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You can also change the order of layers within groups, either by clicking and dragging the layers, or by selecting a layer (or layers) and choosing an option from Layer Arrange: n Bring to Front: This moves the selected layer to the front of the group. If the layer is already at the front of the group, it is taken out of the group and moved to the front of the document (that is, the top of the Layers palette). n Bring Forward: Using Bring Forward moves the selected layer forward one position within the group. If the layer is at the front of the group, it s taken out of the group and moved to the next position in front of the group. n Send Backward: This moves the selected layer back one position within the group. If the layer is at the back of the group, it is taken out of the group and moved to the next position behind the group. n Send to Back: Select this option to move the selected layer to the back of the group. If the layer is already at the back of the group, it is removed from the group and moved to the back of the document (in front of the Background layer, if it exists).



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If you ever get confused inside the Image Size dialog box and want to return to the original size and resolution settings, press Alt (Option on the Mac) to change the Cancel button to Reset. Then click Reset to start from the beginning.

After two divs with no content, we come to the div called nav, which contains the entire navigation menu from the left of the screen, as in Figure 4-7.





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where is some positive constant, typically = 1. For the constant modulus (CM) signals can be chosen as 2 = E{| 1 |4 }/E{| 1 |2 }. Using the stochastic gradient descent method, y y one can derive the updating rule for the FIR equalizer coe cients w1i p in the form of w1i p (k + 1) = J1 w1i p w1i p (k) + 1 (k) 1 (y1 (k)) x (k p), i w1i p (k) 1 (k)

The main customization file is acad.cuix in AutoCAD, and acadlt.cuix in AutoCAD LT. You can either customize this file or load another customization file.

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English, 168, 170, 174, 175 Gaussian process, 416 Hidden Markov model, 86 Markov chain, 77 subsets, 667 envelopes, 182 Ephremides, A., 611, 699 Epimenides liar paradox, 483 equalization, 611 Equitz, W., xxiii, 699 erasure, 188, 226, 227, 232, 235, 527, 529, 594 erasure channel, 219, 235, 433 ergodic, 69, 96, 167, 168, 175, 297, 360, 443, 444, 455, 462, 557, 613, 626, 644, 646, 647, 651 ergodic process, xx, 11, 77, 168, 444, 446, 451, 453, 644 ergodic source, 428, 644 ergodic theorem, 644 ergodic theory, 11 Erkip, E., xxi, xxiii Erlang distribution, 661 error correcting code, 205 error detecting code, 211 error exponent, 4, 376, 380, 384, 385, 388, 399, 403 estimation, xviii, 255, 347, 392, 425, 508 spectrum, 415 estimator, 39, 40, 52, 255, 392, 393, 395 397, 401, 402, 407, 417, 500, 663 bias, 393 biased, 401 consistent in probability, 393 domination, 393 ef cient, 396 unbiased, 392, 393, 395 397, 399, 401, 402, 407 Euclidean distance, 514 Euclidean geometry, 378 Euclidean space, 538 Euler s constant, 153, 662 exchangeable stocks, 653 expectation, 14, 167, 281, 306, 321, 328, 393, 447, 479, 617, 645, 647, 669, 670 expected length, 104 exponential distribution, 256, 661 extension of channel, 193 extension of code, 105

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a. Assuming one of the motels must be closed and that its closing will have no effect on the sales revenue of the other two, explain which motel should be closed and why. b. Would your answer be the same if sales revenue remained as shown above and the variable and fixed costs changed as shown below Motel A Variable costs Fixed costs P7.6 $100,000 110,000 Motel B $167,000 113,000 Motel C $250,000 112,000

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You can t. The protection elements of a VBA project are not exposed in the object model. Most likely, this was done to make it more difficult for password-cracking software.

1. Right-click the tool and choose Properties. 2. In the Tool Properties dialog box, use the Ellipsis button to choose the file again. 3. Click OK.

Example 414 In this example, we will try to join two relations R(a, c, d, f) and S(b, m, n) as explained in Example 413 Let s assume that attribute a is the primary key of R, attribute b is a foreign key in S pointing to a , R has 500 tuples, and S has 200 tuples Being a primary key, there are 500 unique values for the attribute a in R To start, we use a bit vector with 500 bits, each set to zero We then run each unique value of the attribute a through a hash function, for example, f (a) = a MOD 500, that maps the value of a to a number in the range of {0, 1, , 499} The corresponding bit for the hashed value is set to 1.

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