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After updating to And I do not know, how many flows are affected, somecards. Somecards somehow helpless, I just replaced the Then… card with the same card and saved the flow again and suddenly it worked again.

The content of Someecards consists of parodies of the sentiments found in the traditional Hallmark greeting card , sometimes features content that could be considered offensive if taken seriously. The categories also contain cards for unusual occasions, such as after a breakup , to flirt , and as a "cry for help". As of September the "create card" feature, where visitors can create their own custom ecards, has been removed from the website. Contents move to sidebar hide. Article Talk.

Somecards

Welcome to Fiddler on the Proof! Each week, I present mathematical puzzles intended to both challenge and delight you. Beyond these, I also hope to share occasional writings about the broader mathematical and puzzle communities. Puzzles come out Friday mornings 8 a. Eastern time. Most can be solved with careful thought, pencil and paper, and the aid of a calculator. My friend and I play card games that often result in some very interesting mathematical conversations. One such conversation turned into a puzzle a few weeks back, and it was only a matter of time before it happened again:. You and a friend have a large deck of cards, all of which are numbered 1, 2, 3, or 4. There are many of each of these numbers in the deck. You alternate placing down one card at a time in a pile. If, at any point, the sum of the most recently played group of cards equals the sum of a group of cards played immediately before them, then you and your friend both slap the pile. Whoever slaps first wins the pile. Here are some sequences of cards that would be slapped once the last card in the sequence is played:. How many cards are in the longest possible sequence that is never slapped?

How many cards are in the longest possible somecards that is never slapped? Read Edit View history.

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Free digital cards for birthdays, anniversaries, holidays, and more. Sending free e-cards is a great way to let friends and family know you're thinking about them, whether they live next door or across the country. Below are some excellent websites with good selections of high-quality, completely free e-cards for birthdays and lots of other occasions. Greetings Island has a great collection of e-cards in just about every category imaginable, ranging from e-cards for Christmas and other holidays and occasions to everyday messages. Many of the free e-cards here can become photo cards and all can be customized with personal messages, stickers, and the layout of your choice.

Somecards

In the current era, where most of our correspondence is digital, it makes sense that cards have also made the jump online. Now, whether you're sending a card to someone across the world or you just remembered someone's birthday is today, you can send a card to anyone at any time. Adobe Spark is an in-depth online media creator.

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However, these should still have been counted as a single loop. There are many of each of these numbers in the deck. Most can be solved with careful thought, pencil and paper, and the aid of a calculator. Categories : American comedy websites Internet memes Internet properties established in But what makes a Slitherlink a puzzle is that numbers are provided in some of the spaces between four grid points. I received 9 timely submissions, of which 8 were correct—good for an 89 percent solve rate. As Fiddlers go, this was a tough one, especially if you were working by hand. Article Talk. Accounting for translations and rotations, there were 12 loops around dominoes. Download as PDF Printable version. You could tackle these cases based on the size of the polyomino:. Submit your answer. For any given loop, Nikoli could travel in two directions around it.

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Judging by how quickly this sequence grew, I think it was pretty clear why the 4-by-4 grid was chosen for the puzzle. You alternate placing down one card at a time in a pile. Using the numbers 1, 2, 3, and 4, how long of a sequence can you make without any adjacent groups of numbers having the same sum? Each puzzle consisted of a placement of numbers from 0 to 4 between grid points, and had to result in exactly one loop. Toggle limited content width. It had nine possible locations on the grid. Forget how many octominoes there are. With eight squares in the loop, the one missing square could have been any of the nine except the middle. The topic of this article may not meet Wikipedia's general notability guideline. Being somehow helpless, I just replaced the Then… card with the same card and saved the flow again and suddenly it worked again. Determine the maximum k for which there exists a sequence a 1 , a 2 , Download as PDF Printable version.