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A map of Lancashire, showing the Boroughs: ( 1 ) West Lancashire ; ( 2 ) Chorley ( borough ) | Chorley ; ( 3 ) South Ribble ; ( 4 ) Borough of Fylde | Fylde ; ( 5 ) City of Preston, Lancashire | Preston ; ( 6 ) Wyre ; ( 7 ) City of Lancaster | Lancaster ; ( 8 ) Ribble Valley ; ( 9 ) Pendle ; ( 10 ) Burnley ( borough ) | Burnley ; ( 11 ) Rossendale ; ( 12 ) Hyndburn ; ( 13 ) Blackpool ; and ( 14 ) Blackburn with Darwen.
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map and Lancashire
The Romans once had a force in Lancashire, and a Roman road is visible on the Ordnance Survey map of the area.
The 1845 map shows the town of Padiham in the early days of the Lancashire cotton industry in Victorian times with three mills already marked.
A map of Padiham in 1890 is available on the Lancashire County Council Website.
Amounderness depicted in John Speed's 1610 map of Lancashire
Saxton included Holme in his map of Lancashire of 1577 on the south banks of the Medlok and the Irwell where they joined.
This placed Salford firmly on the rugby map, it was an exciting period and, during the remaining 15 years as members of the Rugby Football Union, seventeen Salford players were selected for Lancashire, three by the North of England and two, Harry Eagles and Tom Kent, for England.
* 1850s map of Preston on Lancashire County Council's MARIO map system
* 1890s map of Preston on Lancashire County Council's MARIO map system
* Modern-day map of Preston on Lancashire County Council's MARIO map system
map and showing
It is usually helpful to make a sketch map in the field, showing the size and location of the features of interest and to take photographs at the site.
World map showing the Arctic Circle in red.
A world map showing the provinces of the Anglican Communion ( Blue ).
Political map showing states which have officially recognized the Armenian Genocide.
A map showing Actium.
The first major application was the relative version of Serre's theorem showing that the cohomology of a coherent sheaf on a complete variety is finite dimensional ; Grothendieck's theorem shows that the higher direct images of coherent sheaves under a proper map are coherent ; this reduces to Serre's theorem over a one-point space.
A map showing the supposed extent of the Atlantean Empire.
A map of Gaul in the 1st century BC, showing the location of the Aedui tribe.
A map showing the Aegadian Islands
Photo of a 15th century map showing region containing Nicopolis.
German map in use in 1905 still showing the undivided Bechuanaland area
A map of 1887 showing the Protectorate and British Bechuanaland
It has been reported that " hundreds of thousands of gallons of salt water are pumped out monthly " in the Big Dig, and a map has been prepared showing " hot spots " where water leakage is especially serious.
* Map of the battlefield on modern Google map and satellite photographs showing main locations of the battlefield
However Lewis Spence's 1937 book Boadicea-warrior queen of the Britons went so far as to include a map showing the positions of the opposing armies.
alt = A map showing a line of 13 ships, mostly dismasted and two on fire.
A map showing the Greek world at the time of the battle
Same map as above, but showing sovereign states widely accepted by the UN instead of topographies
A map dating 1669 showing the location of Multan, Pakistan.
A map showing the original boundaries of Cambridge
alt = A map showing places in central southern England, including Gloucester, Cirencester, Bath, and Aylesbury
Other known maps of the ancient world include the Minoan " House of the Admiral " wall painting from c. 1600 BCE, showing a seaside community in an oblique perspective and an engraved map of the holy Babylonian city of Nippur, from the Kassite period ( 14th12th centuries BCE ).
A couple of examples might be a dot map showing corn production in Indiana or a shaded area map of Ohio counties, divided into numerical choropleth classes.
A topographic map is primarily concerned with the topographic description of a place, including ( especially in the 20th and 21st centuries ) the use of contour lines showing elevation.
map and Boroughs
A map of Cheshire, showing the Boroughs: ( 1 ) Cheshire West and Chester ; ( 2 ) Cheshire East ; ( 3 ) Warrington ; and ( 4 ) Borough of Halton | Halton.
A map of West Yorkshire, showing the Metropolitan Boroughs: ( 1 ) Leeds ; ( 2 ) City of Wakefield | Wakefield ; ( 3 ) Kirklees ; ( 4 ) Calderdale ; and ( 5 ) City of Bradford | Bradford.
A map of Tyne and Wear, showing the Metropolitan Boroughs: ( 1 ) Metropolitan Borough of Gateshead | Gateshead ; ( 2 ) Newcastle upon Tyne ; ( 3 ) North Tyneside ; ( 4 ) South Tyneside ; and ( 5 ) City of Sunderland | Sunderland.
