Spirou and Fantasio, in transit through Paris airport, are kidnapped by French counter-intelligence: in exchange for the release of two French nationals from Soviet prisons, the KGB demanded the two reporters' assistance. Because Moscow has a problem: the mob is getting increasingly more powerful and bold, and it has infiltrated the authorities so thoroughly they can't fight back anymore. They do know, however, that the big boss is someone Spirou and Fantasio have met before and simply cannot ignore.
Spirou and Fantasio, in transit through Paris airport, are kidnapped by French counter-intelligence: in exchange for the release of two French nationa...
Spirou and Fantasio flight against a military dictatorship After the Marsupilami causes a series of disasters, Spirou and Fantasio finally resolve to bring the strange animal back to its birth place, Palombia. Unfortunately, it s a nation in turmoil they find upon their arrival. The military is all-powerful, rumours of impending war are growing and a ruthless tyrant has seized power. To counter the dictator s plans, the two adventurers only weapon is the Count of Champignac s latest outrageous invention: a mushroom extract that makes metals go soft "
Spirou and Fantasio flight against a military dictatorship After the Marsupilami causes a series of disasters, Spirou and Fantasio finally resolve to...
The legendary adventures of reporters Spirou and Fantasio, their squirrel Spip, and Franquin's Marsupilami. The 11th title of a series as fundamental as Tintin - 75 years of the finest comic tradition!
The legendary adventures of reporters Spirou and Fantasio, their squirrel Spip, and Franquin's Marsupilami. The 11th title of a series as fundamental ...
The legendary adventures of reporters Spirou and Fantasio, their squirrel Spip, and Franquin's Marsupilami. The 15th title of a series as fundamental as Tintin - 75 years of the finest comic tradition!
The legendary adventures of reporters Spirou and Fantasio, their squirrel Spip, and Franquin's Marsupilami. The 15th title of a series as fundamental ...