Bijlage 5a Akoestisch onderzoek
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ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
ϭϬϱ͕Ϯϯ ϭϬϱ͕ϮϬ ϭϬϱ͕ϭϴ ϭϬϱ͕ϭϰ
ϵϵ͕Ϯϳ ϵϵ͕Ϯϱ ϵϵ͕Ϯϰ ϵϵ͕Ϯϭ
ϴϲ͕ϭϰ ϴϲ͕ϭϯ ϴϲ͕ϭϭ ϴϲ͕Ϭϵ
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'ĞŽŵŝůŝĞƵsϰ͘ϱϬ
ϭϵͲϮͲϮϬϮϬϭϲ͗ϰϬ͗Ϭϰ
DŽĚĞů͗ 'ƌŽĞƉ͗
ƐŝƚƵĂƚŝĞϮϬϮϬ ;ŚŽŽĨĚŐƌŽĞƉͿ >ŝũƐƚǀĂŶĂŶĞŶ͕ǀŽŽƌƌĞŬĞŶŵĞƚŚŽĚĞZĂŝůǀĞƌŬĞĞƌƐůĂǁĂĂŝͲZDZͲϮϬϭϮ
EĂĂŵ >;EͿϭ͘ϬϰŬ >;EͿϭ͘ϬϴŬ >;EͿϮ͘Ϭϲϯ >;EͿϮ͘ϬϭϮϱ >;EͿϮ͘ϬϮϱϬ >;EͿϮ͘ϬϱϬϬ >;EͿϮ͘ϬϭŬ >;EͿϮ͘ϬϮŬ >;EͿϮ͘ϬϰŬ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ
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ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ
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ϭϵϭϳ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
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ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
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ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
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ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
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'ĞŽŵŝůŝĞƵsϰ͘ϱϬ
ϭϵͲϮͲϮϬϮϬϭϲ͗ϰϬ͗Ϭϰ
DŽĚĞů͗ 'ƌŽĞƉ͗
ƐŝƚƵĂƚŝĞϮϬϮϬ ;ŚŽŽĨĚŐƌŽĞƉͿ >ŝũƐƚǀĂŶĂŶĞŶ͕ǀŽŽƌƌĞŬĞŶŵĞƚŚŽĚĞZĂŝůǀĞƌŬĞĞƌƐůĂǁĂĂŝͲZDZͲϮϬϭϮ
EĂĂŵ >;EͿϮ͘ϬϴŬ >;EͿϱ͘Ϭϲϯ >;EͿϱ͘ϬϭϮϱ >;EͿϱ͘ϬϮϱϬ >;EͿϱ͘ϬϱϬϬ >;EͿϱ͘ϬϭŬ >;EͿϱ͘ϬϮŬ >;EͿϱ͘ϬϰŬ >;EͿϱ͘ϬϴŬ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ
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ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ
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ϭϵϭϳ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
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ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
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ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
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ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
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'ĞŽŵŝůŝĞƵsϰ͘ϱϬ
ϭϵͲϮͲϮϬϮϬϭϲ͗ϰϬ͗Ϭϰ
DŽĚĞů͗ 'ƌŽĞƉ͗
ƐŝƚƵĂƚŝĞϮϬϮϬ ;ŚŽŽĨĚŐƌŽĞƉͿ >ŝũƐƚǀĂŶĂŶĞŶ͕ǀŽŽƌƌĞŬĞŶŵĞƚŚŽĚĞZĂŝůǀĞƌŬĞĞƌƐůĂǁĂĂŝͲZDZͲϮϬϭϮ
EĂĂŵ >;EͿƌϲϯ >;EͿƌϭϮϱ >;EͿƌϮϱϬ >;EͿƌϱϬϬ >;EͿƌϭŬ >;EͿƌϮŬ >;EͿƌϰŬ >;EͿƌϴŬ >;WϰͿϬ͘Ϭϲϯ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ
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ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ
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ϭϵϭϳ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
