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05 - Natural sciences, mathematics and statistics/053 - Physical sciences/0532 - Earth sciences
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Oxford Univ. Press
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Select result number 1
1
The southern continents
Published
Kuala Lumpur
:
Oxford Univ. Press
,
1971
Edition:
2. ed., 2. impr.
Series
Oxford progressive geography
Book 2, [Schülerbd.]
Catalogue:
GEI
Call Number: MAL G-8(2,71)2
Format:
Book
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School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
Country of Use:
Malaysia
Observations
1. publ. 1963
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Select result number 2
2
Oxford junior atlas 1967
Published
London
:
Oxford Univ. Press
,
1967
Edition:
1. publ., reprinted with revision
Catalogue:
GEI
Call Number: GB GA-28(1,67)
Format:
Map
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
Not elsewhere classified
Document Type:
Textbook
Atlas
Country of Use:
Great Britain
Saved in:
Select result number 3
3
Oxford social studies atlas for New Zealand
Published
London
:
Oxford Univ. Press
,
1963
Catalogue:
GEI
Call Number: NZ GA-3(1,63)
Format:
Map
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Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
Not elsewhere classified
Document Type:
Textbook
Atlas
Country of Use:
New Zealand
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Select result number 4
4
Geog [geography for key stage 3] geog.gcse / Anna King ...
Published
Oxford
:
Oxford Univ. Press
,
2006
Edition:
1. publ.
Catalogue:
GEI
Call Number: GB G-521(1,2006)4
Format:
Book
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
Country of Use:
Great Britain
Saved in:
Select result number 5
5
Time, space & people Class 8, [Schülerbd.]
Published
New Delhi
:
Oxford Univ. Press
,
2005
Edition:
New ed.
Series
Integrated social sciences
Catalogue:
GEI
Call Number: IND S-104(1,2005)8
Format:
Book
Indexes
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School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
Country of Use:
India
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Select result number 6
6
Australia, New Zealand and the Pacific
Published
London
:
Oxford Univ. Press
,
1961
Edition:
1. publ., revised
Series
The Oxford geographical note-books
No. 5
Catalogue:
GEI
Call Number: GB G-193(1,61)5
Format:
Book
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School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
Country of Use:
Great Britain
Saved in:
Select result number 7
7
The New Lands America, Australia and New Zealand
Published
London
:
Oxford Univ. Press
,
1965
Edition:
2. ed., reprinted
Series
Oxford progressive geography / Junior series
Book 2
Catalogue:
GEI
Call Number: GB G-209(2,65)2
Format:
Book
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School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 1 - Primary level
Document Type:
Textbook
Country of Use:
Great Britain
Saved in:
Select result number 8
8
Temperate forests
Published
Oxford
:
Oxford Univ. Press
,
1993
Edition:
1. publ., reprinted
Series
The young geographer investigates
693
Catalogue:
GEI
Call Number: GB G-490(1,93)6
Format:
Book
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School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 2 - Lower secondary level
ISCED 1 - Primary level
Document Type:
Textbook
Country of Use:
Great Britain
Saved in:
Select result number 9
9
Geog geography for key stage 3 1, [Student's book]
Published
Oxford
,
Berlin
:
Oxford Univ. Press
,
[Cornelsen]
,
2005
Edition:
2. ed., new. ed.
Catalogue:
GEI
Call Number: GB G-521(2,2005)1
Format:
Book
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School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
Country of Use:
Great Britain
Observations
Wird auch im bilingualen Unterricht in Deutschland eingesetzt
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Select result number 10
10
Geography success at A level ; [suitable for all specifications]
Published
Oxford
:
Oxford Univ. Press
,
2000
Edition:
1. publ., reprinted
Catalogue:
GEI
Call Number: GB G-270(1,2000)
Format:
Book
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School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Textbook
Country of Use:
Great Britain
Saved in:
Select result number 11
11
British Commonwealth overseas
Published
London
:
Oxford Univ. Press
,
1960
Edition:
2. ed., revised
Series
The Oxford geographical note-books
No. 9
Catalogue:
GEI
Call Number: GB G-193(2,60)9
Format:
Book
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School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
Country of Use:
Great Britain
Saved in:
Select result number 12
12
Geog geography for key stage 3 3, [Student's book]
Published
Oxford
,
Berlin
:
Oxford Univ. Press
,
[Cornelsen]
,
2002
Edition:
[1. ed.]
Catalogue:
GEI
Call Number: GB G-521(1,2002)3
Format:
Book
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School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
Country of Use:
Great Britain
Observations
Wird auch im bilingualen Unterricht in Deutschland eingesetzt
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Select result number 13
13
Place and space in Britain
Published
Oxford
:
Oxford Univ. Press
,
1981
Edition:
Workbook
Series
A sense of place / Workbook
Book 1
Catalogue:
GEI
Call Number: GB G-206(1,81)1S
Format:
Book
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
Country of Use:
Great Britain
Saved in:
Select result number 14
14
A new geography of Britain
Published
Oxford
:
Oxford Univ. Press
,
1988
Edition:
1. publ., reprinted
Catalogue:
GEI
Call Number: GB G-377(1,88)
Format:
Book
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School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
Country of Use:
Great Britain
Saved in:
Select result number 15
15
Teacher's guide
Published
Oxford
:
Oxford Univ. Press
,
1980
Edition:
2. ed.
Series
Oxford geography projekt teacher's guide
Catalogue:
GEI
Call Number: GB G-205(2,80)L
Format:
Book
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
Country of Use:
Great Britain
Saved in:
Select result number 16
16
Oxford progressive geography junior series 4, [Schülerbd.] Our world of neighbours
Published
Kuala Lumpar
:
Oxford Univ. Press
,
1966
Catalogue:
GEI
Call Number: MAL G-11(1,66)4
Format:
Book
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School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 1 - Primary level
Document Type:
Textbook
Country of Use:
Malaysia
Saved in:
Select result number 17
17
London: metropolis and region
Published
London
:
Oxford Univ. Press
,
1976
Series
Problem regions of Europe
1576
Catalogue:
GEI
Call Number: GB G-195(1,76)15
Format:
Book
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School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Textbook
Country of Use:
Great Britain
Saved in:
Select result number 18
18
Geography to GCSE [summary book]
Published
Oxford
:
Oxford Univ. Press
,
1998
Edition:
1. publ.
