[Poetry] how to microwave #bread

2021.12.01 16:19 TheFishBowler [Poetry] how to microwave #bread

[Poetry] how to microwave #bread submitted by TheFishBowler to youtubehaiku [link] [comments]


2021.12.01 16:19 realBAZILE AIN'T NO WAY HE JUST DID THAT | The Walking Dead Telltale Series: S1E3 (PART 3)

AIN'T NO WAY HE JUST DID THAT | The Walking Dead Telltale Series: S1E3 (PART 3) submitted by realBAZILE to GetMoreViewsYT [link] [comments]


2021.12.01 16:19 telex_bot Az Európai Unióban 61 omikron variánssal fertőzött emberről tudnak

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2021.12.01 16:19 s197torchred As soon as I saw the Chipotle Crossover.

As soon as I saw the Chipotle Crossover. submitted by s197torchred to halo [link] [comments]


2021.12.01 16:19 Brackish_Water Imagine shilling for a company like GME in a sub supposedly against shitty, exploitative companies

Imagine shilling for a company like GME in a sub supposedly against shitty, exploitative companies submitted by Brackish_Water to gme_meltdown [link] [comments]


2021.12.01 16:19 elytra1081 Sexy aimbot

centranse universal aimbot 💎 Cheap 1$ R6 r15 soon Roadmap Rarely any bugs Key system Easy to buy https://discord.gg/bnUtAAAjqr
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2021.12.01 16:19 AutoNewspaperAdmin [National] - Oklahoma board denies clemency for man in quadruple killing | ABC

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2021.12.01 16:19 TheBehrman My Asura Scrapper. I know it's not flashy, but I love him!!

My Asura Scrapper. I know it's not flashy, but I love him!! submitted by TheBehrman to GuildWarsDyeJob [link] [comments]


2021.12.01 16:19 mango4everdo 👜 TRENDY 👠 | Anonymous luxury shopping 🛍️ | 💎 Low mcap | No pump and dump | Redistribution and buyback

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2021.12.01 16:19 Zealousideal_Unit_58 [gen8] I feel like I'm unlucky but then I get a two in one that I can only have one but at least I got the shiny swellow

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2021.12.01 16:19 JPDark0592 Nervios, ¿Cómo los controlo?##

¿Es normal de que me ponga nervioso cuando paso a lado de la profesora que mejor me cae? ¿Qué puedo hacer? Ella me cae de lo mejor por su personalidad, pero por alguna rara razón me siento nervioso cuando paso a lado de ella (supongamos que estoy caminando por el pasillo con mis amigos, ella pasa también y siento un poco de nervios en ese pequeño instante; y no jajaja, no me gusta)
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2021.12.01 16:19 MadelineBem Targeted ads helped me find Timio. I am forever grateful.

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2021.12.01 16:19 Moparded Is this real life?

Is this real life? submitted by Moparded to amcstock [link] [comments]


2021.12.01 16:19 The_Immortal_Axe_Man Drew one of my spy loadouts while on break at work

Drew one of my spy loadouts while on break at work submitted by The_Immortal_Axe_Man to tf2 [link] [comments]


2021.12.01 16:19 Psychological-Wrap61 Notmycat. Found this spicy baby in my bush

Notmycat. Found this spicy baby in my bush submitted by Psychological-Wrap61 to notmycat [link] [comments]


2021.12.01 16:19 Nohan07 Récompenses - Qui sont les artisans innovants de Haute-Vienne à avoir été récompensés par la Chambre de métiers et d'artisanat de Nouvelle-Aquitaine et AXA France ?

Récompenses - Qui sont les artisans innovants de Haute-Vienne à avoir été récompensés par la Chambre de métiers et d'artisanat de Nouvelle-Aquitaine et AXA France ? submitted by Nohan07 to Limoges [link] [comments]


2021.12.01 16:19 CantaloupeOwn1009 Check in

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2021.12.01 16:19 OGentertainment Looking for scholars! 🔥 Live rn! Ask us about the scholarship in the comments see ya and goodluck! ^^

Looking for scholars! 🔥 Live rn! Ask us about the scholarship in the comments see ya and goodluck! ^^ submitted by OGentertainment to AxieScholarships [link] [comments]


2021.12.01 16:19 metro_prose Folio - Price

Hey folks. Only been on the reMarkable train for a little while. So wondered if the leather folios ever go on sale, or if the price is pretty much fixed?
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2021.12.01 16:19 travelchili SlowTV Cooking Okonomiyaki, Okonomimura Hiroshima (お好み村) [10:18]

SlowTV Cooking Okonomiyaki, Okonomimura Hiroshima (お好み村) [10:18] submitted by travelchili to VirtualTravel [link] [comments]


2021.12.01 16:19 Uknowthemvibz Alola-Raichu 2163 4285 2002 i still Need one :)

Pleas is still Need one
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2021.12.01 16:19 Scott_TargetTestPrep Factors and Factorization on the GRE


