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where R, B,and G are quark colors [eq. (10.35)], and RBG means quark 1 is red ( R ) ,quark 2 is blue ( B ) ,and quark 3 is green (G). This color wavefunction is manifestly antisymmetric under the exchange of any two particles. (b) Fkom part (a) the ground state baryon wavefunction must have +(spin) . $(flavor) = symmetric. The proton is uud; since J = f , two of the quarks must be in a spin singlet: (rl which is antisymmetric under exchange of particles. Thus the corresponding two-quark flavor function must also be antisymmetric: (ud du). Combining and adding a third quark ut gives (utdl - uLdt - dtul d i ~ l f ) u tThis is symmetric in the first two quarks. Finally, take all cyclic . permutations (three for each term) and normalize to obtain



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EARLIEST AND LATEST START TIME Calculating the earliest and latest start times for projects is easy to do To calculate earliest start times, we begin at the left of the PDM network and work our way to the right First, we calculate the earliest start times for tasks on the critical path Make iced tea starts at time 0, Prepare basket at time 15, Gather sports gear at time 17, Load car at time 20, Get gas at time 24, and Drive to picnic site at time 30 After earliest start times for critical tasks have been calculated, we turn to calculating earliest start times for noncritical tasks Again we move from left to right Prepare sandwiches can begin as early as time 0, Prepare fruit at time 10, and Gather blankets at time 17 To calculate latest start times, we work from right to left.





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Once again, we rst concentrate on the critical path Since the project takes fty minutes to complete, the latest time to start Drive to picnic site is at time 30 (that is, 50 20), to start Get gas is at time 24 (that is, 30 6), to start Prepare basket is at time 15, and to start Make iced tea is at time 0 Note that the latest start times are identical to the earliest start times This is always the case with tasks on the critical path; there is no exibility in when we start tasks To calculate latest start times for noncritical tasks, we also work leftward Consider the noncritical task Gather blankets The activity that occurs after Gather blankets is the critical task Load car, which we have determined should start no later than at time 20.

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Since Gather blankets consumes two minutes of time, its latest start time is at time 18 (that is, 20 2) With similar logic, the latest start time for Prepare fruit is at time 13; for Prepare sandwiches, at time 3 Slack for individual tasks is calculated by subtracting earliest start time from latest start time For example, the latest start time for Prepare fruit is time 13, while its earliest start time is time 10 Slack for this task is 13 10, or 3 This means that we have three minutes of breathing space in carrying out the task As a project is carried out and slack time is consumed on individual tasks, the slack left over for the remaining tasks is reduced If we.

from tidylib import tidy_string from Ft.Xml.Domlette import NonvalidatingReader class XPathScraper(Scraper): Base class for XPath-based feed scrapers. NSS = { xhtml : http://www.w3.org/1999/xhtml } # Default xpaths extract all hyperlinks. ENTRIES_XPATH = //xhtml:a ENTRY_XPATHS = { title : ./text() ,

The first datagram is protected by using AH in transport mode. No encryption is used, and the entire datagram can be inspected but not modified. An authentication field in the AH header contains an integrity verification value computed from a cryptographic hash of a shared secret key and the entire IP datagram after mutable values in the IP header are zeroed out. AH protects the entire IP datagram, including the IP header. The second datagram is protected by using ESP in transport mode. The original transport datagram is encrypted by using a shared secret key using the cipher algorithm from the IPSec SA. The cipher might require an initialization vector

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