A map of South Yorkshire, showing the Metropolitan Boroughs: ( 1 ) Sheffield ; ( 2 ) Metropolitan Borough of Rotherham | Rotherham ; ( 3 ) Metropolitan Borough of Doncaster | Doncaster ; and ( 4 ) Metropolitan Borough of Barnsley | Barnsley.
A map of the West Midlands ( county ) | West Midlands, showing the Metropolitan Boroughs: ( 1 ) Wolverhampton ; ( 2 ) Metropolitan Borough of Dudley | Dudley ; ( 3 ) Metropolitan Borough of Walsall | Walsall ; ( 4 ) Sandwell ; ( 5 ) Birmingham ; ( 6 ) Metropolitan Borough of Solihull | Solihull ; and ( 7 ) Coventry.
A map of Merseyside, showing the Metropolitan Boroughs: ( 1 ) Liverpool ; ( 2 ) Metropolitan Borough of Sefton | Sefton ; ( 3 ) Metropolitan Borough of Knowsley | Knowsley ; ( 4 ) Metropolitan Borough of St Helens | St Helens ; and ( 5 ) Metropolitan Borough of Wirral | Wirral.
map and 1
k ≤ 1, then the mapping is said to be a non-expansive map.
The latest Ordnance Survey Ireland " Discovery Series " ( Third Edition 2005 ) 1: 50, 000 map of the Dublin Region, Sheet 50, shows the boundaries of the city and three surrounding counties of the region.
The Sylow 2-subgroups are either cyclic, which is easy to handle using the transfer map, or generalized quaternion, which are handled with the Brauer – Suzuki theorem: in particular there are no simple groups of 2-rank 1.
There is an associated 1: 25000 solid geology map.
For example, if u < sub > 1 </ sub > is an eigenvector of A, with a real eigenvalue smaller than one, then the straight lines given by the points along α u < sub > 1 </ sub >, with α ∈ R, is an invariant curve of the map.
The image of an ellipse by any affine map is an ellipse, and so is the image of an ellipse by any projective map M such that the line M < sup >− 1 </ sup >( Ω ) does not touch or cross the ellipse.
Additionally, any map ( regardless of whether it is a counterexample or not ) must have a portion that looks like one of these 1, 936 maps.
1 ) and thus p = 7, so no more than 7 colors are required to color any map on a torus.
The identity element is the constant map at the basepoint, and the inverse of a loop f is the loop g defined by g ( t ) = f ( 1 − t ).
Isidore's T and O map, which was seen as representing a small part of a spherical Earth, was essentially unchanged from its predecessors of 1, 200 years previously, continued to be used through the Middle Ages by authors, e. g. the 9th century bishop Rabanus Maurus who compared the habitable part of the northern hemisphere ( Aristotle's northern temperate clime ) with a wheel.
From these two axioms, it follows that for every g in G, the function which maps x in X to g · x is a bijective map from X to X ( its inverse being the function which maps x to g < sup >− 1 </ sup >· x ).
Some of those algorithms will map arbitrary long string data z, with any typical real-world distribution — no matter how non-uniform and dependent — to a 32-bit or 64-bit string, from which one can extract a hash value in 0 through n − 1.
* If V is a normed vector space with linear subspace U ( not necessarily closed ) and if z is an element of V not in the closure of U, then there exists a continuous linear map with ψ ( x ) = 0 for all x in U, ψ ( z ) = 1, and || ψ || = 1 / dist ( z, U ).
* In particular, if V is a normed vector space and if z is any element of V, then there exists a continuous linear map with ψ ( z ) = || z || and || ψ || ≤ 1.
St Albans on the 1 inch to the mile map Ordnance Survey map of 1944
The schematic design of Travelcard Zone 1 | Zone 1 of the tube map.
This leads to the same Lie algebra, because the inverse map on G can be used to identify left invariant vector fields with right invariant vector fields, and acts as − 1 on the tangent space T < sub > e </ sub >.
Every vector v in determines a linear map from R to taking 1 to v, which can be thought of as a Lie algebra homomorphism.
Also, exponential map is not surjective nor injective for infinite-dimensional ( see below ) Lie groups modelled on C < sup >∞</ sup > Fréchet space, even from arbitrary small neighborhood of 0 to corresponding neighborhood of 1.
It therefore follows from the pigeonhole principle that it is not possible to map every sequence of length N or less to a unique sequence of length N − 1 or less.
1.077 seconds.