.......................................................................... Week 1 - ParticleString.eps great! Two-Membrane.eps good - in both cases, the bottom edge of the string worldsheet/2-brane is too straight to be beautiful; Derek's fault, not yours. Week 2 - ParabShapes.eps great! Xt.eps the little arrows aren't pretty - the "head" is almost as big as the length of the arrow. xfig allows for different kinds of arrow heads - and maybe different sizes too? A solid small arrowhead like Derek's would be best. Week 3 - XvsTX.eps great, but please delete the huge "parentheses" around the tangent bundle TX. Derek's fault, or mine, not yours! Week 4 - LevelCurves.eps the partial derivatives like $\frac{\partial H}{\partial p}$ are all missing the \partial symbol in the denominator. Otherwise great. Week 5 - XvsTqstarX.eps in my version of the .eps file, some of the picture can't be seen - it's fallen off the top edge. This can be cured by making a perfectly transparent object in the xfig file, slightly above the picture you want us to see. Could you please label the point at the tail of the horizontal arrow by $q$? My fault, not yours. Week 6 - GammaBoundSigma.eps again some of the picture has fallen off the top edge. Otherwise fine! Week 7 - One-DWorldline.eps great! p-DMembrane.eps good - for perfect beauty, the bottom boundary of the string worldsheet should look more like an ellipse, not pointy at the ends. I know this is hard to achieve! TangentVector.eps great! ShadedPar.eps great! Week 8 - GammaBoundRegion.eps the funny thing that looks like a caterpillar on the surface S should really be a handle: Derek was trying to draw a nontrivial Riemann surface with a circle as boundary. See below! GammaBoundSolid.eps again, for perfect beauty the equator of the sphere would look be an ellipse, not pointy at the ends. Maps.eps great! Week 9 - Handle.eps good! This picture would be better to use for GammaBoundRegion.eps than what we have now! TwoPaths.eps could you draw dots at the points x and y? Derek's fault, not yours. TgPlaneSphere.eps Please chop this into two separate pictures, since it's really two things: a region in the sphere labelled Sigma (to illustrate one equation) and parallel transport of a vector around a loop (to illustrate another). Joining.eps great!