Catalogue:
GEI
Call Number: GB G-529(1,98)
Format:
Book
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School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
Country of Use:
Great Britain
Saved in:
Select result number 19
19
Africa, Asia and Australia with chapters on weather, etc.
Published
London
:
Oxford Univ. Press
,
1945
Edition:
Reprinted
Series
The world-wide geographies
Book 6
Catalogue:
GEI
Call Number: GB G-186(1,45)6
Format:
Book
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School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
Country of Use:
Great Britain
Saved in:
Select result number 20
20
Europe
Published
London
:
Oxford Univ. Press
,
1951
Edition:
1. publ.
Series
The new world wide geographies / Second series
Book 3, part 1
Catalogue:
GEI
Call Number: GB G-191(1,51)3,1
Format:
Book
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School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
Country of Use:
Great Britain
Saved in:
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![Geog [geography for key stage 3]](data:image/jpg;base64,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)
![Geography success at A level ; [suitable for all specifications]](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEAFAAUAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCAC1AIADAREAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDsbhI7aB5pnSGJAWeSRgqqAMkknoK/P4Nyvqfp3IisNU00OY/t9qJBuyhnXcMZ3cZ7bWz6YPpVOLethrlezHNqmlJD5h1OyEYBbzDOm3AUsTnPoCfoCe1XaV+WxS5d2yxbXen3csUUF/azSyKHRI5kZnBBYEAHkEAnjsDWbTW5a5G9GWb77JpFhdajqEot7Cziaa4lxkqg64HcngAdyQO9dWCoSxddUILf8O5ni60cLRdaXT8X0R8X/EHxNd+PdevdVuVEZkYfZ4AcrBEOEjH0HU9ySepNfrVLDRoUVSgtFsfmdWc60nOe7OZ8mQqSoxuXDAH9aSTeqIjcrWcZgkYhCccNjkEetZU1yt6FLewSSNCTMF+ZDtdPb1ovy+8kVrcsQxLPIsiqPmHJFbWUndFLV3JNhtpXCqGRvvD0pq8G1bRlPQzwpjmGwcd/aue9noQg1LS/tcYI4xzSqQui5K5n6MHsL9RISUY4Iz0rGm3CRmtDotSURJwuQa7J6LQ3vpoZ9m3mxLMEw6nlexrGLur9Rbo/QbVdHt9Y0y9tLxd9s8e2RAcHkdiO/wBK/IITcWuV6n6ZOEZJqS0M6bwPYy3f28yXK3UpkYyo6gnzECPkYxgqsfHT92hxkZOiqtrl6EuhG/N1/wAyOX4c6NNYvZOkwtZMMUVwAX+z/Z9/Tg+XxjpxnGaSr1FLm/re5Tw1O1uhc0zwTp2nXFrKnnuLQJ9njlfKxhEkRMcZOEmcck9cnJGaiVaTT8zSNCMWvL+v1PKP2nvG5hisvCNo+CQl7qJU9+sMR+gPmEf7SelfpfDuA9hh/rM170/y/wCCfC5zi/b1/ZR+GGnz6/5fefPWV7EEeg5r67mS1ex4NyPasbgIQQen+FcztCWmxpEEhRDnjaeCPSqhFJ3expYr3NqLe4LHmNxgH+lZVKfJO61TItqVreAW85+fCt2PSuePuy0egLRmhGEIYnG7pXZGz0e5ZVe3RCzetc8oqLFZFixthqN1DaqwXzpFj3YzjJxn9awq1PZUp1LXsm/uKWrsjT+Kfw/XwH451/w7DdG+/sq9ktBcmPyzKEbGduTjP1NfP5HmLzvKcPmXJye1ipWve1/PqOpDlk4djl7S7Yt9nnPb5dw5Ne9CbvySJi+hYSw2o23g9QR2rRQsjRR0P0Ouo4/Oe1hcszxneV56DpX4rzaqT6H6ho7wiEyhWtVDbjHHukC/w+1Lpcb+JJDmTART0f5hz2qE29h2aG3moWumWVzqV0StnZxPcT467EUsfxOMD3Ir0MswssZiYYd9dX6Lc5MwxH1bDzrdenq9j5f+E94njf4vX2ua7ZwalKtpqOrm1uk3wNLFbSyxqynqisq/L0woFfY8dYmvgshlHCzcHOdOF1ulKcYuz6aO1+h+Z4dKU7y82dj4H1/UPjL8NvFdj4l+wTFdV8PWsE9ppdrayQrcagscpVoo1PK8ck/qa/OM8y+lwdm2Dr5ZUnrDEyalUnJPkpOUbqTa31OunJ1oNT7robvjldCtf+E90XW9f+G6eG7K21CLR9H0oKmp2FxDv+zAMIg7SlkVZAztlmbHpXzGVYjMGsFmGAoYuWJnKDqSnd0Zxk/f0vbls7xslZGklH3oycbdLblS21b/AIRr4x+HPhjb6PpM3gq4GmWF9aTadE8l29zbwySTyTFfM8wNMdpVgBsXAr3FgamZcPY3i2piKn1qEq0oNTajD2cmoxUE+VxairqzvqCcY1VRtocx4n1+b4NeA/B0Phux0n7Rqn9pzXt5qOmQXk0xhvGhiG6VG2qEToMckmvYyzDS40zPFvMq1RKlGioRhUlCK56SnJ2i9W3chy9nGPKlr5HYfErUo/h7L8XNc0fRtEW/i1Xw/bxfadKgmjjSXTleUIjIVXc3JwOpr4jIaNTOp5TgcViKvI44lvlqSUnyVbRvJPWy01NJ2hzSSW6/I47VPHlpoHw3t/G/h3wl4f0jUfEevzwTxT2Ed6ltFDbQ/u4RKpWNWkd5CAvG4LnCivscPlGJx2dvI8xxtWdPD0YyTjJ023KctZOOsmo2jdvpczc7Q54rdvodLZWlhq/x++Hl7daPpL/bPAkeq3NqunxLbS3Jtb1y7QhQhOUTt/CPSvBrVcRhOGM0o068/wB3inTjJzk5KPPTVuZvm69zWydVadDivC3it/ih8MvFl/rmjaHDqOhXOjXFjd6XpMFjIhmvo4ZFJiVdylX6HuAa+kxuAfDeaYOlhK9SUMQq0ZxnUlNPlpuSa5r2afYxjL2kG5La3kekaj4sTx9+0z4q8A63o2g3ejXN5qNqXXSoEuoykMjpKJwvmbwyA5JOcmvj8HgXlPB2Fz7BYmrGtGNN8vtJOm05pNOF7Ws9rGzk51ZU5LS7OQ8G/D7w/wCNrD4T+PbvTLWDQdF067bxRHDAoiJ09TcK0i4w7TI6BieuOc17WdZvjMprZplCqN1a0qboau6Va0ZKL6KLTtbYiMYz5Z9Enf5f5nzwurnWbq5vJoYbWa6ledre3ULHEWYtsQDgKM4AHYCv3TBQeHw8KEpOTikrvVuytdvuznUr7n6B2UDWUlzeThVYR7VVOACew96/GJT5koo/Tox5bzY2JFi8PXLSjbLI2SO/J6VTf7y241pSu+pbmYRNaOxBJXBiz2x1NZ30tE1b1R5d+0VrTeH/AIcPp6sPP1e8EOVP/LFf3jY/ERj8a/ReEsM5yqYq3ZL9T43iCtZ08P6t/kj5/wDhjr2seHvHGm3Wg2K6rqMhe2TTpITMt0sqGN4mQYLBlYjivouJsvwGZZVWoZlU9nS0k53S5HFqSld6aNLyPlKU5QmnHU9t16e98C/BfxbdXHgCD4Z6hPqejf2dhrgPezQ3XnnCTO3+rVC3AA5Oelfg1CnRzjibAYeOaf2hT5K/PpG0Izhy6uCt7zfXsd7bp021Dld0eZeKvivofitdUurn4b6AmtakJZJdSgubyMi4kyTMIhNtzuJbHQnr1r9LwXCGZ5Z7Klhs3qOjTtaDhTfuraLdr7aX3MpVYzveOr8yxZfH68gh0++bwzolz4v063S1tPE1wsrTxhF2RyNEHEckiKAFdgcbRkHFc9bgONZ1cNRxtSng6snKdFKPK3J3klK3Moye6TL9trzOK5u5reBrrxF4t8C6Xp03wqk+I2n6TLNb2eo7bxXhMjCSSNpYGAb5mDfN03e9ebnuCyzJ8wnXw+cLAzqRjzw9xpqC5YySldrRW07Dg5SilyXsN/aO8eOfHnxG8L2sNq9je6ppk8s6OXMUlrYJE0SnODh2ZSTnBQjr083w/wCH3Vy7L83qzalTjWSTVlJVKjak+2iutNblVp3lKPmvyOQ8H/E200Twh/wjOv8AhSw8W6Ml41/ax3VzNbSW0zIFcrJEwJVgq5U9xmvtc24Wr4rMFmuXYuWHquPJJqMZKUU7q6ktGnfVMyjNcvLJXPUvhZ8UU+Ifxg8LPceFdL0waPo+o2ca6fJMDJZJZymG3Ys7fcBkG/qd/bFfmnE/DFbhzh7F/wC2Sqe2qUpPmUdKjqLmmrd9Pd20OinNVJp22TPMdR+LWnHw1No3hfwXp3hGyv57S51AxXtxeS3Qt5BLDHvlb5FDgMcDJwOR3+9w/CeKqYuGLzbHyrypqaguSMFFzXLJ2ju7bXOf2itaMbIk0n4m3kHxnvfiOun25vbm5u7n7EZG8pTNHIgBbGTtEmc98ds12/6l063DsOHvbNRjGK57K/uyT2v1tbczdfln7S2p0UVxq/w2/Zc1fS7kz2qeMNTtrWygmQxs9rDGJLi4UH7yPiGLI4+avl8xw+Cz3jbC+xtP6nTk5ta2k3aEX2a1lY3g3GjZ/af4HgC2fkagjbiqsMY/lX6lytSObqfoq8ZleC2c5JbzZfYdcfnX4kno2j9WtqkRCRbiyLSAbHud2B9eKp3i3bsEVeOvcW9fyl1B2+/sCoCegOKS+KJc7pNnz9+1Rqxn8R+H9OBJS2sGmI9GkfB/SMV+2cLUVSy6Dt8V3+J+ZZ1UdTHVFfay/r7zxKJ3t5FkjcxyKcq6HBB9RX1MqUKkXTqJOL0aeqfqjxk2noPuZpbyRJZ3aaRAQryNuKg9QCelY0MDhsM28PSjC+/Kkr/ci+ZvVssX+mNptpaNcSotzcnclpnMgiwcSN/dBIwM9c+1c8MTGrWlRgr23fS/Y+hxWVTweDhia8kpTekPtcuvvPsu1zOKlWzj2IrocOV6o8dO5pWerXtjavDBe3MMTHmOKZlGT1OAfYVhWy3A4p8+JoRnLa8opv72hXa0TKCwLHGYFQKo5TaMYHpXZ7KMY+yS0Wwk76oYBhApXrx9DWaXupNFehPGroSY5Xik2sm5GKkgghhkdiCQfY1FbCUsTB06