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Bei diesem Modell von UGEARS handelt es sich um einen echten Tresor mit Zahlenschloss er kann mit

einer geheimen Zahlenkombination aus 3 Ziffern geöffnet werden.

Bitte beachten Sie einige wichtige Regeln für die Festlegung des Zahlencodes und das Öffnen des Tresors.

Zunächst sollten Sie den Code erneuern:

Drehen Sie den Tresorknopf ein bis zwei Umdrehungen gegen den Uhrzeigersinn (links).

Sie können nun den Code eingeben:

1. Drehen Sie den Knopf zunächst gegen den Uhrzeigersinn zur ersten Ziffer von 1-9. Bleiben sie zunächst dort.

2. Drehen sie nun den Knopf im Uhrzeigersinn auf die Zahl 0. Anschließend drehen Sie den Knopf weiter nach rechts auf die zweite Codeziffer von 1-9. Bleiben Sie dort.

3. Wie zuvor drehen Sie nun den Knopf gegen den Uhrzeigersinn auf die dritte Ziffer.

Wenn die Kombination korrekt war, vernehmen Sie ein Klicken und der Safe öffnet sich selbständig bei Eingabe der dritten Ziffer.

Regeln in Kurzform: Drehen Sie den Tresorknopf nach links auf die erste Zahl, dann rechts auf die zweite Ziffer und wieder links auf die dritte Zahl.

Um den Safe wieder zu verriegeln, schließen Sie die Tür und drehen Sie den Knopf gegen den Uhrzeigersinn - das Schloss verriegelt sich von selbst.

3D-Holzmodel mit Funktion - Zusammenbau ganz ohne Klebstoff.

Modellgröße: 7.7*7.3*6.9 in (19.6*18.5*17.6 cm)

Innenraum des Tresors : 6.1*5.5*4.1 in (15.5*14*10.5 cm)

Verpackungsgröße: 14.6*5.5*1.6 in (37*14*4 cm)

- Anzahl der Bauteile: 179
- Aufbauzeit: 6-7 Std.
- Grad: Mittel

06/04/2021

The model both works and looks great. Although, I made some changes to the lock, so that the rotation is completely smooth. It feels nicer, and also makes the safe a little bit safer, as it doesn't click at the right positions.

This is how I did this: I put a thick toothpick in the right place to move the small wheels away from the large ones: https://photos.app.goo.gl/fuwjgxVZvJpJGJHi6 and then I added some regular sponge below the large wheels to make them hold their positions; I also glued twp extra pegs that hold the sponge in place: https://photos.app.goo.gl/GKUGrri88vkNFEzL8 .

By the way, here's a spreadsheet that can compute the combination for you, and report any errors: https://docs.google.com/spreadsheets/d/1ZwnGvezpGNUt7rYa1zkqEUJDYHhPy07OufGl7aN5IVQ/edit?usp=sharing . (A web form would be even nicer, I could make it, I just don't have a place to host it.)

This is how I did this: I put a thick toothpick in the right place to move the small wheels away from the large ones: https://photos.app.goo.gl/fuwjgxVZvJpJGJHi6 and then I added some regular sponge below the large wheels to make them hold their positions; I also glued twp extra pegs that hold the sponge in place: https://photos.app.goo.gl/GKUGrri88vkNFEzL8 .

By the way, here's a spreadsheet that can compute the combination for you, and report any errors: https://docs.google.com/spreadsheets/d/1ZwnGvezpGNUt7rYa1zkqEUJDYHhPy07OufGl7aN5IVQ/edit?usp=sharing . (A web form would be even nicer, I could make it, I just don't have a place to host it.)

09/03/2021

Great Model, everything fits in *very* tightly so sometimes I had to use a hammer but otherwise I'm very impressed with the deisign aand this was a suer project to work on.

18/02/2021

My first Ugears model. Got it for Christmas, finished today. Looks very cool. :)

Some notes:

1. Ignoring the instructions, I still managed to install one piece (#6) upside down. Sadly, I noticed it when it would have been too risky to disassemble, so technically my safe is now missing a couple of bits on the inside. On the other hand, unless you know what to look for, there are no traces of me messing up.

2. Waxing the gears was quite complicated. They worked at the end, but it felt like there must be an easier way to get it done.

3. The set of small files shown in the video instructions is really useful. :) Sure, they weren't necessary, but they made my life easier.

Some notes:

1. Ignoring the instructions, I still managed to install one piece (#6) upside down. Sadly, I noticed it when it would have been too risky to disassemble, so technically my safe is now missing a couple of bits on the inside. On the other hand, unless you know what to look for, there are no traces of me messing up.

2. Waxing the gears was quite complicated. They worked at the end, but it felt like there must be an easier way to get it done.

3. The set of small files shown in the video instructions is really useful. :) Sure, they weren't necessary, but they made my life easier.

27/12/2020

Overall, building the safe was a very fun project.

A few things of note:

The pieces fit very tightly, to the point where I was using the Auxiliary Hammer from my UGEARS Hurdy-Gurdy to pound many of the pieces into place. I broke one part trying to force it into place with my fingers because the fit was so tight, but the place where it broke was minor and it didn't cause any problems. Perhaps waxing the pegs would've made it slide into place easier.

The toothpicks did not always fit into the designated holes, so I had to sand down the toothpicks and pound them into place with the hammer.

Finally, the assembly instructions have you install the dollar sign backwards (starting on page 18). It's trivial to flip it and install it in the correct direction, but something to keep in mind.

A few things of note:

The pieces fit very tightly, to the point where I was using the Auxiliary Hammer from my UGEARS Hurdy-Gurdy to pound many of the pieces into place. I broke one part trying to force it into place with my fingers because the fit was so tight, but the place where it broke was minor and it didn't cause any problems. Perhaps waxing the pegs would've made it slide into place easier.

