Stark is a secret consortium with more money than God and the social conscience of a dog on a croquet lawn. What's more, it knows the Earth is dying. Deep in Western Australia where the aboriginals used to milk the trees, a planet-sized plot is taking place. Some green freaks pick up the scent. It you're facing the richest and most disgusting scheme in history you have to do more than stick up two fingers and say peace.

In this blazing new series, William W. and J.A. Johnstone tell the tale of a man who became a myth—and a myth that became a legend. This is the epic story of Nathan Stark, Army Scout . . . Johnstone Justice. What America Needs Now. They slaughtered his family. Killed his young bride. And ever since that tragic day, Nathan Stark has devoted his life to fighting the hostile tribes who massacred those he loved. As a civilian scout for the Army, he’s served with such famous commanders as Custer and Crook. He’s battled against such notorious war chiefs as Crazy Horse and Sitting Bull. Among the fiercest natives of the untamed west, Nathan Stark is a living legend—one that must be destroyed . . . Against his better judgment, Nathan agrees to be teamed up with a rival Crow scout named Moses Red Buffalo. Their mission: to forge a trail deep into Indian territory under the command of a bloodthirsty army colonel. But the mission is not what it seems. If Stark and Red Buffalo want to stay alive, they’ll have to work together as a team—if they don’t kill each other first . . . Live Free. Read Hard.

The Americans were the first to set foot on the moon. They intend to be the last. The United States of America reigns over Earth as the last surviving superpower. To build a society free of American influence, foreign countries have inhabited the Moon, taking advantage of the natural resources to earn their own riches. Now the U.S. military has been ordered to wrest control of Earth’s satellite from America’s rivals. Sergeant Ethan Stark must train his squadron to fight against a desperate enemy in an airless atmosphere at one-sixth normal gravity. Ensuring his team’s survival means choosing which orders to obey--and which to ignore...

HE STARTED A REBELLION. NOW HE'LL HAVE TO LEAD IT. United States military forces on the moon have overthrown the ranking officers and placed Sergeant Ethan Stark in command. Now, in addition to fighting a merciless enemy on the moon's surface, Stark must contend with the U.S. government's reaction to his mutiny. The Moon's American civilian colony has offered to assist the military with food and supplies on one condition: that Stark's troops back the Colony's plea for independence. In order to survive, civilian and soldier must learn to trust one another, as one man's cause becomes a crusade...

HE SWORE TO PROTECT AND SERVE. NOW HE HAS TO CHOOSE BETWEEN THEM. When the American Lunar colony was threatened, he served his country in battle. But when high ranking officers betrayed him and his soldiers, he had only one choice—rebellion. Now Sergeant Ethan Stark is in charge of a rebel organization he never intended to create, and the United States has just joined forces with its former enemy to insure his destruction. Stark has no intention of compromising his honor, even in the face of impossible odds. He and his soldiers have no desire to fight American forces, but they are willing to pay any price to defend the rights of the colonists they were sent to protect. Now Stark and his soldiers must fend off deadly aggression from their own country without igniting a full scale civil war.

Stark's conjectures on the behavior of USDLUSD-functions were formulated in the 1970s. Since then, these conjectures and their generalizations have been actively investigated. This has led to significant progress in algebraic number theory. The current volume, based on the conference held at Johns Hopkins University (Baltimore, MD), represents the state-of-the-art research in this area. The first four survey papers provide an introduction to a majority of the recent work related to themes currently under exploration in the area, such as non-abelian and USDpUSD-adic aspects of the conjectures, abelian refinements, etc. Among others, some important contributors to the volume include Harold M. Stark, John Tate, and interested in number theory.