Featured Reports
Lakes
Layers
Legend
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Key Layers![](data:image/jpeg;base64,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)
Real-Time Average Water TempComing
Soon![](data:image/jpeg;base64,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)
High Res Historical Water TempPRO![](/6a18a4e01bcc04eb50e204dd517940de.jpg)
Water ClarityPRO![](data:image/jpeg;base64,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)
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