As A|Z AE|S A|S his HH|I|Z HH|IH|S HH|I|S first P|ER|S|T F|I R|S|T P|I R|S|T F|ER|SH|T P|ER|SH|T F|I R|SH|T P|I R|SH|T task T|A|S|K T|AE|SH|K T|A|SH|K he HH|IH decided JH|IH|S|A + I|JH|IH|JH D|I|S|A + I|D|I|D JH|I|S|A + I|JH|I|JH D|IH|SH|A + I|D|IH|D JH|IH|SH|A + I|JH|IH|JH D|I|SH|A + I|D|I|D JH|I|SH|A + I|JH|I|JH D|IH|S|IH|D|IH|D JH|IH|S|IH|JH|IH|JH D|I|S|IH|D|I|D JH|I|S|IH|JH|I|JH D|IH|SH|IH|D|IH|D JH|IH|SH|IH|JH|IH|JH D|I|SH|IH|D|I|D JH|I|SH|IH|JH|I|JH to T|O conduct K|U|N|D|AX|K|T K|AA|N|JH|AX|K|T K|U|N|JH|AX|K|T a systematic SH|IH|SH|T|AX|M|AE|T|IH|K S|I|S|T|AX|M|AE|T|I|K SH|I|SH|T|AX|M|AE|T|I|K S|IH|S|T|AX|M|A|T|IH|K SH|IH|SH|T|AX|M|A|T|IH|K S|I|S|T|AX|M|A|T|I|K SH|I|SH|T|AX|M|A|T|I|K analysis A|N|A|L|IH|S|IH|S AE|N|AE|L|I|S|I|S A|N|A|L|I|S|I|S AE|N|AE|L|IH|SH|IH|SH A|N|A|L|IH|SH|IH|SH AE|N|AE|L|I|SH|I|SH A|N|A|L|I|SH|I|SH of O|V AH|B O|B the D|AX steps SH|T|EH|P|SH S|T|I|P|S SH|T|I|P|SH required R|IH|K|W|IH|ER|D R|I|K|W|A + I|I R|D R|IH|K|W|IH|I R|D R|I|K|W|A + I|ER|JH R|IH|K|W|IH|ER|JH R|I|K|W|A + I|I R|JH R|IH|K|W|IH|I R|JH to T|O develop JH|IH|V|EH|L|AX|P D|I|V|I|L|AX|P JH|I|V|I|L|AX|P D|IH|B|EH|L|AX|P JH|IH|B|EH|L|AX|P D|I|B|I|L|AX|P JH|I|B|I|L|AX|P new N|O products P|R|U|D|AX|K|T|S P|R|AA|JH|AX|K|T|S P|R|U|JH|AX|K|T|S P|R|AA|D|AX|K|T|SH P|R|U|D|AX|K|T|SH P|R|AA|JH|AX|K|T|SH P|R|U|JH|AX|K|T|SH and AX|N|JH to T|O organize U|R|G|AX|N|A + I|Z AO|R|G|AX|N|IH|Z U|R|G|AX|N|IH|Z AO|R|G|AX|N|A + I|S U|R|G|AX|N|A + I|S AO|R|G|AX|N|IH|S U|R|G|AX|N|IH|S the D|AX tasks T|A|S|K|S T|AE|SH|K|SH T|A|SH|K|SH into I|N|T|U IH|N|T|O I|N|T|O a logical L|U|JH|IH|K|AX|L L|AA|JH|I|K|AX|L L|U|JH|I|K|AX|L order U|R|D|ER AO|R|JH|ER U|R|JH|ER AO|R|D|I R U|R|D|I R AO|R|JH|I R U|R|JH|I R