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27: Using Audio on Your Web Page . . . . . . . . . . . . . . . . . . . . . . . . 925

The CSS Styles category (see Figure 4-13) is entirely devoted to how your code is written. As specified by the W3C, CSS declarations the specifications of a style can be written in several ways. One method displays a series of items, separated by semicolons:

NOTE As you paint, the stroke shows you a preview of the sampled content; if it s wildly off, undo and resample from an area with a similar texture and tone.

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We now prove a fundarnent,al result about common knowledge- it cannot be gained in a dist,ributed syst,em with unreliable messages We explain the significance of t,he result in t,he context of t,he coordinating general problem under unreliable communication Assume t,hat there are two generals who need to coordinate an at,tack on t,he enemy army The armies of tlie generals are camped on tlie hills surrounding a valley, which has the eneniy army Both the generals would like to at,tack the enemy army simukaneously because each general s army is outnumbered by the en<:my army They had no agreed-on plan beforehand, and on some night they would like to coordinate with each other so that both attack the enemy the next day The generals are assumed to behave correct,ly, but the communication between them is unreliable.

Any messenger sent from one general to the other may be caught by the enemy The question is whether taliereexists a prot,ocol that allows the generals to agree on a single bit denoting attack or retreat It is clear tjliat in the presence of urirelirtble messages no protocol can guarant,cv ag~eerrieritfor ull runs None of the messagrs sent by any general may rcach the other side The real question is whether there is some protocol that can guarantee agreement for ,some run (for example, when some messages reach their destination) Unfortunately, even in a siniple distributed system with just t,wo processors, P and Q , that communicate with unreliable messages, there is no protocol that allows common knowledge to be gained in any of its run If not, let T be a run with the smallest number of messages that achieves common knowledge.

accredited laboratory can grasp the primary technical needs of the client: quantities, scope of measurement and uncertainties. Furthermore, the investment required for launching an accredited laboratory excludes the transitory type of company that starts up in commercial niches and then vanishes as quickly as it has appeared. Stability is a key word in metrology. It is important not to change your provider too regularly when you decide to subcontract the calibrations; for example, do not consider only the price and have a yearly competition. Nevertheless, let us point out that what has been said so far applies to movable measurement, control, test or analysis instruments. In the case of equipment such as heavy machinery (traction, compression, hardness, etc.), scales, air conditioning chambers, etc., the verification can only be done on-site. It is not necessary for the provider to have their own laboratory since the whole intervention is carried out onsite. However, the provider must use working standards which are related to the calibration chains.

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Let rn be t,he last, message in the run Assume without loss of generalit,y that t,he last message was sent, from the processor P to processor Q Since messages are unreliable, processor P does riot know whet,her Q received the nirssage Thus, if P can assert C(b) aft,er rn messages, then it, can also do so after m - 1 messages But C(6) at P also implies C(b) at Q Thus C(b) is true after m - 1 messages, violating rninimality of tlie run T In cont,rast,,t,he lower levels of knowledge are attainable Indeed, to go from S ( b ) t,o E ( b ) ,it, is sufficient for the processor with the knowledge of b to send messages to all ot her processors indicating the truthness of b In the run in which all messages reach their destination, E ( b ) will hold.

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