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terms of the proportion of total water use that is satis ed by groundwater resources This is because, out of a total daily need averaging 375 liters per person (Cole 1998), drinking water per se rarely accounts for more than 7% of the total water needs of an individual person; on average, 26% is used for preparing and cooking food, and 67% for personal hygiene and laundry Even when we turn to national statistics on water use, which might be expected to be more revealing, we run into problems with variant de nitions of water sources For instance, a report published in 1998 claimed that public water supplies in the UK comprise 28% groundwater and 72% surface water (Turton 1998) These gures no doubt derive from abstractioni licence records held by the Environment Agency.

is called a linear combination of the vectors {v 1 , v 2 , . . . , v k }. Addition of linear combinations and multiplication of a linear combination by an element of the eld F are also linear combinations of the vectors {v 1 , v 2 , . . . , v k }. Theorem 2.1: If {v 1 , v 2 , . . . , v k } are k vectors in V de ned over F, the set of all the linear combinations of {v 1 , v 2 , . . . , v k } is a subspace S of V .

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However, in many Environment Agency regions, abstractions from springs are classed administratively as surface water abstractions, thus masking the total contribution to water supply coming directly from subsurface sources Many other countries explicitly differentiate in their records between spring abstractions, pumped groundwater abstractions (ie from wells/ boreholes), and surface water intakes However, even in these cases it is dif cult to adequately assess the relative importance of groundwater to total supply due to complications arising from river aquifer interactions For instance, as we saw in 5, natural groundwater discharge sustains the ows in many rivers through dry periods, when water demand is often at its peak On the other hand, many so-called groundwater abstractions are suf ciently close to major rivers that they induce a component of localized indirect recharge (cf.

You can use Ess instead of the playNote() command in RoombaComm. Granted then the sound is coming out of the computer instead of Roomba, but by using Ess s pitch shifting ability you can get a fairly smooth glissando from pitch to pitch.

For a given prime number pprime , the set of integer numbers {0, 1, 2, 3, . . . , pprime 1} is a commutative group with respect to modulo- pprime addition. The set of integer numbers {1, 2, 3, . . . , pprime 1} is a commutative group with respect to multiplication modulo pprime . This set is therefore a eld of order pprime . They are also called prime elds GF ( pprime ). m An extension of a prime eld GF( pprime ) is called an extended nite eld GF(q) = GF( pprime ), with m a positive integer number. This extended eld is also a Galois eld. Particular cases of practical interest are the nite elds of the form GF(2m ), with m a positive integer number. For a given nite eld GF(q), and for an element of this eld a GF(q), the powers of this element are also elements of the nite eld, since the multiplication operation is a closed operation. Therefore, a 1 = a, a 2 = a a, a3 = a a a . . .

2), so that the water pumped from a given well often includes a signi cant surface-derived component (which might itself have begun life as a natural groundwater discharge into the river upstream ) For these reasons, it is rarely possible to be sure how best to interpret statistics concerning the groundwater component of water supplies Furthermore, many underdeveloped countries in Africa, Asia, and Latin America do not collect statistics on water use..

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