sVJdmrrTb7iee2xUkTagUABl/lXPKNlbqUmb+nWwNspPcV69Gn+7TPOq1LSsN1QXN+yi4mmuDDGIoTK7P5cY6Iufur7DivKeX0KE5yo01Fzd20km33dlq/NnRGtdJtnNanbtHtYDJXn3rgrQsdV09T74iupIbOe4df385+VT2zwB+VfhOkpWWyP1ZJqF3uyR/kFhYplmJEkmPQVK1uy+WzUQvWEj3rdVCKAfeqirWQpbSZ8z/tDs9x8SJWP3Y7WFAT9Cf61/QmRUuXLaD/ur8j8ix81LG1u/M/zPMWjZjnHFe24N6nImky1paxR3D3M8ZlhtY3uHi/56bR8qf8Cbav415uNnKjQfJ8T0XzPosmo06uK9pWV6dNOcvNR1t83ZfMSyeae5vrm5k868mtrmWWXH3n8h8EegGAAOwAHauPE4dYPBOFPS1vnqj0svxNTMMzlXxPvOUZvXXaErJdkugkGfsWp9BiGMZ/7eIv8A9Vb41vmpJfzL9Tmyq3scX/17f/pcB89wdPt2sIY4xcTQg3lw6BmRXXKxR54U7CGZv9oAeo44KWNruTbUIO2nVo9GrVhk2EWGpwTrVY3lJq/LGS0il0bTu35j57v+zbdLWGNftVzDunuXUMYI3yFRAeA5HzEnoCvHORrUc8bXceZqnB206v8A4Ao1KeS4SKhBSr1Y3u1fkg9Ekv5pLW/TQne8lXTLewWXyoJkd5FVFy5EnckE9uxFXHD062Nqc7fu8rWtuhFfMK+DybD0KNlGpz82iu7Stu1fbzG3aSQLa2pQRwCNLljt+aaRlbqf7qg4AHfJPatMPetiJ1pvSL5Uv1+Zz5n/ALJgsPgqUV78Y1JStq272V+kUnb13IfEdtLHdGLyxFb2paKJFUAt93dIx6ksVyOwXHua5qFOdSm8VJ35unbUedTjh8QstpxUY0Ule2sm0m5N9bvbsgs5GltFVeo7CvZoScocq6HyE4xjO7NWwukSf51yGHcV2wmlL3jzcRSlKN4MwvFMKLckx42mvBzCK57xPVwjlKmubc+2p5BeX6wxY8uPBZuoB9K/nWF4wXdn7LrKWmyHWs6yXVxd9I4l8pW+nU0Tu7RXUcXduZGG84Rp8uZ38w564HTj8qd3Z26CXZo+fP2gIA3jtpQDiW1jbPbq6/8Astf0fw+1PK6NukV+R+LZp7mPqx7yl+Z5h5JGVAzkcV7jhbRHNGS3Zb0iyN817ZLjzp7ciIH+J1dZAv47MfjXiZn7kIVXtGSb9D7Ph6H1mdfCR+KpTko+bTUkvnaxDpVu89+bcArLPFLAAePmeNlA/M08ySlg5yW1r/jcMii1mMKUlZvmj83Fq33kMbf8Sm+kA5kEMSjHUmZGx9dqMfwrLFNSqUIrrK/3Jjy+PssLjKkltFR+bmtPuiyTXomi1e8fBxKyyoxHDIyLtI/DA/Coy3TD2W6bv95vxDBrMJyXwyUXH05Vaw/VrcC/mlx+7uEgkiOOq+TGv6FSPwq8tSdKcXvzO/3k8QRaxkJr4ZQg4+a5UtPRpj7q9misLC2AjWNl3u4jUyYEpOA2MgfL0HqaxjRc8dOpd+7y/l1N8TjJ0skoYWEYtT59WtdJ9H0LWp3bLpIjlUN5M8a28mOcOGLLn0wpb8K3xEPq+OhOn9u916bM58NiXjsgqU8Qr+xlHkfVc17w9OpY1S7F/p+ns43ylJF3EcsqbOfw3Y/GnSpxo4mdKl8LjzNdne34mWYYmWOyvD4nExtVjOVNS6ygoxav35W7XOetp/sV8oH3DW1OXsqtuh85OPtaZvhI0kLFflccHsK9Zxju+p5F5SVk9UYerRmVm2nOO9eDi46nsUdIn2UN9jp6ov8Ax8ztyfrzzX86qSnNtbI/YUnCCj1ZNNGVMNinQDfIemcdP8ahbOZdldU0SQTCa7nn4EcK7Fz146mqcXoluyYtNuT22PIvjbpBkh0zUSnz7GhYkcf3l/8AZ6/oLgytGtl3It46fj/k0fh3F3Nhcwptu0ZPX7k/xa1PG7m0ZGUsT9B619pKGtzyaFeM1aJWeBrV45oT5ci4YNuO4HrmuarQUotNXTPWwmKnSqKcJWlF3T7NbGrqFymqWaavEBb38EiLcBBgEn7sg/Hg++K+doQeEq/UqmtOd+Vv8Y/5H6Rja8cywyzrD+5XpOPtLdf5Zrzvo/vM3U7251eWNpxBFHGxdYreLYrSEYLtyctgkDp1PHNdOGyyGGn7RSb6K72PEzPPq2ZQVKUIwjfmairc0rfE/MmbVLs2AtdtpKgUoj3MHmNHn+6QRilXy1VJurCbg3vbZ/IvDcQ1aWGWErUoVVFNRc1dx9H+W9hINWurWyW0MdtcRpkoLqHzNmeu3kUVsuVSfPCbhJ726+pWE4gnh8N9Vq04VYRvy86u437P1HCWddPWzUW0kXl7PPkg3TYJycNnjr6VpPLFOuq8ajT00XW3c46PEFSngXgJ0YNapNr3ld30dyO+glvLSMyPlLUYjiUAKM9XPqx6ZPQcDqc7rAxjUniG25Pv0XZHmVM2q1aVHBWUacb2SVryf2pd30KgvriS7eaVlIMYiSNF2pGg7KPc5JPUn2AA5cJh/qrk73ct2dmZYyeZyp+0SjGCtGKVkl5eu7ZWKGY/KQXHNDg5s4k+Xc1dOka4VoXOOOK9Ci3OPLI86vGNN88ShcQeRI4Yk815NanySaZ3xfOtD7ISQXepF0O6OAFecYLHr+gr+bpPlh5s/Y4vnnzLZBHciH7ReOcAnCkDnjjFFm2ohtF1H1GoHt9O2N/rpieO5JP+FaXTkJRagl1ZgfESw/tnQLi1jUmWKMTIOpypPH4jI/Gv1LgPG+wxEqEnpLX9H+aZ+Y8e5e8TgnUgtYr8tV9+qPni6QNPgMSc8AdK