![](data:image/png;base64,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)
SGS/ ERDF Grants (£1,000 - £25,000) Awarded (including projects which have been withdrawn thereafter)
Row Labels Sum of Grant Awarded Sum of Private Match Sum of Total Project Cost Count of No Sum of FTE
Norfolk
Breckland 384,004 1,794,840 2,178,844 39 39
Broadland 273,248 1,105,764 1,379,012 31 13
Great Yarmouth 296,534 788,778 1,085,312 23 23
North Norfolk 147,439 656,142 803,581 17 8
Norwich 392,864 1,604,598 1,997,462 40 55
South Norfolk 202,344 849,319 1,051,663 25 21
King's Lynn & West Norfolk
379,132 1,882,429 2,261,561 35 45
Norfolk Total 2,075,565 8,681,869 10,757,434 210 203
Suffolk
Babergh 238,075 980,115 1,218,190 24 18
Ipswich 203,878 739,602 943,480 22 30
Mid Suffolk 393,149 1,602,941 1,996,091 36 31
East Suffolk 607,242 2,453,545 3,060,787 61 44
West Suffolk 755,017 3,241,032 3,996,049 74 79
Suffolk Total 2,197,362 9,017,236 11,214,598 217 202
Grand Total 4,272,927 17,699,105 21,972,032 427 405
Norfolk Total 2,075,565 8,681,869 10,757,434 210 203
Suffolk Total 2,197,362 9,017,236 11,214,598 217 202
Total 4,272,927 17,699,105 21,972,032 427 405
www.newanglia.co.uk/small-grant-scheme/
Awarded Grants Value
Norfolk Total
Suffolk Total
Norfolk Total
49%
Suffolk Total
51%
Private Investment Value
Norfolk Total
Suffolk Total
Number of Grants Awarded
Norfolk Total
Suffolk Total
Number of jobs to be created
Norfolk Total
Suffolk Total
https://newanglialep.sharepoint.com/sites/BusinessGrowthProgramme630/Shared Documents/General/BGP/ERDF 15-21 - SGS/Statistics/21/To use in 21.04/SGS ERDF Projects by dates charts - Mar 21