We travel the first time to the future! On our quest to find all forms of love we find out, that people are matched by a supercomputer - is this this love our scientist is looking for ? Let´s find out !
The city looks like a maze, but let´s enter the building on the right, and we will be able to get around the obstacles via the sewers. Even in the future, the one thing you can depend on is, that there are going to be sewers!
This time you will need to break one wall to be able to push the last stones through.
This one has tight corners, and you will need to create some space for the second stone. After that, it´s gonna be aw walk in the park.
Watch out to create some space first, and then the 2nd and 3rd stones need to be pushed to the treasure part sign so you can navigate that tight fit. The treasure part solution is at the bottom of the article.
Let´s enter the building where the Supercomputer can be found. This malicious A.I. is nothing underestimate.
Let´s start with a math puzzle. Ofc, it´s always has to be math... Each letter of the alphabet is missing a number, this is the number you have to step on. Avoid stepping on wrong numbers, as it will reset your attempt.
The correct code is 1365, so here is how Diggy should move here:
Here is also a picture of how it should be done:
It seems like the supercomputer loves Cher. We gotta turn back time!
Use the orange stones to place at the tip of the clock hands.
Entering this room the machines think Diggy can´t pick up subtle hints. Diggy looks at the floor, and he can see the right way to go. Following the red line he recognizes the pattern. Make sure not to step on a button you are not supposed to Diggy, because you will have to start from scratch !!!
Thus the final encounter begins ! Man vs. Machine !
It´s the Matrix all over again, but this time Neo has a pickaxe, yellow helmet and will program his way to victory!
After this small task, there is a huge task ahead of Diggy, but it´s nothing he hasn´t already encountered.
The pattern is already forming in his head.
The final solution is a combination of the items in the equation.
4 Items remain unused after this.