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void bitFile2covertFile(void); //############# http_ws_vary_encode ########## int http_ws_vary_encode(void) { int i; int read_cnt; int wsPerLine; //get from cmd line char ch, bit; char mask=1; unsigned __int32 bwritten=0; // bits written unsigned __int32 covert_siz; // chars to hide // We limit wsPerLine to 1 - 255 (8 bits) // Check range of wsPerLine... wsPerLine = vary; // in config.c if(wsPerLine < 1 || wsPerLine > 255) { printf( Error - ws per line out of range!\n ); printf( Range is 1 - 255\n ); printf( Set with -v <1-255>\n ); exit(0); } //if // Get size of covert file and rewind file... covert_siz = count_covert(); if(covert_siz > MAX_HTTP_COVERT) { printf( Error - Covert file too large!\n ); printf( Limit file to %d bytes.\n , MAX_HTTP_COVERT); exit(0); } //if // Populate bit file, put size in first... covertFile2BitFile(covert_siz); // Hide covert data until overt file is used // up... while(bwritten < (covert_siz*8+32)) { move2lineEnd(); // copy overt to overt2 for(i=0; i<wsPerLine; i++) { read_cnt = fread( &bit, sizeof(char), 1, bitStream ); if( read_cnt<1 && i==0 ) { // read_cnt can be zero if bitFile is // exhausted before wsPerLine is written printf( Error - Bit file too small.\n ); printf( bwritten:%d covert_siz:%d\n , bwritten, covert_siz); exit(0); } //if if(bit == 1 ) { ch = ONE; } else { ch = ZERO; } //if fwrite( &ch, sizeof(char), 1, overt2Stream );

1. Resistance design limit is the maximum value of loop resistance to which the RD method is applicable. The value was set at 1300 Q primarily to control transmission loss. In the revised resistance design (RRD) plan, this value is increased to 1500 Q . 2. Switch supervisory limit is the conductor loop resistance beyond which the operation of the switch supervisory equipment (loop signaling equipment) is uncertain. 3. Switch design limit. With RD procedures, this limit was set at 1300 Q (in RRD it is increased to 1500 Q ).

nature and objectives of the services, (2) the intended recipients, (3) which of the individuals are clients, (4) the relationship the psychologist will have with each person and the organization, (5) the probable uses of services provided and information obtained, (6) who will have access to the information, and (7) limits of confidentiality. As soon as feasible, they provide information about the results and conclusions of such services to appropriate persons. (b) If psychologists will be precluded by law or by organizational roles from providing such information to particular individuals or groups, they so inform those individuals or groups at the outset of the service.

This set of linearly independent vectors e0 , e1 , . . . , en 1 generates the vector space Vn , whose dimension is n. If k < n, the set of linearly independent vectors {v 1 , v 2 , . . . , v k } generates the vector space S of Vn through all their possible linear combinations: c = m 1 v1 m 2 v2 m k vk (11)

organs or tissues, such as the skin, where they are more likely to encounter antigens (Dhabhar & McEwen, 1997). This illustrates the complexity of understanding the pattern of changes in immune function, particularly when only one or two measures of immune function are assessed. Thus, the term immune dysregulation is probably a more descriptive term than immune suppression (or enhancement) when discussing general changes in immune function. Although the HPA axis signi cantly modulates immune function, other pathways also exist, as noted when the blastogenic response to phytohemagglutinin (PHA) was still suppressed following stress, despite removal of the adrenal glands (Keller, Weiss, Schleifer, Miller, & Stein, 1983). Later studies suggested that the sympathetic nervous system is another important modulator of immune function (Felten, Felten, Carlson, Olschowka, & Livnat, 1985; Irwin, 1993). Sympathetic Nervous System (SNS) As with the HPA axis, the hypothalamus is centrally involved in the regulation of autonomic nervous system activity. Neurons in the hypothalamus project to autonomic centers in the lower brainstem and spinal cord, including preganglionic sympathetic neurons (Luiten, ter Horst, Karst, & Steffens, 1985). During a classical ght or ight response,