Magic Square Wartune

Each row and column of the magic square contains five numbers. The square contains 25 numbers total, ranging from 1 to 25. Each row, column and diagonal adds up to 65. All of the numbers in the square add up to 325. Magic Square Teaser Hey guys, at present we can only release teaser screenshots for the upcoming Wartune Patch in DEC 2016, so here are some teasers for Wartune's Magic Square. The official launch. Main Source: Battleground, Magic Square. None (This item is a type of Currency and cannot be sold.) Insignias are another form of currency in Wartune. They are earned through PvP events, and allow the player to purchase items from the Arena Shop. There is a cap to the number of insignias players can earn in one day, though the cap. In Wartune Patch 6.3, Magic Square will be replacing Tower of Kings. This guide will explain an efficient way to full rewards! Magic Square Teaser Hey guys, at present we can only release teaser screenshots for the upcoming Wartune Patch in DEC 2016, so here are some teasers for Wartune's Magic Square. The official launch.

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[New]Wartune Strategies for Patch 6.3

[2017-01-16]

Thank you for participating in the strategy event for Wartune’s Patch 6.3! We received many strategies and tips, and we will share the best with you so you can become the best warrior in Wartune!
When in Magic Square, the best strategy is to clear 17 squares at once as the picture shows. Each player takes one of the 4 corners. The center (in purple) should be attacked only after you defeat the rest of enemies.

by αsυηα S675

I can complete Road to Glory on Nightmare pretty easily by only using the buffs that increase my Stats directly, as the buffs stack in every round. You will be able to skip the first 12 levels every day if you can complete Nightmare as well.

by ShadowOfDark S147

Square

The best way to beat Magic Squares is to make and X and + pattern. Starting at the top square, do 1,3,5; in the next row 2,3,4; in the middle 1,2,4,5; next row 2,3,4 and in the bottom row 1,3,5. Then, one player will hit a square with a buff before attacking the square in the center. Repeat until you complete it or you run out of time.

by ninja69 S13

In Magic Squares, complete 13 squares starting from the middle and going to the corners and then hit the middle square.

by MastrBlastr S496

In Magic Squares, make sure you have great teamwork when going from the center to the corners creating an X. Then, complete squares to create a + but avoiding the square in the very middle until you are done. Then, attack the center. It’s all about removing 17 squares, do it like this and you will get all 36 chests.

by Stormangel S247

For Magic Square, our team crosses the center from up to down and right to left creating a +. Then from the up right corner to the left down corner and from the right down corner to the left up corner forming an X. Then we attack the central square. And we leave the extra chests for the end, only if we have time.

by Sol◊Angel◊S306

Road to glory is very cool! When the fights start getting harder in Nightmare mode I switch to Hard mode. And after completing 1 level and getting the buffs I get back to Nightmare mode so I can finish it.

Magic Squares needs a strategy for sure. You need to start completing squares creating a X. 4 players will start at the same time and the strongest player should go for the central enemy to have better chances to win. And don’t forget to use the buffs for better results.

by Razvi S1

Congratulations to the winners and their strategies! Thank you for sharing your wisdom with us and the rest of the players of Wartune. You are the real heroes!

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Wartune magic square pattern

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Magicians often include acts that are not strictly magic, but leave their audiences feeling that they have witnessed something impossible. Memory stunts, unusual scientific demonstrations, playing chess blindfolded and rapid mental mathematics are some examples.

Wartune

Successful stunts of this kind suggest the performer has an enhanced talent. In some cases, this is true – they may have an extraordinary memory or be a chess grandmaster. But in most cases the performer is using a system. These systems can be simple, or can require tremendous skill – but they are still easier than doing the stunt without any system at all.

A popular mathematical stunt is to create a “magic square”. This is a grid, most commonly 3×3 or 4×4, filled with numbers. The numbers in every row add up to the same number. Here is an example:

As you can see all the rows add up to 15. Notice that each number from 1 to 9 is used once. If you could repeat numbers, many magic squares would become trivially easy, like a grid made entirely of 1s that added up to 3!

There’s nothing amazing about that.

Making a magic square before an audience, if done properly, can be an impressive demonstration of one’s apparent command of higher-level mathematics. I’ll show you how to do this, using a seemingly more difficult 4×4 grid.

Take a business card and write this 4×4 magic square on the back:

This magic square adds up to 34. This is the smallest sum possible using the numbers 1 to 16. Keep this card and you’ll be able to perform this stunt any time you wish.

After dinner, say, turn the conversation towards numbers and bring out your business card. Explain the basic idea behind a magic square; that every column and row adds up to the same number. Let your companions verify this if they wish by adding the columns and rows.

Tell them you’ll try and make a magic square just for them. Ask them to give you any two-digit number higher than 34.

Let’s assume they give you the number 87. Leave your business card where you can see it and bring out another piece of paper. Draw a 4×4 grid. From the target number that your guests named, subtract the number 34. In our example 87 is the target number: 87 minus 34 = 53. You then divide 53 by 4, to the nearest whole number. That gives 13 with a remainder of 1 (13 x 4 = 52; 52 + 1 = 53).

Remember the number 13. We call that the quotient, and it’s one of two special numbers you’ll need. The other special number is the quotient plus the remainder. In our case, that’s 14 (13 + 1).

Now you’re set. Begin by stealing a glance at your business card. Look at the top row. Add your first special number to the 8 that appears in row 1, column 1 of your card: 13 + 8 = 21. Write this down in the corresponding box on your new grid.

You will continue on like this for all 16 spaces in the grid, with four exceptions. When you get to the numbers 13, 14, 15 or 16 on your original card, you have to add the special number plus the remainder.

The correctly filled grid will look like this:

Notice that each result in this grid is simply the number from your original business card added to 13, with the exception of the four numbers in red. These are your original numbers plus 14.

You can now show that every row and column adds up to 87.

But wait, there’s more! You also managed to get the two diagonals to add up to 87, as well as the four numbers in each of the corner quadrants …

… and the top centre and lower centre quadrants!

Unfortunately, the two side quadrants will not add to 87 but the four corners of the large grid will!

Magic Square Wartune

The truth is, the diagonals, quadrants and the four corners added up to 34 on your original business card too, but don’t reveal this beforehand. Save that for the magic square that you make for your guests.

Because 87 is an odd number, we had a remainder that we needed to use for the boxes with 13, 14, 15 and 16 in them. If your spectator names an even number (such as 54) you won’t have any remainder.

Magic Square Wartune Online

Remember the equation: 54 (the target number) minus 34 (our original magic square total) = 20. And then you divide 20 by 4 to get 5 with no remainder! All you have to do is add 5 to each of the 16 numbers in your new grid and it will work.

Incidentally, if your target number is even, then those two side quadrants will also add up to the target number.

Play

Magic Square 3x3

If you want to make this look tougher, you can memorise your original magic square that adds up to 34. That way you don’t have to look at your crib sheet. Also, instead of working straight across the rows one at a time, you can ask your spectator to point to any empty box and you can add your special number (or special number plus remainder) to whatever number belongs in that box.

You’re now well on your way to being a mathematical genius! BYO business card.

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