This project helps students review solfege and the concept of movable do Credit: Sarahdata:image/png;base64,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data:image/png;base64,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 Sharp/D FlatD NaturalD Sharp/E FlatE NaturalF NaturalF Sharp/G FlatG NaturalG Sharp/A FlatA NaturalA Sharp/B FlatB NaturalC NaturalC Sharp/D FlatD NaturalD Sharp/E FlatE NaturalF NaturalF Sharp/G FlatG NaturalG Sharp/A FlatA NaturalA Sharp/B FlatB NaturalC NaturalC Sharp/D FlatD NaturalD Sharp/E FlatE NaturalF NaturalF Sharp/G FlatG NaturalG Sharp/A FlatA NaturalA Sharp/B FlatB NaturalC NaturalC Sharp/D FlatD NaturalD Sharp/E FlatE NaturalF NaturalF Sharp/G FlatG NaturalG Sharp/A FlatA NaturalA Sharp/B FlatB NaturalC NaturalC Sharp/D FlatD NaturalD Sharp/E FlatE NaturalF NaturalF Sharp/G FlatG NaturalG Sharp/A FlatA NaturalA Sharp/B FlatB NaturalC NaturalC Sharp/D FlatD NaturalD Sharp/E FlatE NaturalF NaturalF Sharp/G FlatG NaturalG Sharp/A FlatA NaturalA Sharp/B FlatB NaturalC NaturalC Sharp/D FlatD NaturalD Sharp/E FlatE NaturalF NaturalF Sharp/G FlatG NaturalG Sharp/A FlatA NaturalA Sharp/B FlatB NaturalC NaturalC Sharp/D FlatD NaturalD Sharp/E FlatE NaturalF NaturalF Sharp/G FlatG NaturalG Sharp/A FlatA NaturalA Sharp/B FlatB NaturalC NaturalC Sharp/D FlatD NaturalD Sharp/E FlatE NaturalF NaturalF Sharp/G FlatG NaturalG Sharp/A FlatA NaturalA Sharp/B FlatB NaturalC NaturalC Sharp/D FlatD NaturalD Sharp/E FlatE NaturalF NaturalF Sharp/G FlatG NaturalG Sharp/A FlatA NaturalA Sharp/B FlatB NaturalC NaturalC Sharp/D FlatD NaturalD Sharp/E FlatE NaturalF NaturalF Sharp/G FlatG NaturalG Sharp/A FlatA NaturalA Sharp/B FlatB NaturalC Natural

C