/bKq95n5Zl8m6EZW6FS9tjhizEAAcdBXPOFz2sPVV0kiOPKaNqBycP5CAep89G/9BVj+FfP46PNVw8VvzX+SWp97lMuTA4+b25Ir5ucbfkyRbdIrQuyNIfKmmzv2hQiEgYwc5I9se9XiMXVozkoJcseW9739520M8Hl2Gr0Kc6rkp1FUta1l7OPNrdO99raEt1Ekt1KqJsRUj5L5yTEh4GBjrnqckmtsCqklV9o01zO33nHnksPSqUPq8Wm6cG7tWd4J9Ete5c1KwgWxhjiUrNZsq3D47yLuAJ9vkH/A68bC4mpUzCXM/wB3NtR7XifY5vl1DD5HSjCK9vQ5ZVO9qt7J+lkhugxI2owxyKHU7jgjI+6f8K9jNJyp4KpODs7L80fKcLUaeJzrD06sVKN3dPb4WQ2GnvLa2yvPDG1wgCLLKFaU4Gdo79Rz70Vswo4dqnO7dtbK9vU5sDkOLzGisTBxjFu0eaSi5NbqKe/b10KVxpE0BgRlBMztGgB5ypAI/MilHE0ZSlFS2V79LHS8txkIU5zhbnk4JdeZWTTXTcm03R0S5bzZoIg0rwIZJQvmOpwwQHrg1yRzDCwcZO7ur6JuyO+fDuY1VOKcI8snFOU1FSkt1Fvd/gO1eyNjb2ojAEhnm3sBzwqDB+hzWbqc+OtSleDhddt7Gk8N7HJEsRT5asa0ou610jHT9TJuoHlUsOTXRiKUpq585CSWh9g2JXS9PBkfJILNnuSOa/maT9pKx+ywj7GncrafC14i3FwGCDlYyOMdiauVk7IUE5Lnk9C3FP55e7cjyY1+U9Bj1xUcjvZFqUXeb6ENtGbizubmX70g3D2x0FengMZLBYunVjtF6+j3OHF4VYrCTpz3l/SPBvF3h8aVr8oSPbC5Ekfpgnp+HI/Kv6lwVeOMpxqRd9Pv7fgfzDj6bypzo6qLu15abfeY0dkboeUsZlkY8KBkmt604UacqlV2S6m2EjiMZjKeGwkXKcrWS/P7ildwRiWOzjcSR2ztJNKpBVp8FdoI6hAWB7bmP92vmcCpY7EPGyVoJWhf8X8z9PzmpSyjCRyWlJSqX5qrW3Naygn2it/NgrSooijnlAU5wkrRgn8DzXrVsJQry5qkE2fO4XNsbg4clCrKEX0T+/7yaygtop0+0yCKDKmR5n4VVUDkn0C4/CssVbDYapKlHXV6d2dGVf8ACnmlCGLn7l0m2/sxtp9ysiW2vP7QS786zisVvY2d5ZLlm2MRuUsCoAwQo68AV8xLLsXhcNTqKSaptSslrrvr13P0bD8R5VmuYYihKh7N4lSg5ufu6L3XytWSul6DNAZVv7aRz5aFSwZjjAKnr+dfQ5nCVbA1FTV7pP8AFM+M4XxVDC5zQqVppRTabbsleLWr23LFjKq6dp+ybTsxwiMvO6ltwY9DvAK89RnvXz0+WGIqTqVJwU1G3Kr3VrO+jPtqMpTy7DUcNRoValFzjJVJpOL521b3opp3vdXF+1QWunz3ck8U8tvLLdREY2yzEuNi89C5XGM9BRjsK4UqLwt2pLkemtm+osgzqFWvj/7W5Y1aM/bRSaaclGzUdWmm+V6dSC0UW+nafEj2BaBHjd70gSZLA5GWXg9TSrU1hcVJTnKEbRSaV72Vmtma4PESx+U4f2NKlWqRc3JVJJOLcr3V5RvfurjphHdW8LNcwzO09wWKOMF2YHCjJyBhumelduBo06OKh7NtxcLJtdVJux4GeY2visrrTxHKq0a7c4xaslKCSa11V1ur2KQtAkhBHB4r6J00fBKtzJNH0zqsxmlhs+gdtzn24xX8n09IubP3yqueagiTVJGt7eK3QkPJhQvQgU4Xd30RdVrSEeol+xhs47VCGMjKvXtn/IpU7v37BVXLFQRLckRww24P3wMjpxSg7e8VLVKCON+ImiLqdqywJ/pNuodfrzlfxA/PFfsnBec+59UqPVbX7f8AAPyjjHJY1v38F/w//BPLYYYnjbfMbdT8jOr7SN3y46ggc9cjFfsWIpUatBxrR5o9j8HwOJx9HMlLBVXTnZpSWllbW3na5em8JT2doHkRLezjWQq23C7Y1ZjheuMIccelec8XSsoxjY+uw+V14Nt1uZvq1/wdyPUvCV/pMUxubdreSKWOKSElN6FyoQkbuhLjn2PpWKxlOTtE9iOW1E7ynf5P/Mz9Osk1G5vIoJVP2WcQO+Btc7ZGyvOcAROc47D1rR4hRSut/wDhv1NHls5ac/5/5lmfQ72HV7fTls7iW7lsmvljjVf9WquzA5Yc4RgPU4AzkUvrcHHnvpexjHK5tNOovuf+ZQuTHbapb2M6vDPLK0avIUCqVkaM5O7puU1SrpxcuwLLKiTtUX3P/M2JtDuLK3aaZTCiKHYSDaygxvLypOeEjY/hjkgiksZC+iZyTyWtJu9Ra+QXejXUImje3eSSMJviXazbncoij5uSzDAx6jOKPrlOSskOlktWnLmVRfcV5/C99C9wjQMJ7YlZowyZRvNkhC/ewSXidRgkdDwDmsvrUNH/AFtf8j2FgZxsnJDdYsLrw5ePa6hA9tcLOLZ0JRwrFFdSSrEYZWBB79RxWlLExq/AcWIyyUIOpdOxnyqrNyPyrd7HNTkz6BsJzcajNMWyqnYABz/nrX8kTilFRR/RlKTlOUyQSNPrK5b/AFakg9v0+lG1OxorSq3fQlmlafVIEzzGC3TqalR5YWY5O9UduEupE5yqJ2Pc0N2ppFRfNUfkRQ263d1eiTIVsLg8EHH+TXVQxM8HXp1qT1i7/wBfIwq0IYqFSlNaP+l+J5P4l0ddL17zXjVoHfLqW24YHnB7Z6g1/VeTY6nmGDUovdX+X/A6n8kcV5dUynHqpDS7f3r/AD3RnXmkNqKfaFSd4m3uqtM7jJ++Ac+mST+deuqdFaNI+aWZ5hFucajt2KMunSW+YxJcRgZBRJ5B97huM55xg/Solhab1SPTw/EOOhaEpX82ymtgEuGuVaX7QX3mXzn37uec5znk/mazeGSWx6iz+pJ8sqjXncjGl2+5TtcMAFGJnyADkDr0zzR7CGzRk83xqelVtdySW382SOR5bqR423o73UhKNxyPm4PA5HpULD047R0Nlm2KnHSq79h8VoIt7Ry3KNIwZytzICxAIBPzc4BI/Gm8PT7ELOMbdp1X/XyFi09ImeRJLhHf77JcyAt9Tu5oeHp2+E1jnOMvZ1NGNNgkKs8clwuY/KO25kGV54+90+Zhj/aPrWUqEEk7Hfhs3xE5+xnU1EhtlkYeY88oD+YFlndwGwF3YJIzgAZ64FRCnC+iOrGYzETpuMp6dS5c2TwPG7L8rjOK1nCzueVg8bGtFw6o9ytY49LtVzgynLNnr/n/AAr+PpRc3vof1rTUaULBpTZnmlcAZO7HUj8c1pUV7JE0leTlIZp84mvriVs/KAqgdRVTjokKk7ykybTJMi4lySzOcjHpSqJXSLpfC5MbozFzKxHLOTkH3xSqRVx4dvlbON8ZQf2h9q4Dc/KR/eAzX7HwRmHsl9Xk/h1+T3/HX5n5Fxzlf17DzlFa9P8AEtvv2MDQbhbeFRMN2EfashJGCpUg4Ix94n8D61+zVYuWiP5tw81FO/mdzY+HbDW43kti12kiDyI0XcxcDkHnKnk8H0HY5rzZV503Z6HuQwtKsnKOq6I4rxboH9iXskIjYqW3JhQOD07nHfj2r0aVb2kLnkVcK6FblvY5p7cqR5kToM4zg1o+WW5vSdWmn7KaYr2rR4yQyN91l5yalJvqDqqNqnLZrf8A4A2IrGwV/wAaS92yZrVXt71aexaEH7tpApMR4yP4TVNHNGcnZ9V+P/BOh0nw/DqdmbKQiGdsSwSf3gR90/iP1+lcs58voejSvKaqJ2luczc2jWdzJE67WRipHuKXLbU9SFb2sXFnSxwx6/o5K7TcwgApjkj1FN7+p50VKlO63X5HcC4fUNUk2nMcZIyRnkD86/kJWjFJqx/ZUZSqVH2RbvLsWEDrHlnY/KPWiMHKV+htUmqS5V1I7RPsdiZZnwW6kd2P/wCqm7yl7pMbUoO+5Nay/Z9MeUnPyk7epH1/Op5ead0ap2pO4mkjytPhDMylgWwe5pzu5NodD3aauYV7CLi11JgTlGDjnsP/AKxr6jIa7w+YUddJe79//BPnsxoqthKz7Wf3HOyWMs6T6gAkpCtHIpc7iz7sPgn14yOhAz1Gf6ToVVKlCL/qx/JWZ4J4bG1uVaJv7nqh+j67Lo3lvagRThw7PnG4B93zZ57dsDp35rWrRVW/MedQxDoK8FZnZ6r4n0PxBqGnPqMU5tdpF0UU5kAXgHHPXZyOmfy82FCtSjJQ36HtVcThq84uonbqblv8J9G1/R49VtJltbaYNIiop/dAHBViT8x6fWud4+rRn7Oau/zOtZbRrU/awdk/wPOte8CyaFKp2m8sJzlJNpQN7q3Qn3BIOK9SniVUWmjPFq4N0Zd13OevdD+y79xMhQeahHWRD3HuOhXqOfSulVFPU5o0ZUnJJ7m/o2lQXtlcW/lqJgDcw88vt/1kRz3K8jqSa5qk3GV/kd1OlGcWrWe5ek0021pPHExN3pW29spicNLbE8r9VJz+fpWSneWuz0fqdPs0otLeOq9OxB4u0aHWdPTXrMKomOJYh1RwPmFFObi3Sl0Ksm1Xhs9zj9LunsLpZFPyjr9PSt76WLrU07TjueqaZAlrZ7s4Y8sxzgDr/M1/IDbk9T+w6S9nEr2qnUb+ScqfLU/IPx//AF1o/dVrmUb1anO9ixfEXVzBbjPHLLz9KILli2XUlzzjAm1ebZZKnKlzgDggClS+Js1xL92xKZFg05huMi7MZz69Ka96W437tP5FG1iW20i4Ej4aaNsjGCSVrsoVHHFU5LpJP8Uczh/s00/tJ/kYPh4Pc2rbGYMhIAOCD0OCK/p7DS/dpM/lviCjbGqS3cV+pFqehNaETpCwRuWUjIBPbPvXpRq30bPjqtBwfMkVoNNaSL7IzlVJzG2cZ46H+VXKaT5kZxpNr2b+R7J8IQrWUul3qOQVCAEF0dd4LLjOOcdcdzmvnMw+JVYn1mWfA6Uz6zGiab4g8OLpV/aQ3+nGMRyQSruU+jD0PoRX53KrVo1XVhJqXc+79lTq0vZzimj5N+M3wx07wJqoso2cWcpM1pJcnIikBwVJ/ut8oJ65IPTdn9By7HTxUOd79T4jMcBToPkjt09Ty3T9NjUBFk2eax2knDQOD8mf1U/T8/blJ/ceLCC6vf8AAIJLmCG0umLCaDLRIRy0ZYq8Z+hzx6H3pe67roylzRSl1Rp6NCltbXVsnz2k4E0WeVxyP8/SspvaXVHRSiopwWz1PPtahj07WpLblYncmNsdj2rpT6s3hTdSDcVseg61dmGBLeHh5QFyvYE1/JNKKT5mf1hXqNJQj1Lduq6daqCwUADPv1z0rN3qaI3ilSh6FfSH+0STXT/KzkYx2XHA9/etKuisjOg73mMvJTc6osSucJ94eh7CqS5YETftatuxa1eYRWZQYA4+Y/j/APWpU97s6K8lyWI7t0XSihPz7cc1pR1rKxFT+C15FT4bW9teaZcCVwrGfYOSCMquD6da/pmEpRjofzhntOEq8G9NP1OtltptLilgvFiktNpw/Pyk45yvI6f/AKq1Uo1GpR3PmZRlTvGpqhZfDFmNP3pHLNDkPH5OwMueMHPLf05oWInzag8NT5LpXXkbem6ff+EpoL+e0ljtsAxXqEsrqexboTweCB0+lclScMQnBPXsdlOE8NaUlp3PpDwJ4