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ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
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ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
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ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
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'ĞŽŵŝůŝĞƵsϰ͘ϱϬ
ϭϵͲϮͲϮϬϮϬϭϲ͗ϰϬ͗Ϭϰ
DŽĚĞů͗ 'ƌŽĞƉ͗
ƐŝƚƵĂƚŝĞϮϬϮϬ ;ŚŽŽĨĚŐƌŽĞƉͿ >ŝũƐƚǀĂŶĂŶĞŶ͕ǀŽŽƌƌĞŬĞŶŵĞƚŚŽĚĞZĂŝůǀĞƌŬĞĞƌƐůĂǁĂĂŝͲZDZͲϮϬϭϮ
EĂĂŵ >;WϰͿϬ͘ϬϭϮϱ >;WϰͿϬ͘ϬϮϱϬ >;WϰͿϬ͘ϬϱϬϬ >;WϰͿϬ͘ϬϭŬ >;WϰͿϬ͘ϬϮŬ >;WϰͿϬ͘ϬϰŬ >;WϰͿϬ͘ϬϴŬ >;WϰͿϬ͘ϱϲϯ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
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ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ϭϵϭϳ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
'ĞŽŵŝůŝĞƵsϰ͘ϱϬ
ϭϵͲϮͲϮϬϮϬϭϲ͗ϰϬ͗Ϭϰ
DŽĚĞů͗ 'ƌŽĞƉ͗
ƐŝƚƵĂƚŝĞϮϬϮϬ ;ŚŽŽĨĚŐƌŽĞƉͿ >ŝũƐƚǀĂŶĂŶĞŶ͕ǀŽŽƌƌĞŬĞŶŵĞƚŚŽĚĞZĂŝůǀĞƌŬĞĞƌƐůĂǁĂĂŝͲZDZͲϮϬϭϮ
EĂĂŵ >;WϰͿϬ͘ϱϭϮϱ >;WϰͿϬ͘ϱϮϱϬ >;WϰͿϬ͘ϱϱϬϬ >;WϰͿϬ͘ϱϭŬ >;WϰͿϬ͘ϱϮŬ >;WϰͿϬ͘ϱϰŬ >;WϰͿϬ͘ϱϴŬ >;WϰͿϭ͘Ϭϲϯ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ϭϵϭϳ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
'ĞŽŵŝůŝĞƵsϰ͘ϱϬ
ϭϵͲϮͲϮϬϮϬϭϲ͗ϰϬ͗Ϭϰ
DŽĚĞů͗ 'ƌŽĞƉ͗
ƐŝƚƵĂƚŝĞϮϬϮϬ ;ŚŽŽĨĚŐƌŽĞƉͿ >ŝũƐƚǀĂŶĂŶĞŶ͕ǀŽŽƌƌĞŬĞŶŵĞƚŚŽĚĞZĂŝůǀĞƌŬĞĞƌƐůĂǁĂĂŝͲZDZͲϮϬϭϮ
EĂĂŵ >;WϰͿϭ͘ϬϭϮϱ >;WϰͿϭ͘ϬϮϱϬ >;WϰͿϭ͘ϬϱϬϬ >;WϰͿϭ͘ϬϭŬ >;WϰͿϭ͘ϬϮŬ >;WϰͿϭ͘ϬϰŬ >;WϰͿϭ͘ϬϴŬ >;WϰͿϮ͘Ϭϲϯ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ϭϵϭϳ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
'ĞŽŵŝůŝĞƵsϰ͘ϱϬ
ϭϵͲϮͲϮϬϮϬϭϲ͗ϰϬ͗Ϭϰ
DŽĚĞů͗ 'ƌŽĞƉ͗
ƐŝƚƵĂƚŝĞϮϬϮϬ ;ŚŽŽĨĚŐƌŽĞƉͿ >ŝũƐƚǀĂŶĂŶĞŶ͕ǀŽŽƌƌĞŬĞŶŵĞƚŚŽĚĞZĂŝůǀĞƌŬĞĞƌƐůĂǁĂĂŝͲZDZͲϮϬϭϮ
EĂĂŵ >;WϰͿϮ͘ϬϭϮϱ >;WϰͿϮ͘ϬϮϱϬ >;WϰͿϮ͘ϬϱϬϬ >;WϰͿϮ͘ϬϭŬ >;WϰͿϮ͘ϬϮŬ >;WϰͿϮ͘ϬϰŬ >;WϰͿϮ͘ϬϴŬ >;WϰͿϱ͘Ϭϲϯ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ϭϵϭϳ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ
ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
ͲͲ ͲͲ ͲͲ ͲͲ
'ĞŽŵŝůŝĞƵsϰ͘ϱϬ
ϭϵͲϮͲϮϬϮϬϭϲ͗ϰϬ͗Ϭϰ
DŽĚĞů͗ 'ƌŽĞƉ͗
ƐŝƚƵĂƚŝĞϮϬϮϬ ;ŚŽŽĨĚŐƌŽĞƉͿ >ŝũƐƚǀĂŶĂŶĞŶ͕ǀŽŽƌƌĞŬĞŶŵĞƚŚŽĚĞZĂŝůǀĞƌŬĞĞƌƐůĂǁĂĂŝͲZDZͲϮϬϭϮ
EĂĂŵ >;WϰͿϱ͘ϬϭϮϱ >;WϰͿϱ͘ϬϮϱϬ >;WϰͿϱ͘ϬϱϬϬ >;WϰͿϱ͘ϬϭŬ >;WϰͿϱ͘ϬϮŬ >;WϰͿϱ͘ϬϰŬ >;WϰͿϱ͘ϬϴŬ >;WϰͿƌϲϯ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ
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ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ
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ϭϵϭϳ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
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ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
