6 hours agoKurt missed again in math: Collect VV, LDK and Initiative deputies, up 80
Periskopi(a year ago)
(a year ago)VV) leader and outgoing Prime Minister Albin Kurti have again made a major setback in mathematics, this time the mistake involved a simple meeting, the Periscope broadcasts. In an interview at “Tv1”, while trying to show the number of MPs that would have a possible governing coalition in the middle [...]
In an interview at “Tv1”, while trying to show the number of MPs that would have a possible governing coalition between LV, LDK and Initiative.
Until he starts gathering the deputies of these parties, Kurti was found to have 80 deputies.
It didn't stop. Taking this figure to heart, it showed how many votes this coalition would have, even with the MPs of non-Serb communities and Nenad Rashiqi.
When he gathered them all, Kurti said this coalition would have over 90 votes.
According to him, with these votes this coalition could do great things.
Look, just a little bit. Vetevendosje, LDK and Initiative make 80. When non-Serb minorities and Nenad Rassic increase, we pass 90. You understand that a lot of things we can do”, Kurt said.
But if we count on LVV's votes 48), the LDK's (DK)20 and Initiative 3) do 71, not 80 as Kurti claims.
Kurt's defeat has been observed by LDK deputy Paris Guri, who wrote “ Along with the video.
This is not Kurt's only math failure. He had missed even greater at the end of last year.
During the inauguration of a school in the Podujevo municipality, in an effort to impress students, he was voluntarily set up to solve a simple mathematical equation.
Kurti, who graduated from the Faculty of Electronics at Pristina University, had failed badly in solving a linear equation, which is taught in 7th grade.
Only after the media wrote that the equation had been corrected had Kurt reacted and accepted the mistake.
Albin Kurti had apologised to seventh graders of the school “Alri Hadri”, for the mathematical equation he missolved.
Kurt had said that in the first second it seemed that the equation had a solution of x=5, but he stressed that if he thought a little bit, he would see that the correct solution was x=0.
On the other hand, he had admitted that he felt glad that he was not a student at that time.
“... I have to say I'm now glad I wasn't a student at that moment, because I wouldn't get a passing grade”- It's Kurt.
Until he had admitted that students and the day were better than the prime minister's equation.
I apologize. The solution to that equation, as you know better than your prime minister, is x=0x1>, writes Kurti.