tt9Ws7dXkEN3tyF3cOPWvjMZhpQk7ao+tw1eM4rUyPi14Kg8WaXMs9t57g70dv4OMHB9K6MuxLoysnYyxlCNaOqPjvxV4dl8N69JYXhfznAAn3dQeA2PwwfoPWv0ChVVWmpR2PgsTQdGpyvqR6W0r7IZgPtERJ5PU9/z/rVz01Jgr2T6E+j7ba5FnuJjZ2MDk4wCTlT9On5etTPVcxrDR8pW8XeFhrFjIV2/aYvmR0NRCfRnbTk6MuZfMl09ft981wABGuVUAE/571/KlRcsVFbn9TUP3s+dhrVzvkitIjl5eCRxhfw6VdJKKcn0Krz5moLqaUIS2tTghQo5K8VlrJnYlyRM3RCLq8uJWJLlgMDtW1TRJROXDtSlKTLWvtsijyd3zcbhjIz+nQ0qfmViXoiHUZNui3M5bOyNjnHB44xXdl9P22MpUl1kl+Ov4GeJly4Wc30TOr+B+iWWqeA74SlYtRF4Z7Z5IwyyqFRShz16Egd+nOa/f6tSdOomvhe/c/A8zhGrV5X8SSOn1PT5tAZ9Pnij8jAIOC6SL1BUnqrdcHH51pTmqq51ufO1Iui+SS0HWsMLzKgTyGclT5BBQDsQfT6/pTk2lfew4KLemh2mj2F/Y+fZW8iPbt+7ZZ+VORg5UdOuOBmvMqShO0no/I9OEZQvFao5uGOddRW2dVspbf5I440IQfQ9Ac+o79q7Hy8l1rc47ScuV6WPQ/DXiW/t4Eja8kMBbaY7n953we+R+deVWoQm721PTo1ZRVr6HK/HnwGNc8PtqFlGpubNTNIf4mix8yj6cEe6+9dmW4n2dTkls9DkzHDKpT5o7o+bY7mUR292/NxDmOX/aKdj77efyr6t21ifK6qzNXV4RDPpl9HHtgvAHHGQJFxnH1GOPpWMJbxfQ65QslLudTDcQ6pp3mwxAypnIH8Q7j/AD2Irl1hKzZ1pRlG6Oc0xBb2SKAQQACxbgYHT+dfy423K6P6kpLlhZmXbTi716WTfzCAhz0HJ6V0S9yCXc56b9pVbRtXjCK2KbSMg5JOe3SsYJuR3Vpe7ZFDQkDWh2cliSR3zW1TSRjhrcjaI9cbM1vEGyAwGWJ/z0FOmrRb6k15LmSKnjO6Sy8ObOjyERge2cn9FP6V9PwrhvbZlGf8ibPPzmt7PB8vWTSPePhf4Q0l/hJoEF35ljqbxees6MQXEjs4DL0PysuPb0r9XnVqwrPl1ifiWMjCvUlfRr9Bl1BcrqL2Wpq01useLaaPnygcE4Hf6e5xzg11RceXnp6PqeM4ycnCpqujIf8AhHrixt1u4mW6gD5JTJHX+IdR6dxzyRV+3jJ8stCPYSh70dTsfB3mahYRyoqTyPIY1trbLMrDHBBHDYwQeh4rzq9oyae3dno0W5RUuvYdqAW51WRry1ZX3Bg7IUK44wfTp29KIaQ916MqWsrNGpZaFb3RLrcssu4EMOSWz1b1Pv1rGVSUVaxSgpdTsZdOhu9OFtOzOpi8tt38QxjNeb7RxnzRO/kjKNmfJHjHwsvgrxxc6fcHytNvGCROQflcDMf6ALX3OHr+2oKcd0fIVqHsqrjLYoX9qZPDk9lC2HtG+0QR9cFeSo/AsB+FaJ2mpvruQleHJ2IrLURahZbYny5VEip29MfqR/3zVuN9GLntsR31xHaWzuWOFX5j0+o/nX8rwjzNH9UVJckGzH8NRIYJJQuze+9twycZ71tWsnYxwi3bNLVnVLN2HJQEbVI4J/z1+tTSu2XXlZEmjKILKMAgEepPPGRSnrJmmHdoIz7lmbVvK5CAFs9MCtF8Nznk+asZOtWMvi/xxonhq0YmW4mjiOB90yEZP0C8/nX6lwnhvq+Dq4ya+LReiv8Am7/cfLZ/ir1I0k9Iq79X/kj648eeFdXvfCTWfhJ4YbuAIqj5QViXqqluAcY69s98V9Hh61KFROutGfl1eFSpF+ydmcxceF/HH2LSnhMWqalbWa/aBuRYmlXduyPlLE/u8EEY2v0DcxVrRjJuOiHTp3ilLdEWnx/EC2uzeSW9jAkah5Ut9oViWdevmZOBsOflznB71lOUpRt1NIqCd+hq+HZvEtnfzveWVilzNazNbtE5jDTqV8tXO8k9W5AGAAM9MN+0krO1hR5IPQteG5vE+o65YrfW1isMjPLeKiB50IgcDdmVuPMKEhcnjHqThNTjbsaLkd+5Atx4vs7G1u4bDTUmYNm2Vx5bt82CW807R0OACTt6Dd8t3qSbQrU463H2HjHxpHcQtqNnpNpA0katDEzSHDGLIDl1+6DN8xXkqMDml7KbWiDngjn/ANofwvF4mgguoGKSxssnmJnIIOP5Zr2ssqul7kjycfDnXMuh4NJqdwbi1uVby2b9y6KeA4/+vuH5V9Koq1mfP31vEdDMtqGAbCRESIp/uNwR+B/lRa4rjvEF4RaxwADdcPgjtjJr+VaUban9T15Ll5O5b0qPZCq4LEAbuMYXHX+dRN6m+Hso2ZX1uVZUWPG8kgkMd24dsVtTVtWc9aSkaVtJ5MEfG7Ayozxn/OayZ2QacUYs97HbXU11cPiOGPcx745/+vXdRpTxE4Uaa1k0kcUqkacpVJ7JF/8AZxin1L4h3fimQfPZhjEcE4lcEccfwpkf8CFfu7w0MNhY4WOySX/B+Z+UZli3Obd9ZO/yPe/H/hyXxtLpNtaeKV0K5R3mayjkxLKCBh0VWBJXacduT0740ansVK9Pm6XPmqlP2jXv2Olm8P6jqtzcahomvRQ2V4ZN0luCWciERKC6nnYylvYu3Q814805O56kWktSG58Ka1ceGILGbXZTeNPOZ5yhUSI6uoUBcEY3AjnggcnArRJtvUi8VrY4i68K+JZ9Wt47vxIY3tiM7YhxHwDwQduShO7BzkjoK7