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ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
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ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
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'ĞŽŵŝůŝĞƵsϰ͘ϱϬ
ϭϵͲϮͲϮϬϮϬϭϲ͗ϰϬ͗Ϭϰ
DŽĚĞů͗ 'ƌŽĞƉ͗
ƐŝƚƵĂƚŝĞϮϬϮϬ ;ŚŽŽĨĚŐƌŽĞƉͿ >ŝũƐƚǀĂŶĂŶĞŶ͕ǀŽŽƌƌĞŬĞŶŵĞƚŚŽĚĞZĂŝůǀĞƌŬĞĞƌƐůĂǁĂĂŝͲZDZͲϮϬϭϮ
EĂĂŵ >;WϰͿƌϭϮϱ >;WϰͿƌϮϱϬ >;WϰͿƌϱϬϬ >;WϰͿƌϭŬ >;WϰͿƌϮŬ >;WϰͿƌϰŬ >;WϰͿƌϴŬ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ͲͲ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ
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ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ ϭϵϭϳ
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ϭϵϭϳ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
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ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
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ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
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ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ ϭϱϭϭϰ
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'ĞŽŵŝůŝĞƵsϰ͘ϱϬ
ϭϵͲϮͲϮϬϮϬϭϲ͗ϰϬ͗Ϭϰ
Bijlage 3.1 Rekenresultaten Woeziksestraat incl. aftrek Rapport: Model: Groep: Groepsreductie:
Resultatentabel M201010.001.001/GGO LAeq totaalresultaten voor toetspunten Woeziksestraat Ja
Naam Toetspunt t 01_A t 02_A t 03_A t 04_A t 05_A
Omschrijving Gevel noord 1 Gevel oost 1 Gevel noord 2 Gevel oost 2 Gevel zuid 1
X 181257,73 181261,64 181264,04 181266,76 181266,79
Y 425650,39 425647,02 425644,18 425640,98 425628,19
Hoogte 1,50 1,50 1,50 1,50 1,50
Dag 44,55 24,44 32,22 29,70 45,03
Avond 41,93 21,82 29,60 27,07 42,41
Nacht 36,48 16,37 24,15 21,63 36,96
Lden 45,72 25,61 33,39 30,86 46,20
t 06_A t 07_A t 08_A t 09_A
Gevel zuid 2 Gevel west 1 Gevel zuid 3 Gevel west 2
181260,76 181257,55 181256,04 181252,86
425628,48 425634,73 425643,30 425647,50
1,50 1,50 1,50 1,50
47,05 49,85 48,89 49,86
44,42 47,23 46,27 47,24
38,97 41,78 40,82 41,79
48,21 51,02 50,06 51,03
Alle getoonde dB-waarden zijn A-gewogen
Geomilieu V5.21
26-2-2020 17:26:47
Bijlage 3.2 Rekenresultaten N324 incl. aftrek Rapport: Model: Groep: Groepsreductie:
Resultatentabel M201010.001.001/GGO LAeq totaalresultaten voor toetspunten N324 Ja
Naam Toetspunt t 01_A t 02_A t 03_A t 04_A t 05_A
Omschrijving Gevel noord 1 Gevel oost 1 Gevel noord 2 Gevel oost 2 Gevel zuid 1
