Description:The last chapter of the dimension-spanning Daedalus series brings the 19th and 22nd centuries together for an explosive finale in the jungles of Venus!In the year 2135, dangerous alien life forms freed in the destruction of Saturn's moon Enceladus are making their way towards Earth. A task force spearheaded by Lt. Cmdr. Shaila Jain is scrambling to beat them there while simultaneously trying to save crewmember Stephane Durand, who was infected during the mission to Saturn and is now controlled by a form of life intent on reopening a transdimensional rift and destroying the human race. But Jain doesn’t realize that the possessed Stephane has bigger plans, beaming critical data to other conspirators suspiciously heading not for Earth, but for Venus…In 1809—a Napoleonic era far different from our own—the French have occupied England with their Corps Eternélle, undead soldiers risen through the darkest Alchemy. Only the actions of Lord Admiral Thomas Weatherby and the Royal Navy have kept the French contained to Earth. But the machinations of old enemies point to a bold and daring gambit: an ancient weapon, presumed lost in the jungles of Venus.Now, Weatherby must choose whether to stay and fight to retake his homeland or pursue the French to the green planet. And Shaila must decide if it’s possible to save the man she loves, or if he must be sacrificed for the good of two dimensions. In the dark, alien jungles of Venus, humanity's fate in both dimensions hangs in the balance—forcing past and present to once again join forces against an ancient terror.We have made it easy for you to find a PDF Ebooks without any digging. And by having access to our ebooks online or by storing it on your computer, you have convenient answers with The Venusian Gambit (Daedalus #3). To get started finding The Venusian Gambit (Daedalus #3), you are right to find our website which has a comprehensive collection of manuals listed. Our library is the biggest of these that have literally hundreds of thousands of different products represented.
Description: The last chapter of the dimension-spanning Daedalus series brings the 19th and 22nd centuries together for an explosive finale in the jungles of Venus!In the year 2135, dangerous alien life forms freed in the destruction of Saturn's moon Enceladus are making their way towards Earth. A task force spearheaded by Lt. Cmdr. Shaila Jain is scrambling to beat them there while simultaneously trying to save crewmember Stephane Durand, who was infected during the mission to Saturn and is now controlled by a form of life intent on reopening a transdimensional rift and destroying the human race. But Jain doesn’t realize that the possessed Stephane has bigger plans, beaming critical data to other conspirators suspiciously heading not for Earth, but for Venus…In 1809—a Napoleonic era far different from our own—the French have occupied England with their Corps Eternélle, undead soldiers risen through the darkest Alchemy. Only the actions of Lord Admiral Thomas Weatherby and the Royal Navy have kept the French contained to Earth. But the machinations of old enemies point to a bold and daring gambit: an ancient weapon, presumed lost in the jungles of Venus.Now, Weatherby must choose whether to stay and fight to retake his homeland or pursue the French to the green planet. And Shaila must decide if it’s possible to save the man she loves, or if he must be sacrificed for the good of two dimensions. In the dark, alien jungles of Venus, humanity's fate in both dimensions hangs in the balance—forcing past and present to once again join forces against an ancient terror.We have made it easy for you to find a PDF Ebooks without any digging. And by having access to our ebooks online or by storing it on your computer, you have convenient answers with The Venusian Gambit (Daedalus #3). To get started finding The Venusian Gambit (Daedalus #3), you are right to find our website which has a comprehensive collection of manuals listed. Our library is the biggest of these that have literally hundreds of thousands of different products represented.