I don't cook great (Proved by theorem of Inversion)

Just a bit of all that she cooks! 

If P is true Q is true

Inversion says If P is not true Q is not true either.

Now I am going to prove in this post that I don't cook great by this theorem based on some illustrated facts.

I have my parents here visiting me for a month. And since the time my mom is here, I don't know if my kitchen is missing me or not but I am not missing it by any chance. My mom was able to get adjusted quite sooner with my kitchen. Of course, a good Kitchener has this ability of finding comfort in any new kitchen space along with cooking some great food.

So, usually every evening when I set away for home from my office in the evening I have my head ticking to find which restaurant can be hit tonight for dinner. Oh I am gutsy to cook lunch almost every day. But while I leave off from office, dinner is one craving that I wish to be satisfied deliciously. And my mind is battling at that moment for dinner outside vs. home. Even though I am not that lazy hands and feet (ass) that I can't cook my dinner (I run 4 miles every alternate day ), I resist self-cooking at that moment.

But since the time she is here, though my head ticks again to choose  Chipotle/TGIF/Cheesecake/Sweet Tomatoes vs Mamma's food, my taste buds just shout out telling me to go home .!

You see!

And then I asked myself, what is the matter girl?

And here then came this concept of inversion:

When Mamma is cooking dinner -> I don't go outside for dinner

Negation (When Mamma is cooking dinner) -> Negation (I don't go outside for dinner)

When I know I am cooking dinner -> I go outside for dinner

P.S.    Mamma not cooking dinner means I am doing that

Hence proved!