data:image/png;base64,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

i1

averageTS10i1

The number of C's is 2

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AQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==82,95,86,99,100,76,88,92,91,9215884.542033162669711