`A=1/(1xx3)+1/(3xx5)+1/(5xx7)+...+1/(95xx97)+1/(97xx99)`
`=> 2A=2/(1xx3)+2/(3xx5)+...+2/(97xx99)`
`=> 2A=1-1/3+1/3-1/5+...+1/97-1/99`
`=> 2A=1-1/99`
`=> 2A=98/99`
`=> A=49/99`
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