An alternative for the Goldbach conjecture According to this ad-hoc conjecture, every positive integer greater than 10 can produced as a multiplication of two primes and a prime: number=(prime*prime)+prime. Notice that the so-called Lucky numbers seems to support that opinion that there isn't any exceptional in the primes-this conjecture suggests that instead of using only additions (as in the case of the Goldbach conjecture), this multiplication + addition combination similarly able to generate every number using only and exclusively certain combinations of primes. 2*2+2=6 2*2+3=7 2*3+2=8 2*3+3=9 10 --- 3*3+2=11 3*3+3=12 2*5+3=13 3*3+5=14 2*2+11=15 3*3+7=16 3*5+2=17 3*5+3=18 2*7+5=19 3*3+11=20 2*5+11=21 2*7+7=21 3*5+7=22 2*11+11=23 3*7+3=24 2*11+3=25 3*5+11=26 5*5+2=27 5*5+3=28 2*11+7=29 5*5+5=30 ... Zoltan Galantai, April 4, 2018.