Given the unfortunately ambiguous definitions of K, M, G, how long does it take to transfer a 256 KByte block of data over a signal line at a rate of 2 Mbits/sec (with no additional overhead)?

Given the unfortunately ambiguous definitions of K, M, G, how long does it take to transfer a 256 KByte block of data over a signal line at a rate of 2 Mbits/sec (with no additional overhead). Freqs & Rates: K, M, G, T = 103, 106, 109, 1012, resp'y Anything with time in the denominator * Note: Hz has time in the denominator (cycles/sec) Memory Sizes: K, M, G, T = 210, 220, 230, 240, respectively Any addressable quantity of memory (e.g. KB, MB, GB, TB) Replaced by: Ki, Mi, Gi, Ti = 210, 220, 230, 230, resp'y But, these have not yet come into common usage Too many documents still use K, M, G, T You have to take the meaning of K, M, G, T from context Anything expressed as per unit time = 10N Anything with bits/bytes & no time = 2N Given the unfortunately ambiguous definitions of K, M, G, how long does it take to transfer a 256 KByte block of data over a signal line at a rate of 2 Mbits/sec (with no additional overhead). Freqs & Rates: K, M, G, T = 103, 106, 109, 1012, resp'y Anything with time in the denominator * Note: Hz has time in the denominator (cycles/sec) Memory Sizes: K, M, G, T = 210, 220, 230, 240, respectively Any addressable quantity of memory (e.g. KB, MB, GB, TB) Replaced by: Ki, Mi, Gi, Ti = 210, 220, 230, 230, resp'y But, these have not yet come into common usage Too many documents still use K, M, G, T You have to take the meaning of K, M, G, T from context Anything expressed as per unit time = 10N Anything with bits/bytes & no time = 2N