LPeLMbwVk0XL7T9cV9PFh4iNldWyhZWRdzzbh8rZ9SAQTwCc4A4wrOUVGQuZJuSRhatZa/NpE9nHrjW959qe5luETCucLhgBwMMpbbjAJI5xz0xpabmLqK+q0KcvhvUr6OfTofEUknmo0nmMmC+5pGb5gOD8yAYHy7TgANimqc4+82T7WEnZItT6dr17pKxyeIGYybHEawqFROMo2ARn7o+UjgHGN3DjTlGfMnsKU4yjZroeYeK9HNlreqaf5YRncXCYXAyfT/AIEDX09GfNBSPm6tPlm0ZNxeLGLO8YKyN+6lBPHPr6c461slujF7XNbw0ker+PdHgnspdTs1uED2tv8AflUtllGSOSpPfH5V/LdJJKKkr3Z/TVaTnzNO1luenT6RocOhPdL4YvY4V828W6M2VECqE2k+bgkPJFz1PGBhsDeMILVwff5feZe2qxfKqq6L579uqucf4l8Lzw3s7Wei32mW9tAPtMdyMeVIiqshJYngs2Rk87hj0qKkGvgi7aff1NaNVSilUkm2/wDhivN4b1nSo7mW7054YbSZraV8hhHINu5Tgnkb1z6EgdawnRmk20dVPE0qjUYvc8o+JGreRcnT4SGkl2tJtHO3qB+J/lX6Lwjl7qSeNqbR0j69X8tj5zOcTy/uVpfV+h778D9Mi8OeF7a1aER3C5lmk5JeRiMjr1UED0+UV+h4pO5+TvFLFVZTS0J7HUPAms+L5fFtvrFxcXentHDJEqkRmRj5aNgrubPABHy5GfrnU+sUqPspRsnqQoUpVfaLc6y20vwrcThU8WLM0qw2XkNewDzlCgJHtC85EY46nB/vNnwZ0482p6cZyS0QyfQPB0d1cx3PiLUYJkm3vHbXYVgMv+62hTlQz5KEHnBOO8zhy7MqM5PdGxbeAdI1CxuLzSNRM3mWcli9ykqsCCxYkgLgSL93oOABjitKbUCJ3ZQtfhRpdlpzr9tvZX+zrAxby1B27ANyhPmwE24OflYjpjFcmtri9o7FjSvD9ro2mNbq0txEZJGMsmGYF23sp9Rn9a6otx2MJJS3ILbTk03VEicfuwxEOwHPPJJHX+ddDk5RuYKCizY1DwUb+UrBI9tHIwdtjEKQB2/w+lZRr8q95XKlR5jz74oeBF0vUbC+84tCEeFXf+KQfN+WPWvRweJ54yjbXc4sTh0pKR43ElrPDq1tJlY5n3AAZZGLbXGO5DYbHvXuWd0ePKpF621Q/wALy3NrdLfwM8dz5izozAMVYHjr+B9q/lypNxafY/pqlBTTUupvav4x1xpZYf7SllElu1nKJvnzCzB2XDA4ORuyOcgHOaI1Z8vM3uTOlTuopbf8MWrzxnrlxYXa3GoyXYmVt6XIEi/MWYlVIIU7ixBGMEnGMmmq1SW70LVClBXUdvkZOo/ELVn0XUbvV9SaW2nka7nTYieZI2z5gAPvny4xn6/3jn0MPRr46vHC0t5P+mzmTo4WHtmrcq/pHmvw28P33xE8aPdSFf3becxf7u7+Ffwx+lfv2Ew9LAYeFKC92Kt/Xmfk+dY2pWvTi/fqfgj6y8K6H/ZWkSJM6q4YrISdwbrg+/8AnPWuCvV9pUTR4WGpeyp2ZwV/aaD4OkurO3tltork+btikZWWRGBQ5zkKCeACMc4Hr306U8RFN6/5HFiMVHDysxPD13oVpfrPPbNHfK6MnmZCAKH2nbk4PTkev41lVwF9YrQVLMuk2dNcX/h2eWa/FiklzeN5g3MxdScAjOeBwvAwMgHHAxyfUnKV30O/69FRTTOq0fxJDo+km0sNsNtKxuGKSOzb2ODyxJ5z0zXP9Vs72N/rKktzV0HxNa31xJbyvwOWJ6Dp6Dp2qalGcNR06sZu1zqIdPtJooyMAPkqrdx1ziuNyknqdKimWl0mPTiflDySD5SOTnsPbr+tQqjn8h8vKU9RubqHT7yS1hAe3jDMzHBXB5/GtI8vMrvcG3bRHlfxdukt/AUk010ZLxbkXJjZvlOAynGMc9Rj3r2MDG9eyWljzMbJRo363PnM6hby3b3WS6NnzohxkEEE+gyuT9VFfVctlynybqrmU2tzo9KjBiUgABpGXHXGBX8nT7n9W0nZFZCW1ieMknagfPTPyk/0qnJ8hlDSZa1AmOKRFwGZkXdjpuyKinLZm1V3TR5d8SdQmjisbCNtloy+cYx3bAxn6A1+q8HUKcva12vfWl/I+RzipJKFNbbmt4H1CbwvfWMVrt/0qOIu+35hvCNkHseccV+yRoQnhlfpqfznmGOrRziab6qPotNj6G8H+LL258HmaQh5mmaJnbnPOM/pXzNehBVrLY+nweJnPDKUtzyPxPq1zcayxd8lT8p9Mc19HhqcVS0PjsfWn7azY6w1E6jeB7qJJSyleCVOMcdD24/KnKn7OPuuxFOs6srzQsOqzJscksI8bRnnHpmpcFZsqFad7X2Z3nhjWJHsNrIrCNeO3cjPH515Vekk7o+iwleU4e8Ry386ahLtkZTuyCpxjirVOLiroh1JRm7M6uw8X6skVnEl5InlxsVYH5uh6nvXnzw1Jt6HqUsVVajqe1/DLxU3jzSILq9tIo7iF/KZk5EmFzkgjuea+ZxmH+qycYS0PosNW9vFSktTutXtP7V0fUrRmCeZbsm/bnqp6jv+deTTlyVINdzvmrpo+GfiHqc1/o8dw5AWC82eXyQyyxhsf8BOcf7xr9LwcUnfv+h8Hj5ylp5nkaI1tqEsAfdsdoi2Ou0kA/z/ADr1qer1PPxsUqXNHTZ/elf8z//Z)
![Geography to GCSE [summary book]](data:image/jpg;base64,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)