X 181257,73 181261,64 181264,04 181266,76 181266,79
Y 425650,39 425647,02 425644,18 425640,98 425628,19
Hoogte 1,50 1,50 1,50 1,50 1,50
Dag 36,92 42,59 35,33 40,74 47,78
Avond 33,79 39,45 32,19 37,60 44,66
Nacht 27,91 33,57 26,32 31,72 38,77
Lden 37,62 43,28 36,03 41,43 48,48
t 06_A t 07_A t 08_A t 09_A
Gevel zuid 2 Gevel west 1 Gevel zuid 3 Gevel west 2
181260,76 181257,55 181256,04 181252,86
425628,48 425634,73 425643,30 425647,50
1,50 1,50 1,50 1,50
47,20 45,23 45,78 42,87
44,08 42,11 42,66 39,75
38,18 36,21 36,76 33,86
47,90 45,93 46,48 43,57
Alle getoonde dB-waarden zijn A-gewogen
Geomilieu V5.21
26-2-2020 17:27:16
Bijlage 3.3 Rekenresultaten Nieuweweg incl. aftrek Rapport: Model: Groep: Groepsreductie:
Resultatentabel M201010.001.001/GGO LAeq totaalresultaten voor toetspunten Nieuweweg Ja
Naam Toetspunt t 01_A t 02_A t 03_A t 04_A t 05_A
Omschrijving Gevel noord 1 Gevel oost 1 Gevel noord 2 Gevel oost 2 Gevel zuid 1
X 181257,73 181261,64 181264,04 181266,76 181266,79
Y 425650,39 425647,02 425644,18 425640,98 425628,19
Hoogte 1,50 1,50 1,50 1,50 1,50
Dag 24,90 26,00 27,12 31,83 44,83
Avond 22,27 23,38 24,49 29,20 42,20
Nacht 16,83 17,93 19,04 23,76 36,75
Lden 26,06 27,17 28,28 32,99 45,99
t 06_A t 07_A t 08_A t 09_A
Gevel zuid 2 Gevel west 1 Gevel zuid 3 Gevel west 2
181260,76 181257,55 181256,04 181252,86
425628,48 425634,73 425643,30 425647,50
1,50 1,50 1,50 1,50
44,84 44,94 44,96 42,07
42,22 42,31 42,33 39,44
36,77 36,86 36,89 33,99
46,01 46,10 46,12 43,23
Alle getoonde dB-waarden zijn A-gewogen
Geomilieu V5.21
26-2-2020 17:27:33
Bijlage 3.4 Rekenresultaten Graafseweg (ventweg) incl. aftrek Rapport: Model: Groep: Groepsreductie:
Resultatentabel M201010.001.001/GGO LAeq totaalresultaten voor toetspunten Graafseweg (ventweg) Ja
Naam Toetspunt t 01_A t 02_A t 03_A t 04_A t 05_A
Omschrijving Gevel noord 1 Gevel oost 1 Gevel noord 2 Gevel oost 2 Gevel zuid 1
X 181257,73 181261,64 181264,04 181266,76 181266,79
Y 425650,39 425647,02 425644,18 425640,98 425628,19
Hoogte 1,50 1,50 1,50 1,50 1,50
Dag 8,39 5,69 12,18 9,10 24,52
Avond 5,77 3,06 9,56 6,47 21,89
Nacht 0,32 -2,38 4,11 1,03 16,45
Lden 9,56 6,85 13,35 10,26 25,68
t 06_A t 07_A t 08_A t 09_A
Gevel zuid 2 Gevel west 1 Gevel zuid 3 Gevel west 2
181260,76 181257,55 181256,04 181252,86
425628,48 425634,73 425643,30 425647,50
1,50 1,50 1,50 1,50
24,52 23,88 24,32 21,37
21,89 21,25 21,69 18,74
16,45 15,81 16,25 13,30
25,68 25,04 25,48 22,53
Alle getoonde dB-waarden zijn A-gewogen
Geomilieu V5.21
26-2-2020 17:28:08