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differences are small (or non-existent) among adolescents and young adults (Bray, 2004). The lower BMI and higher mortality among smokers are partly responsible for the low extreme of the U-shaped relationship between BMI and risk of death ( 9). Conversely, smoking cessation often leads to weight gain. Several large prospective studies have shown that those who stop smoking gain on average 4 5 kg. Weight increase is more pronounced in women, younger subjects, Black people, heavy smokers and those whose initial weight is relatively low; overall, some 20% of those who stop smoking gain 10 kg or more (Bray, 2004). This is due to increased energy intake (especially of sweet and fat-rich foods), together with loss of the catabolic actions of nicotine. Smokers commonly view weight gain as a serious consequence of stopping smoking, and it is probably a major disincentive for many; some young people, especially women, may use smoking as a means to limit weight gain. The bene ts of stopping smoking undoubtedly outweigh any detrimental effects of postcessation weight gain, and on balance, smoking cessation should take priority.

import time as _time def _getnow(): Returns current time tuple return _time.localtime(_time.time()) def time(): Returns current time as string return _time.strftime( %I:%M %p ,_getnow()) def date(): Returns current date as string return _time.strftime( %b %d, %Y ,_getnow())

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Notice that the expires argument uses a PHP function called time(). This returns the current time in UNIX timestamp format. So the expiry time is 60 * 60 * 24 * 365 seconds after the current time, or one year into the future. The cookie will remain until that time, even if the browser is closed and reopened, unless the user chooses to delete it manually. The remaining arguments set a path of / (so the cookie will be returned to any URL within the Web site), a domain of .example.com (so that the cookie is sent to any server within the domain example.com), no secure flag (so that the cookie can be sent over standard HTTP connections), and the HttpOnly flag (so that JavaScript can t read the cookie). Note that it s a good idea to precede the domain value with a dot (.) character, as in .example. com , unless the domain is a hostname such as www.example.com, in which case the initial period should not be used. In this next example, setcookie() is used to store the number of page views in the user s current browser session. Note that the expires argument is zero, so the cookie will disappear when the user closes her browser. In addition the domain argument is an empty string, which means the browser will only send the cookie back to the exact Web server that created it:

A; I or II A or B; I or II A; I or II A or B; I or II A or B A or B A, B or C A or B; I or II A or B A or B A or B

New aberrations arise when the elements of a rotationally symmetric system are misaligned with respect to each other. The misalignment of an element may be the decentering of its vertex and/or tilting of its optical axis (Mahajan, 2001). A misalignment introduces axial coma, which depends on the pupil coordinates as does the primary coma. However, unlike primary coma, it does not depend on the image height h0 , that is, it is constant across the entire image of an extended object. A misalignment also introduces astigmatism and eld curvature which vary linearly with h0 , and distortion varies as h02 . Thus, the degree or the power with which each aberration term introduced by a misalignment varies with h0 is one less than that for the corresponding terms for an aligned system. Accordingly, the degree of each new aberration term in the image (or object) and pupil coordinates is three, that is, one less than the nominal four for a primary aberration. When one or more surfaces of a system is warped so that it is curved more in one plane than in an orthogonal plane, as a toric surface in the case of an astigmatic human eye, it yields (axial) astigmatism independent of h0 , that is, even for an axial point object. 13.2.3. Secondary or Schwarzschild Aberration Function The secondary or Schwarzschild aberration function corresponding to i 6 consists of nine terms given by

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