The puzzle is topologically impossible. (I don't consider any escape from the box.) We can ignore the 2-2 connexion. Since 3-3 connexion must be a continuous path without self-crossing, it means such a connexion adjoined with the top and left edges of the box must form a closed curve. By a slight perturbation, we can assume that the interior of such a closed curve contains the top left 1. Therefore, the two 1s belong to different connected components by the Jordan curve theorem. □
Go from the top right corner of the bottom 3 to the right lower corner of the top 1 then over to the top 3 bottom left corner, go back to the top one top right corner draw to the top left corner of the 3 follow the line down to the side and to the one, go from 2 to 2. No lines were crossed :)
BEST ANSWER: 3 is already connected to 3 through the two sides of the box. And 1 is also already connected to 1 through the two sides of the box. To finish all you have to do is simple, connect 2 to 2 with a line! Only a true genius can see the simplicity of the solution. Genius means providing the SIMPLEST solution to an apparent difficult problem or situation! QED
First of all, it is not a minor detail because in this exercise the lines can’t touch at any point. If they’re touching at EVERY point that’s presumably worse. Second, the way that you’re conceiving of it, 1-1 and 3-3 aren’t connected by “a line”. They’re connected by multiple lines. Wherever there’s an angle, you’ve formed a new line. This isn’t the layman’s definition of a line we’re dealing with here. It’s the mathematical definition of a line (a series of connected points in a single dimension).
Connect 2 and 2 then draw an oblong around them, then connect 1s and 3s to the oblong. Eureka, you can traverse around the oblong without crossing lines.
Easy! Connect 3’s by connecting the side of the square of the lower 2 without crossing the inside of the box and same with connecting the1’s thru the other corners of the lower box 2! Because the 2’s boxes has been connected already! So the shape after connecting the lines would be X!
She’s clever! Given she connect 2 to 2, draw line from 1 go anywhere to connect 1. Then clip the whole square with scissor and fold diagonally 3 to 3. 👍 you connect the last number 🤘
1 Corinthians 15:1-4 KJV Bible [1] Moreover, brethren, I declare unto you the gospel which I preached unto you, which also ye have received, and wherein ye stand; [2] By which also ye are saved, if ye keep in memory what I preached unto you, unless ye have believed in vain. [3] For I delivered unto you first of all that which I also received, how that Christ died for our sins according to the scriptures; [4] And that he was buried, and that he rose again the third day according to the scriptures: Ephesians 2:8-9 KJV Bible [8] For by grace are ye saved through faith; and that not of yourselves: it is the gift of God: [9] Not of works, lest any man should boast. Romans 10:9-13 KJV Bible [9] That if thou shalt confess with thy mouth the Lord Jesus, and shalt believe in thine heart that God hath raised him from the dead, thou shalt be saved. [10] For with the heart man believeth unto righteousness; and with the mouth confession is made unto salvation. [11] For the scripture saith, Whosoever believeth on him shall not be ashamed. [12] For there is no difference between the Jew and the Greek: for the same Lord over all is rich unto all that call upon him. [13] For whosoever shall call upon the name of the Lord shall be saved. John 3:16 KJV Bible For God so loved the world, that he gave his only begotten Son, that whosoever believeth in him should not perish, but have everlasting life. John 14:6 KJV Bible Jesus saith unto him, I am the way, the truth, and the life: no man cometh unto the Father, but by me.
Connect the 2's directly with a short straight line, connect the ones keeping the connecting line inside the rectangle, connect the 3's by keeping the connecting line outside the rectangle. None of the connecting lines have crossed. Done.
Question: Which has the greater degree of difficulty: a) Exercising one's body 30 mins./day b) Exercising one's mind 30 mins./day Full disclosure, I am bad at solving physical puzzles...I'm much, much worse solving brain teasers, ( aka brain torturers ). 🥴
It can be done without going outside the big box and without crossing a line you made. First connect 2 to 2. Then draw a line from top right corner of bottom 3 to bottom left corner of upper 3. Then draw a line from top box 1 down and through bottom box 3, without crossing a line you drew, and then over to the bottom box 1.
We can join 1-1 & 3-3 from outside of the box Because, she didn't say that you can't join them from outside of box. And she said only to don't cross the line. My English is very poor if I had made any mistake then comment me.
easy: 2 to 2; 1 to 1 and (3 to 3 outside the box). note: the box's 4 lines runs between #1, 3, 1 and 3. #1 and 3 are NOT inside the box, they are on the line; i.e. a line outside the box from No. 3 to 3 does NOT cross the lines of the box. Send feedback Side panels History Saved Contribute × Drag and Drop The image will be downloaded
There is no solution for this. This is exactly what one give another just to tell him/her that he/she has no brain. While the teachers him/herself cannot do
I found the solution! 💡 Step 1: Connect 1 to 1, and 2 to 2 in the normal method Step 2: To connect 3 to 3, you must draw the line **outside the box**. It doesn't cross any lines at all, and it literally connects. Take a closer look. Both "3" boxes literally touches the wall, which can let you connect them
Draw a line straight diwn connecting 2 and 2 , then draw a line connecting 3 and 3 that doesn't cross the line between 2 and 2. Now fold lower corner 1 to the other top corner 1 but don't make them touch, like leave a little space between. One corner will have the back of corner 1. Now fold out that corner 1 so you see the front of it. Now draw a line connecting 1 and 1. Done!
