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push 30h (6A 30) // Push 0x00000030 onto the stack pop eax (58) // Pop it into the EAX register xor al,30h (34 30) // XOR al with 0x30. This leaves 0x00000000 in EAX. dec eax (48) // Take 1 off the EAX leaving 0xFFFFFFFF xor eax,7A393939h (35 39 39 39 7A) // This XOR leaves 0x85C6C6C6 in EAX. xor eax,55395656h (35 56 56 39 55) // and this leaves 0xD0FF9090 in EAX push eax (50) // We push this onto the stack.
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Another very important element in XSD is the <xsd:complexContent> element. This element can be used as a child element of the <xsd:complexType>, which is discussed in 1, but it can only contain other elements. It cannot contain any character data.
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Frequency dependence comes from a product of the two graphs in Figure 6.27. The main contributing factor to the power lost by a rough surface at high frequencies is proportional to the number of snowball spheres per unit area. We have assumed that uniform- (average-) sized snowballs adequately describe the power losses for high-pro le copper and that the snowballs with the same size with a different surface density accurately describe the power losses for lowpro le copper in our electrodeposited samples. However, the systematic difference between the best theoretical line in Figures 6.25 and 6.26 probably arises from the fact that a distribution of snowball sizes would be a more accurate approximation; the subject of a Master s thesis. While the additional rough surface loss depends upon the choice of the snowball radius in the Cu manufacturing process, it does not depend upon the manner in which the snowballs are stacked up. At low frequencies, two corrections to the power loss mechanism are required, as shown in Figure 6.27, when the radius of the snowball spheres are small compared with the skin depth. The de nition of small is a statement of the snowball radius (which is xed by the manufacturing process) relative to the skin depth (which depends upon the wave frequency); that is, a given snowball may be considered small at 1 GHz and large at 100 GHz. As is shown in the next chapter on advanced signal integrity, screening of incident elds by near-neighbors is potentially compensated for by second-order corrections that can be masked by the number of snowball spheres per unit area. The measured and calculated values give a correlation within an accuracy
This particular example is going to be a work in progress, so the complete code will not be given at this point. Over the next few sections, however, we will arrive at a completed XSD schema. The <xsd:length> facet is not the only one that enables us to control the length of an item. The <xsd:minLength> facet also enables us to specify a minimum length. It is defined as follows:
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