comparison Geometry.
*Nilpotency, almost nonnegative curvature and the gradient push, (with A. Petrunin and W. Tuschmann), 2005, to appear in Annals of Mathematics.
*Nonnegative pinching, moduli spaces and bundles with infinitely many souls,(with A. Petrunin and W. Tuschmann), Journal of Diff. Geometry, 71, (2005), no. 3, pp. 365-383.
*Pinching estimates for negatively curved manifolds with nilpotent fundamental groups,(with I. Belegradek), Geom. Funct. Anal. 15, (2005), no. 5, pp. 929-938.
*Curvature bounds via Ricci smoothing, Illinois Journal of Mathematics, 49, (2005) no. 1, pp. 259-263.
*(with I. Belegradek) Classification of negatively pinched manifolds with amenable fundamental groups, Acta Mathematica, Volume 196 (2006), Number 2, pp. 229-260
*Biquotients with singly generated rational cohomology, (with W. Ziller), Geometriae Dedicata, 104 (1): pp. 149-160, 2004
*Restrictions on collapsing with a lower sectional curvature bound, Mathematische Zeitschrift, 249, (2005), no. 3, pp. 519-539
* Regularity of limits of noncollapsing sequences of manifolds, Geom. Funct. Anal. 12 (2002), no. 1, pp. 121-137. (with I. Belegradek)
*Obstructions to nonnegative curvature and rational homotopy theory, Journal of AMS, 16 (2003), pp. 259-284.
*(with I.Belegradek) Finiteness theorems for nonnegatively curved vector bundles, Duke Mathematical Journal, 108 (2001), no. 1, pp. 109-134.
*(with I. Belegradek) Topological obstructions to nonnegative curvature, Math. Ann. 320 (2001), no. 1, pp. 167-190.
*(with L. Guijarro) Restrictions on the geometry at infinity of nonnegatively curved manifolds, Duke Math. J. 78 (1995), no. 2, pp. 257-276.
Publications
*Perelman's Stability Theorem, To be published in Surveys in Comparison Geometry.
*Nilpotency, almost nonnegative curvature and the gradient push, (with A. Petrunin and W. Tuschmann), 2005, to appear in Annals of Mathematics.
*Nonnegative pinching, moduli spaces and bundles with infinitely many souls,(with A. Petrunin and W. Tuschmann), Journal of Diff. Geometry, 71, (2005), no. 3, pp. 365-383.
*Pinching estimates for negatively curved manifolds with nilpotent fundamental groups,(with I. Belegradek), Geom. Funct. Anal. 15, (2005), no. 5, pp. 929-938.
*Curvature bounds via Ricci smoothing, Illinois Journal of Mathematics, 49, (2005) no. 1, pp. 259-263.
*(with I. Belegradek) Classification of negatively pinched manifolds with amenable fundamental groups, Acta Mathematica, Volume 196 (2006), Number 2, pp. 229-260
*Biquotients with singly generated rational cohomology, (with W. Ziller), Geometriae Dedicata, 104 (1): pp. 149-160, 2004
*Restrictions on collapsing with a lower sectional curvature bound, Mathematische Zeitschrift, 249, (2005), no. 3, pp. 519-539
* Regularity of limits of noncollapsing sequences of manifolds, Geom. Funct. Anal. 12 (2002), no. 1, pp. 121-137. (with I. Belegradek)
*Obstructions to nonnegative curvature and rational homotopy theory, Journal of AMS, 16 (2003), pp. 259-284.
*(with I.Belegradek) Finiteness theorems for nonnegatively curved vector bundles, Duke Mathematical Journal, 108 (2001), no. 1, pp. 109-134.
*(with I. Belegradek) Topological obstructions to nonnegative curvature, Math. Ann. 320 (2001), no. 1, pp. 167-190.
*(with L. Guijarro) Restrictions on the geometry at infinity of nonnegatively curved manifolds, Duke Math. J. 78 (1995), no. 2, pp. 257-276.