Fun fact 2000iq will see the numbers in the puzzle is related to date on which it was posted 1to1=1+1=2(day) 3to3=3+3=6(month,june) How do you make 2022 Sides of squares Iff Once counted lines should be removed 4 sides of big square 4sides of "1" 4 sides of "3" 8 sides of "2" =20 and 2 2 at centre
Hi guys 1~ Titik 2 turun ke titik 2 2~ Titik 1 atas kiri turun ke titik 2 bawah kanan 3~ Titik 3 bawah kiri turun putar di bawah titik 1 bawah kanan lalu naik ke titik 3 atas kanan Silakan mencoba
Simply Re-draw a line on the border line on the top side of the number starting from 1 connecting to 3 on the right side from the same border and then move downwards in the bottom side of 1 on the right side. This will clear your number 1 line and then rest 2 and 3 can be taken accordingly.
Is the answer to draw all lines from each box to the mid Center of the box thus all lines are not crossing but merging into the Center which means they connect to each box?
Once you connect 2 and shes done... both 2s and 3s touch the box lines already. If you dont consider existing boxes as lines then just touch the lines on 1 to the inside corners of the other 1 box. Then the line connecting 3 should go right through the point on the corner and 1line... not "crossing" but touching...
What if you connect the 1s and 3s like this: draw a line from the inner corner of the top left 1to the inner corner of the top right 3, then down to the corner of the other 1, and finally across to the corner of the remaining 3? The 1s are connected (picking up a hitchhiking 3 on the way) and the 3s are connected (again picking up a hitchhiker). No lines crossed - problem solved!
Connect the line to the top corner of either box and continue the line at the bottom corner of the same box. Do the same with the other corner to connect the other number. Easy.
The most important is that she never stated that we can not lift the pencil from the paper therefore my previous approach supports my prior approach which was to draw your line to the 2's then draw your 1's & 3 line into the 2 line which should look as if an × with the 2 line running down the middle of the ×. By doing such the 2 line would never be breached because im running my 1&3 line into the 2 line facts.
And as it is appointed unto men once to die, but after this the judgment: (Hebrews 9:27) I also will choose their delusions, and will bring their fears upon them; because when I called, none did answer; when I spake, they did not hear: but they did evil before mine eyes, and chose that in which I delighted not. (Isaiah 66:4) And whosoever was not found written in the book of life was cast into the lake of fire. (Revelation 20:15) I tell you, Nay: but, except ye repent, ye shall all likewise perish. (Luke 13:5)
The only solution is to think outside of the box here. Either you literally draw the line outside of the box, or you can draw a bridge that goes over 1 line.
It's straightforward and simple to solve this puzzle in a three dimensional environment. The lines between boxes 1 and 3 never touch because they are in a different vertical plane. It is absolutely impossible to solve it in a two dimensional environment if you stay within the boundary of the outer box.
If you can cross the purple line but she says that only the same number can meet the other, so it is impossible unless the purple lines within the inner walls is not ment to be ignored.
If your IQ is high enough, you can ignore the rules and do anything you want to any problem. No need to solve the problem, just have fun. Don't worry, be happy.
She said that you cannot cross the lines but she did not say that you can't go outside the box get it think outside the box it's a metaphor!! And no I don't have a high IQ I've just seen this before LOL
I figured out 😁 So simple, those numbers are showing in the corner will become 2, 3 se ek number leke 1 ko de do esa dusri taraf bhi kro then 2 ko 2 se connect kr do 😉
Fairly simple, follow the outside line to 1, line to 3 and line to 2’s. You’re still using the lines drawn. You haven’t gone outside or crossed the lines.
Recognized that immediately, after making certain she did not place any restrictions on whether or not all lines were required to be inside the larger drawn box.
GOOD AFTERNOON, THE SOLUTION IS JUST CONNECT THE 2TO2. AND THE PROBLEM IS SOLVED. THE BORDER LINES CONNECT THE 1 AND 1 AND 3 AND 3. ITS RIGHT IN YOUR FACE. LOOK HOW SHE MANEUVER THE PEN . SHE IS SHOWING YOU THE SOLUTION. THE BOX ALREADY CONNECTS THE 1'1 AND 3'3 TOGETHER THAT IS WHY SHE STARTS TO CONNECT THE 2TO2 FIRST. STOP PROBLEM SOLVED.
VERY EASY... SO MY IQ IS 150. YOU CAN DO IT JUST INSIDE THE BOX. 1) FROM TOP BOX 3 DRAW A LINE DOWN TO BOX 1 THEN FOLLOW THE PERIMETER OF BOX 1 WHEN YOUR LINE IS ON THE MIDDLE OF THE BOX 1 THEN DRAW THE LINE GOING TO BOX 3 ON THE LEFT SIDE. 2) NOW DRAW A LINE FROM BOX 1 ON THE TOP LEFT GOING DOWN THE BOX 1 ON THE BOTTOM RIGHT. SO THE TWO LINE DID NOT CROSS. 3) NOW YOU CAN CONNECT THE 2 BOX #2 DIRECTLY. THE RULE IS LINE SHOULD NOT CROSS EACH OTHER. BUT IT CAN TOUCH EACH OTHER.
The old wise saying is, u can think outside the box. Draw outside the box. She never said u could not think or draw outside the box. Only not across the line. From the sledgemaster
How about using a "half circle bump" in the line and the line underneath it technically does not cross it but goes underneath it. This is done in electrical circuit diagrams to indicate no connection between the wires. There is nothing in her instructions that would not permit it. it is easy to solve based upon that premise, which she does not refute. Sanjosemike (no longer in CA)
Other geniuses write books that are fun to read, such as: Richard Feynman: Surely You're Joking, Mr. Feynman! and Nicklas Brendborg: Jellyfish Age Backwards, Nature's Secrets to Longevity
If you draw only outside of the box, you can connect both 1s and 3s without crossing the lines. (It’s not obvious, but you can do it!). Of course you can only connect the 2s inside the box!
