Tuesday (Elliptic Curves):
 9:30-10:30  Fisher: Explicit Descent on Elliptic Curves, II
11:15-12:15  O'Neil:  Explicit Descent on Elliptic Curves, II
14:30-15:00  O'Neil:  Sampling spaces
15:15-16:00  Schaefer: The Cassels-Tate Pairing 
16:15-17:15  Watkins: Two and four descents 
17:30-18:00  Fisher:  Minimization 

Wed (g>=2):
 9:30-10:30  Schaefer: Descent on Hyperelliptic Jacobians and Chabauty's Method
11:15-12:15  Nils Bruin 2-coverings of Hyperelliptic Curves
14:30-15:15  Rotger: Abelian surfaces of GL2-type and points on Shimura curve 
15:30-16:15  Skorobogatov: Shimura curves and the Hasse principal  
16:15-16:45  Afternoon "Tea"
16:45-17:15  Kamal Khuri-Makdisi: Implementing addition on J(k) 
17:30-18:00  Bruin: Small genus 2 curves 

Thur: Start at 9:45
 9:45-10:45 Colliot-Thélène: The Brauer-Manin Obstruction and the Fibration Method
11:15-12:15 Alexei Skorobogatov: Torsors, Descent and the Brauer Group

Afternoon: Wittenberg, Logan, Bright, Swinnderon-dyer

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Swinnerton-Dyer challenge curve:

        X^4 + 2*Y^4 = Z^4 + 4*W^4

has huge point on it! (around 1 and 10 million digits)