2021.09.26 11:45 Rinn05 Shawn mendes.. drawn by me.
|submitted by Rinn05 to DigitalArt [link] [comments]|
2021.09.26 11:45 BeastAlpha07 How to roast someone with Respect
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2021.09.26 11:45 basim_Nerd Finally got the beast. Suggestions please! Should I buy Zaha once his price drops? Or should I get emi Martinez?
|submitted by basim_Nerd to FUTMobile [link] [comments]|
2021.09.26 11:45 plumppiggy007 Are you my appendix, when i seen you , I got this weird feeling in my stomach , that makes me just wanna take you out
2021.09.26 11:45 cngrss is it weird looking for a father/male figure?
my parents aren’t divorce or whatsoever but my dad isn’t really the type of person i want to be when i grow up, although i love him. my uncle, who i looked up to, died of complications so basically i have no father figure that i can look up to. i have brothers but we really just differ and not very much to talking. im always kinda jealous with some of my friends having good fathemale figures. so it always intrigues me when i read something about fathemale role models.
submitted by cngrss to AskDad [link] [comments]
2021.09.26 11:45 Muhsquito Cunningham for unlucky person?
Searching through "Cunningham worth it?" posts the general consensus is that he is good for RN BBs/CAs because witherer is apparently easy to get.
I say apparently because playing the RN CA line I have never gotten a single witherer even with DemEx. I am one of those people who RNG doesn't smile upon, and where other players might load up their HE and get 2-3 fires per salvo I will get A fire every 4 salvoes. Meaning I am not outputting enough fires to get any to stick long enough to get the witherer.
Also seen some people recommend it for DD because of the speed boost because of the flooding, which I understand.
But to me Cunningham looks like he is purpose tailored to be a CV captain. The only skills really that apply to general and average ship play are the improved consumable and the 2 kill +1 charge.
Compared to the other coal commanders Cunningham seems to be the CV one whereas the French is the BB one and Lutjens is a great general all rounder.
I have Jack Dunkirk and to me he just seems to be the better all round commander for average RN play, whereas Cunningham seems to be geared to be a 21 point CV commander for a lucky person who can activate the talents every game because they are blessed by RNG.
submitted by Muhsquito to WorldOfWarships [link] [comments]
2021.09.26 11:45 the_journey_taken the game
2021.09.26 11:45 AngelSpartan WDIS PPR
2021.09.26 11:45 LV58_DeathKnight Swann players are cancerous to play with
Seriously whats wrong with these people? They literally do nothing in the coop except upgrading their laser turret and then does nothing for the rest of the game and I'm always the one ending up doing everything or is this Swann's optimal gameplay ? everytime I ask them are they afk they just say 'all good' and then does nothing
submitted by LV58_DeathKnight to starcraft [link] [comments]
2021.09.26 11:45 010306da What’s your favorite fight scene in the GOW Franchise? Mine’s Kratos Vs The Stranger(Baldur)
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2021.09.26 11:45 Taredee POSBKids Trust Account
Is there any way to convert a posbkids trust account to a normal account? I have one joint account with my mum, but we are not in good relations, so it is hard to ask her to go with me for withdrawal.
And I’m no longer a kid lol (working adult alr) - so would want to put those money into better use as well instead of just letting it staying stagnant in the bank.
submitted by Taredee to askSingapore [link] [comments]
2021.09.26 11:45 Hasna_can Bizim için yeter olan bu maaş mı??
|submitted by Hasna_can to pics [link] [comments]|
2021.09.26 11:45 WestKester Watch body and band colors
In this latest release Apple seem to have dropped black from all the bands except for the Midnight sport band and the Nike Anthracite Sport band. Do they know something we don't know, like has the take up of the black Braided Loop band been low I wonder? Which leads me to also wonder what combinations all we customers use. Currently I am using the Inverness Green (discontinued) braided loop with a Space Grey Watch as a change from a Charcoal braided loop (also discontinued). What do you use?
submitted by WestKester to AppleWatch [link] [comments]
2021.09.26 11:45 xiaodaireddit 2021 Jia League Round 12 Pictures Part 2
2021.09.26 11:45 MAFiA_79 CABANA Airdrop. 2000 people with 8$ worth CBA token
2021.09.26 11:45 rresende Limpeza de carro em aveiro
2021.09.26 11:45 666gun What company has been successfully for the longest time?
2021.09.26 11:45 COUROPSNOV-YT main part of my collection since i haven't showed it yet. rate it 1-10 :)
2021.09.26 11:45 prawnbiryani 💗☁🍦🌸🧁🤍🦩
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2021.09.26 11:45 VariationSudden9873 ah yes lets just use the crew 2 footage and put our buttons on it (the buttons dont even change it just looks like it always pressing right but the bike is also going left)
2021.09.26 11:45 Nirhub Hi, could you please tell me if this reads well? Would this make sense to a mathematician and how can I make it sound more impressive to a maths professor, thanks.
Exploring the problem, prove “not every positive integer of the form n² - n + 41 is prime, (where n is an integer)”, I was at first sceptical that such a simple quadratic could generate only prime numbers. Systematically, I start substituting successive integers in, realising it does, in fact generate only primes. Looking back at the question, I notice that it says ‘not every’, seeing this I inferred that substituting in numbers is a futile task. I decided to look at it more generally, from a different angle; perhaps the definition of a prime number might help? A prime number can only be divisible by itself and 1, so if I could prove that this wasn't the case for a single integer the problem would be solved. I then noticed the negative in the equation and immediately deduced that n=41 proves that statement. I wondered how Euler formulated such an equation. Perhaps there is a polynomial formula that produces only prime numbers.
Although this is a rather simple question I believe it encapsulates what maths is all about, in that critical thinking and logical reasoning plays a large part in any question. This problem made me want to research the distribution of primes, where I came across Euclid's proof, ‘there are infinitely many primes’. Through this adventure I've become interested in number theory and would like the opportunity to study it further.
submitted by Nirhub to learnmath [link] [comments]
2021.09.26 11:45 macswaj Are my cash settled securities, in any way shape or form participating in the DTC Participant accounts Collateral Loan Program with any other participant
2021.09.26 11:45 JonxAegon Napangiti naman ako dito, pampagood vibes muna.
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2021.09.26 11:45 NONONONONONONO__ I'm so lonely & tired of taking care of myself that, the other night, I almost ordered UberEats just because I wanted to have the feeling of someone doing something for me.
I wanted to go out to my front porch, and see a bag delivered there, and know that someone had gone to pick up something I wanted and brought it to me.
I resisted, and a couple of hrs later, fell asleep.
submitted by NONONONONONONO__ to lonely [link] [comments]
2021.09.26 11:45 broccolileaf Hello kindly like and watch my video. I will return the favor. Thank you!