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出勤再開うつだなんて後ろ向きなことばかりじゃなく、しばしの間だけでも、人に会えることを喜ぼう。
Don't be so negative about going to work, we should be happy to meet people for a while !
#ぎょぽ #IRODORIandco #ラインスタンプ #イラスト #illustration
Peter Steele #arte #ilustracion #typeonegative #petesteele #Like #follo4folloback
Y'all act like kageyama and oikawa didn't inspire each other to improve when during their matches their main concern was to reach the other's level,,,a huge part of their growth is due to their competition so think twice before saying they had only a negative impact on each other
@T4KESH1 Absolutely stunning work! 😊 🌸✨✨The use of postive and negative space is amazing! You did such an amazing job! (So beautiful!) ✨✨
Going off Twitter to emotionally take the rest of the day off. So many negative emotions brewed through my body, heart, and soul that I must watch something positive on tv, and relax. Do not worry, I will be fine and back on Twitter tomorrow. Fans enjoy the Wrestling shows 2night
“Basically everything in the world is a shape…every edge, corner, blob, form, silhouette, or negative space is something you have to navigate to get through a room." —Amy Sillman
Explore https://t.co/wkNSI6w9Qk
#MoMAVirtualViews
🔹Romare Bearden
🔻Arshile Gorky
🔸Auguste Rodin
38% of respondents in our #SYWS19 research said that their body image had negatively impacted their relationships. We have an excellent webinar recording from @bacloughton on Combatting Body Shame that everyone should watch: https://t.co/uCfjoIqYxf
artwork: @pilardeleaniz
>A negative times a positive times a negative is a positive. The much very useless conclusion we've come to: the graph as x approaches negative infinity will be positive infinity.
>Now, we have all the information to draw ourselves a relatively accurate sketch.
>It's needless to try it out for negative infinity since the end behaviors are going to end up the same, but playing with negatives is a little bit more tricky.
>(-∞)(-∞)^2(-∞)^3...
>(-∞)^2 gives us ∞^2, (-∞)^3 gives us -∞^3
>(-∞)(∞^2)((-∞^3)
>I'm not joking. Do I look like I'm joking. This is serious.
>To find the end behavior as x approaches positive infinity, we plug in positive infinity. To find the end behavior as x approaches negative infinity, we plug in negative infinity.
>Why, why... you ask?
>Both of the sides are approaching towards positive infinity (y-value) as the x-value approaches negative AND positive infinity. They have the same end behavior.
>If your memory's swell, which it should be, that means the leading coefficient's power is even.
Resist negative
Arise the swan through darkness
The white goddess born
#haikuchallenge #haiku #doodle #doodleart #Doddles #SURREALISM #surreal #art (resist)
Me: Updating mother on the severity of the world's state after she asked or disproving latest covid 19 cure she saw on FB.
Mom: Why are you so negative? You only look for the bad things in life.
My mother to me when I was 12: Friends aren't real. People will only ever use you.
>The left as it approaches negative infinity is approaching negative infinity for the y-value, and the right as it approaches positive infinity is approaching positive infinity for the y-value...
>Both ends of f(x)=x^2 approach positive infinity. They share the same end behavior.
>By the way, by the way! End behaviors are usually used in respect to positive and negative infinity.
>Moving on, it's different for f(x)=x^3.
>They're like limits, except for the "ends" of the graph. In short, what they "act" like as they approach positive and negative infinity.
>...Huh? that's not good enough of an explanation? Fine, fine. I have time to spare anyway.
>For one-sided limits, we use this notation.
>The limit as x approaches 0- is negative infinity, and the limit as x approaches 0+ is positive infinity...
>And so onn.
>The left side of the graph as it approaches x=0 is different as the right side... how fascinating! See how the left side shoots down towards negative infinity while the right side shoots up to positive infinity?
>BANG! Sorry, I just wanted to make sure you're paying attention.
>Asymptotes help determine limits AND end behaviors, which I'll get to soon.
>There can be multiple limits in a function. In 1/x, there exists 4 limits.
>The limit as x approaches negative/positive infinity and as it approaches 0.
❝Momiji's thoughts were confused at the only thing he thought. They were the words of that man, although he felt a great emptiness inside him, it was not time to have vulnerable or negative thoughts. Momiji quickly pushed those thoughts away and continued (+)