![](data:image/png;base64,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)
SGS/ ERDF Grants (£1,000 - £25,000) Awarded (including projects which have been withdrawn thereafter)
Sum of Total
Project Cost
Norfolk
Breckland 425,399 1,960,426 2,385,825 43 50
Broadland 362,484 1,454,391 1,816,875 39 38
Great Yarmouth 349,019 986,666 1,335,685 26 25
North Norfolk 207,612 883,176 1,090,788 23 15
Norwich 445,391 1,733,136 2,178,527 46 63
South Norfolk 257,406 1,047,338 1,304,744 33 25
King's Lynn & West Norfolk
458,696 2,152,093 2,610,789 40 58
Norfolk Total 2,506,007 10,217,225 12,723,232 250 273
Suffolk
Babergh 273,853 1,183,900 1,457,753 27 19
Ipswich 218,568 798,366 1,016,934 26 34
Mid Suffolk 495,703 2,031,365 2,527,069 45 51
East Suffolk 711,058 2,816,915 3,527,973 72 72
West Suffolk 857,366 3,967,580 4,824,946 79 85
Suffolk Total 2,556,549 10,798,127 13,354,676 249 260
Norfolk Total 2,506,007 10,217,225 12,723,232 250 273
Suffolk Total 2,556,549 10,798,127 13,354,676 249 260
Total 5,062,556 21,015,352 26,077,908 499 533
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/23/To use in 2023.01/SGS ERDF Projects by dates charts - Dec 2023