Factors and Factorization on the GRE
“Factor” is a term you may have come across while prepping for your GRE. For example, perhaps you were asked to break a number down into its factors or prime factors, maybe even to determine the total number of factors of the number. We’ll get some practice with these kinds of questions in this article, but let’s first discuss what exactly a factor is.
What is a Factor?
A factor is a number that divides evenly into another number, leaving no remainder. More formally, we can say that if x and y are integers and x/y = integer, then y is a factor of x. To practice this idea, let’s look at the factors of a couple of numbers. For instance, suppose we were asked the following:
What are the factors of 12?
We can see that 1, 2, 3, 4, 6, and 12 are all factors of 12 because they all divide evenly into 12 with no remainder.
What are the factors of 18?
We can see that 1, 2, 3, 6, 9, and 18 are all factors of 18 because they all divide evenly into 18 with no remainder.
If you are struggling to quickly determine all the factors of a particular number, you can perform the following steps.
Steps to determine all the factors of a particular number
As an example, let’s determine the factors of 20.
Step 1: Begin with 1 and the number itself. These are factors of every integer. Thus, the first two factors of 20 are 1 and 20. Note that 1 and 20 both evenly divide into 20 because 1 times 20 is 20.
Step 2: Count up from 1, checking whether each integer is a factor of the given number. Stop as soon as you reach a repeated factor.
The next integer after 1 is 2. Since 20/2 = 10, we can say that 2 divides evenly into 20 and that 2 and 10 are factors of 20. Note that 10 also divides evenly into 20 because 20/10 = 2.
Next, we check 3. Since 3 does not divide evenly into 20, we can say that 3 is not a factor of 20.
Moving on to 4, since 20/4 = 5, we can say that 4 and 5 are factors of 20.
Since 20/5 = 4, we can say that 5 and 4 are factors of 20. However, since we have now found repeated factors, we can stop.
The factors of 20 are 1, 2, 4, 5, 10, and 20.
https://preview.redd.it/8o72aropdz281.png?width=2028&format=png&auto=webp&s=2d897e54f03ca7178e733e22777530778aba56e7
Now, let’s discuss prime factorization.
Prime Factorization
We now understand how to find all of the factors of a particular number. However, we also need to know how to break a number down into its prime factors. This process is called “prime factorization.” As we may recall, a prime number is an integer greater than 1 that has no factors other than 1 and itself. For example, 2, 3, 5, and 7 are all prime numbers because the only numbers that will divide evenly into them are 1 and themselves. A simple way to find the prime factors of a number is with a factor tree. Let’s use the number 56 as an example.
https://preview.redd.it/lhg6z9psdz281.png?width=2000&format=png&auto=webp&s=dcb392a3b3674cb13b721d7f80d9c098203230b2
To start the factor tree, we need any factor of 56. If we have a handle on our multiplication tables, we may recall that 56/8 = 7. Thus, we will split 56 into 8 times 7. Since 7 is a prime number, it cannot be factored any further, and so we leave it alone. Next, we break 8 into its factors of 4 and 2. Since 2 is a prime number, we leave it alone. To finish the tree, we factor 4 into 2 times 2. The factor tree is shown below:
https://preview.redd.it/1umz7y4xdz281.jpg?width=1010&format=pjpg&auto=webp&s=ed376c283281b029cfc07fa4104586977f782564
After seeking out the prime factors present in the factor tree, we can thus say that the prime factorization of 56 is 2 ✕ 2 ✕ 2 ✕ 7. Note that we can check our prime factorization by multiplying this string of numbers to ensure we get back the number we started with: 2 ✕ 2 ✕ 2 ✕ 7 = 4 ✕ 2 ✕ 7 = 8 ✕ 7 = 56.
https://preview.redd.it/d0yrtc25ez281.png?width=2034&format=png&auto=webp&s=2e8e8a6ba7ffc603bf5c5772437c3bc99782e445
Let’s practice with one more prime factorization. Let’s break 96 into its prime factors. Since 96 is even, we know that it’s divisible by 2. Thus, we can break 96 into 2 times 48. Since 2 is a prime number, it cannot be factored any further, and so we leave it alone. We can next break 48 into 2 times 24. Next, we can break 24 into 8 times 3. Next, we can break 8 into 4 times 2, and finally, 4 is broken into 2 times 2.
To read the complete article, please view Target Test Prep's blog.
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2021.12.01 16:19 YorkiePork Nick and Malena robbing a bank

Nick and Malena robbing a bank submitted by YorkiePork to LivestreamFail [link] [comments]


2021.12.01 16:19 IshikawaShiro Ōsanshōuo V

It was a few days before Shiro came to. His body lay in a cave, next to a deep pool of unmarred, the Mitsui pool, named after their first summoner. It connected the Salamanders home to the rest of Ame. His arms and legs were unbound, so he hadn’t been captured by rogue ninja, and after a few shaky breaths he brought himself to his feet to look around.
Hiko: *”He is awake, brother.” Shiro snapped his attention to the voice emanating from the front of the cave and he walked over carefully.
Yojin: ”Come young ninja.” A crossed-finger seal poofed a clone into existence and he had it slip into the ground as backup, however much good that would do him. His steps brought him to the mouth of the cave and it opened up to a large stretch of wetlands and two salamanders whose heads peaked just above the water.
“Where am I?” Shiro asked. His training was the only thing keeping him calm. His mind was already working out plans in case something went wrong, but he’d already lost to them once.
Hiko: ”Sarurun, the home of the Salamanders.”
Yojin: ”We have heard you wanted to become our summoner. Save whatever explanation you might have had. We have but one test for you.”
Hiko: ”You must survive the implantation.”
The Spider is tested.
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2021.12.01 16:19 LoudReporter8906 Where my 1%ers at?

Where my 1%ers at? submitted by LoudReporter8906 to Czarface [link] [comments]


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