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As he takes the bus trip up to the ski venue, he calls his mother to tell her he has arrived She asks him to share his real time location so they can nd him when he gets there Christian gets off the bus and mingles into the large crowd, but his mum and dad have been keeping an eye on his progress, and leave their seats in the stand to come down and meet him Using their devices they are easily able to track him down in the crowd and the family meets up They watch the medals ceremony together from the public area before deciding to warm up in the mountain caf at the venue Christian tells Pekka he has a ticket for the ice hockey Oh e dear, thinks Pekka, he might not be able to watch the football after all! O.

5: Christian Gets an Invitation The family are having hot chocolate together in the cafe Christian receives an alert from his mobile device Much to his surprise it is an invitation to join a group from his best friend Rolf Rolf is the only one of Christian s friends who he gives the same level of trust to as his family; therefore when Christian showed his location to his most trusted group, which includes his mum and dad, he also inadvertently showed it to Rolf Rolf s invitation has a message attached saying he is also in Turin with friends and should meet up When Christian selects to join the group, a number of his and Rolf s classmates are shown in Turin including a girl he really likes.

5.9 Encoding for RS codes CRS (28, 24), CRS (32, 28) and CRS (255, 251)

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Christian can see their names, but only the schedule of Rolf because only his device has been set to share with Christian at this highest level of trust Christian decides to try to meet up with them O6: Switching Today s Hockey Tickets for Tomorrow s Match Christian sheepishly tells his parents that he wants to try to meet his classmates (especially this particular girl) Pekka, quite relieved, admits that he wanted to watch the football anyway They agree to switch their hockey tickets for another match tomorrow, so they post a request to nd someone who wants to swap tickets with them..

Pr(Uk = u) Pr U j = u, Ul = u, j < l < k|Uk = u (13.68)

Q 0 = 0.0076 41 Q 0 = 0.0002 44 Q 0 = 0.1059 4,10 Q 0 = 0.4967 4,11

Since, in general, block codes are designed to be linear, the addition of any two code vectors is another code vector. From this point of view, any codeword can be seen as the addition of at least two other codewords. Since the Hamming distance is the number of positions in which two vectors differ, and on the other hand the weight of the sum of two vectors is the Hamming distance between these two vectors, then the weight of a codeword is at the same time the distance between two other vectors of that code. Thus, the minimum value of the weight evaluated over all the codewords of a code, excepting the all-zero vector, is the minimum distance of the code: dmin = min w(ci c j ); ci , c j Cb ; ci = c j = min {w(cm ); cm Cb ; cm = 0} (38)

To make small straightening adjustments on each selected fill outline or curved line:

Pekka and Christian manage to swap their tickets with some other spectators for the following day s hockey game, as the two events had the same ticket value, simplifying the exchange O7: Christian Plans a Night Out With Friends As they journey back to the hotel, Christian turns his attention to setting up his plans for the evening Rolf has broadcast a message to everyone saying they should all meet up later to eat Christian asks for recommendations from his mobile device, but by doing this from within the group, the recommendations generated are based on everyone s pre-learned preferences rather than just his own Top of the list is a jazz club where they can also get something to eat Each classmate gets a message about the meeting and receives directions (based on each person s location) to the place that Christian has chosen for the group O.

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