Today, while returning from my piano lesson, I saw a primary rainbow along with its secondary rainbow and it cheered me up to no end. I took pictures (from the car), of course.
If you look really closely, you can see the secondary rainbow to the right of the primary rainbow - it was much more vivid in life:
Now that I have seen one in real life, my life = complete.
How pointless I have a German essay due the first day of my exams, when I have three exams totalling 5 hours... fortunately that means I will miss the lesson
I think it's called exam leave now though, to differentiate between the two. Ouch....I don't think I have a day with more than one exam on. It'm Lucky! YOu'll be fine though!
I think it's called exam leave now though, to differentiate between the two. Ouch....I don't think I have a day with more than one exam on. It'm Lucky! YOu'll be fine though!
Ahhh cool. I REALLY want to skip some lessons on Monday/Tuesday to revise, but the library will be packed and no way will my parents let me stay home :/ Lucky thing It's going to be awful, but over soon! I'm looking at the bright side - I have 7 exams and that will make nearly half of them over in one fell swoop
Two days ago, Ben was 9. Next year, Ben will be 12. How is this possible?
Why can't 324758968296839740179037486257966068126347825468152479364863256328500000 possibly be a the value of 60 factorial? without doing the calculation.
Ahhh cool. I REALLY want to skip some lessons on Monday/Tuesday to revise, but the library will be packed and no way will my parents let me stay home :/ Lucky thing It's going to be awful, but over soon! I'm looking at the bright side - I have 7 exams and that will make nearly half of them over in one fell swoop
Aren't you revising in lessons? Yeh. I feel like I peeked a few weeks ago though. Whilst mine drag on, late into june. Damn general studies!
Two days ago, Ben was 9. Next year, Ben will be 11. How is this possible?
Why can't 324758968296839740179037486257966068126347825468152479364863256328500000 possibly be a the value of 60 factorial? without doing the calculation.
By doing the calc do you mean finding 60!. I mean it isn't divisible by 59 shown by calc which proves it.
Aren't you revising in lessons? Yeh. I feel like I peeked a few weeks ago though. Whilst mine drag on, late into june. Damn general studies!
Yeah, but I revise better at home, I find classrooms really distracting - particularly my maths class because I sit with my friends and we consider 5 questions in a 70 minute lesson productive And maths is the one that needs the most work I get bored in languages too, the grammar stuff is too easy and all the past papers are really similar :/ That sucks! Do you have to revise for that though?
Two days ago, Ben was 9. Next year, Ben will be 11. How is this possible?
Why can't 324758968296839740179037486257966068126347825468152479364863256328500000 possibly be a the value of 60 factorial? without doing the calculation.
I dropped a mark in French today though, I was really annoyed because I forgot that avouer is to confess...kind of threw off the whole meaning But yeah, I'm the only person in my German class who understands cases and the subjunctive. I do the exercises while she is still explaining them
Yeah, but I revise better at home, I find classrooms really distracting - particularly my maths class because I sit with my friends and we consider 5 questions in a 70 minute lesson productive And maths is the one that needs the most work I get bored in languages too, the grammar stuff is too easy and all the past papers are really similar :/ That sucks! Do you have to revise for that though?
That's true for me as well. Sush I struggled with languages.