Both definition

Both means Bachelor of Occupational therapy

Both means public and private ownership structures co-exist.

Both is most commonly used to give the sale shareholders some capital out of a deal where most money comes into the company as a subscription ■ ■ ■ ■ ■ ■ ■ ■ . ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■ ■

More Definitions of Both

Both means that approval by both the AWS Board and the AWG Board is required.

Both indicates a close-to-equal division of financing and responsibility. Requirements and conceptual design (WP0) BOTH Design anti-cryostat (WP1) CERN Production and assembly of the magnetic measurement shaft (WP2) BOTH Procurement and assembling of four (2 x 2) anti-cryostats (WP3) FREIA Rack and electronics (WP4.1) for the two measurement systems CERN Micro Drive Unit (MDU) + motor controllers (WP4.2) CERN PCB for rotating-coil magnetometer and extensions (WP4.3) CERN

Both means that the Mortgage Loan provides for a Lockout Period followed by a period during which defeasance is permitted and, for purposes of the "Prepayment Provision" set forth in this table and described in this Prospectus Supplement, the two periods are together presented as a "Lockout Period" during which defeasance is permitted (as otherwise described in this Prospectus Supplement). SCHEDULE OF EXCEPITIONS TO MORTGAGE FILE DELIVERY EXHIBIT C LETTER OF REPRESENTATIONS AMONG DEPOSITOR, TRUSTEE AND INITIAL DEPOSITORY EXHIBIT D-1 FORM OF SERVICER REQUEST FOR RELEASE [Date] Norwest Bank Minnesota, National Association Three Xxx Xxxx Xxxxx Xxx Xxxx, Xxx Xxxx 00000 Attention: Corporate Trust Services (CMBS) Re: DLJ Commercial Mortgage Corp., Series 1998-CG1 In connection with the administration of the Mortgage Files held by or on behalf of you as trustee under a certain Pooling and Servicing Agreement, dated as of June 1, 1998 (the "Pooling and Servicing Agreement"), among DLJ Commercial Mortgage Corp. as depositor, the undersigned as servicer (the "Servicer"), Midland Loan Services, Inc. as special servicer and you as trustee (in such capacity, the "Trustee") and REMIC administrator, the undersigned as Servicer hereby requests a release of the Mortgage File (or the portion thereof specified below) held by or on behalf of you as Trustee with respect to the following described Mortgage Loan for the reason indicated below.

Both means that the user is able to enter and authorize his/her own transactionsFOR INTERNAL USE ONLY

Both means we made commitments by placing dominoes in both rows.Using the letters, c, f , s and b, the sequences of states for the columns in Figure 11.1 are fsfcc, fcfsc and ccscc, respectively. The columns to which the commitments are made are 2 through 6. No commitments are made to column 1 because no dominoes are placed before column 1. If we wanted to reflect this fact in our sequences, we could add an entry of c for column 1 at the beginning of each sequence. Note that all of these strings end with a c because no dominoes hang over the right end of the board.There is an edge in our digraph from state x to state y for each possible way to get from state x at column j of the array to state y at column j + 1 of the array. For example, we can go from clear to clear by placing no dominoes in column j or by placing one vertical domino in the column. Thus there are two loops at clear. Since we cannot go from first to both, there are no edges from first to both. The following table summarizes the possibilities. An entry mx,y in position (x, y) is the number of edges from state x to state y. To complete our picture, we need the initial and accepting states. From the discussion at the end of the previous paragraph, you should be able to see that our initial state should be clear and that there should be one accepting state, which is also clear.×Let cn be the number of ways to reach the state clear after taking n steps from the starting state, clear. This means that no dominoes hang over into column n + 1. Note that cn is the number of ways to place dominoes on a 2 n board. Define fn, sn and bn in a similar way according to the state reached after n steps from the starting state. Let C(x), etc., be the corresponding generating functions.We are only interested in cn (or C(x)), so why introduce all these other functions? The edges that lead into a state give us a recursion for that state, for example, looking down the column labeled clear, we see thatcn+1 = 2cn + fn + sn + bn 11.4for n ≥ 0. Thus, when we study cn this way, we end up needing to look at the functions fn, sn andbn, too.In a similar manner to the derivation of (11.4),fn+1 = cn + sn,sn+1 = cn + fn, bn+1 = cn,11.5≥for n 0. The initial conditions for the recursions (11.4) and (11.5) are the values at n = 0. Since the initial state, clear, is the only state we can get to in zero steps,c0 = 1 and f0 = s0 = b0 = 0.To see how much work these recursions involve, use them to find c8, the number of ways to place do...

Both means country and year fixed effects. All models use the 5-yr version of the DV and are OLS with robust standard errors clustered at the country.

Both means both of these scenarios will be considered.