The toothpicks did not always fit into the designated holes, so I had to sand down the toothpicks and pound them into place with the hammer.

Finally, the assembly instructions have you install the dollar sign backwards (starting on page 18). It's trivial to flip it and install it in the correct direction, but something to keep in mind.

28/06/2020

I love puzzles and building things so when I came across ugears I had to have one. The safe is awesome it works looks good and was brilliant to make and will so be getting more thank you for a great kit and brilliant clear instructions stay safe be lucky

Hi Mikey ,

Thank you for sharing your experience and your high estimation of our work!

Thank you for sharing your experience and your high estimation of our work!

06/05/2020

Great project! Originally bought this for my brother's Birthday but I got bored before I could deliver it and decided to assemble it myself. No regrets!

Thank you Grant. You've made the Safe as the home banking will be probably the most trending activity

01/03/2020

Hey ,

1.a great model

2.it es better instead candlewax to use wd40 silikonspray for all meachanical parts?

3.can you make a modell of Ju 52

Good luck and enjoy

Klaus

1.a great model

2.it es better instead candlewax to use wd40 silikonspray for all meachanical parts?

3.can you make a modell of Ju 52

Good luck and enjoy

Klaus

Hi Klaus,

thank you sharing your experience and questions. You can use candle wax, bee wax, tea candle - any wax that are not absorbed by wood.

Yes, we can do our version of Ju 52. We do love planes and will create some models in future

Have a nice day,

Ugears Team

thank you sharing your experience and questions. You can use candle wax, bee wax, tea candle - any wax that are not absorbed by wood.

Yes, we can do our version of Ju 52. We do love planes and will create some models in future

Have a nice day,

Ugears Team

30/12/2019

I think it is a great wooden model and I would love to make more of them, though I wanted to know if you can somehow disable the mechanics that make it click when you get the right combination, otherwise, it is really easy to open with no frame of reference

Hi Josiah,

thank you for sharing your experience. A safe-cracker should have a musical ear to listen the click :) Anyway this option will help you to recall the right combination code for opening in case you forget it

We wish you a Happy Year 2020!

thank you for sharing your experience. A safe-cracker should have a musical ear to listen the click :) Anyway this option will help you to recall the right combination code for opening in case you forget it

We wish you a Happy Year 2020!

21/12/2019

I did some mistakes and had to rework but instructions were clear, I just didn’t pay attention enough.

Very impressed by the mechanism with these pieces of wood connected to each other without screws, nails or glue.

I am now thinking about the next one... any recommendation for a higher level of complexity and smart movements ? I need challenges ;-)

Very impressed by the mechanism with these pieces of wood connected to each other without screws, nails or glue.

I am now thinking about the next one... any recommendation for a higher level of complexity and smart movements ? I need challenges ;-)

Dear Hugues,

thank you for great assessment of the Safe model kit. Our suggestions for a next projects:

Tanker, Fire Ladder Truck, Treasure Box, Steam Locomotive with Tender, Hurdy-Gurdy, Bike and Horse-Mechanoid.

Have a happy year ahead!

thank you for great assessment of the Safe model kit. Our suggestions for a next projects:

Tanker, Fire Ladder Truck, Treasure Box, Steam Locomotive with Tender, Hurdy-Gurdy, Bike and Horse-Mechanoid.

Have a happy year ahead!

19/05/2019

Heyhey

Unbeschreiblich, wie toll und mit welcher Intelligenz diese Herausforderung angegangen worden ist.

Ich finde diese UGEAR MODELLE einfach einzigartig.

Mein nächstes Exemplar ist das Traumc

Cabriolet.

Das Tresor muss ich neu kaufe, weil meines kaputt gegangen ist. Aber es macht spass man kann nicht aufhören, wenn man es schon angefangen hat.

WOW WOW WOW

Unbeschreiblich, wie toll und mit welcher Intelligenz diese Herausforderung angegangen worden ist.

Ich finde diese UGEAR MODELLE einfach einzigartig.

Mein nächstes Exemplar ist das Traumc

Cabriolet.

Das Tresor muss ich neu kaufe, weil meines kaputt gegangen ist. Aber es macht spass man kann nicht aufhören, wenn man es schon angefangen hat.

WOW WOW WOW

Hey Cagdas,

thank you for your review. That's great! We belive that this article will be useful as well.

https://ugearsmodels.com/how-to-put-your-personal-code-during-the-assembly-of-the-ugears-on-safe-vault-model.html

And have a pleasant time assembling the Dream Cabriolet VM-05 mechanical model!

Have a nice day,

Ugears Team

thank you for your review. That's great! We belive that this article will be useful as well.

https://ugearsmodels.com/how-to-put-your-personal-code-during-the-assembly-of-the-ugears-on-safe-vault-model.html

And have a pleasant time assembling the Dream Cabriolet VM-05 mechanical model!

Have a nice day,

Ugears Team

31/03/2019

Just like LEGO, you need to follow the instructions carefully, as its hard to undo when you go wrong, but the final result is great and to have the added bonus of turning it into a moneybox is cool.

Dear Anne,

thank you for your feedback. You've build a functional safe vault.

Please find below the article.

How to put your personal code during the assembly of the Ugears on Safe Vault model

https://ugearsmodels.com/how-to-put-your-personal-code-during-the-assembly-of-the-ugears-on-safe-vault-model.html

thank you for your feedback. You've build a functional safe vault.

Please find below the article.

How to put your personal code during the assembly of the Ugears on Safe Vault model

https://ugearsmodels.com/how-to-put-your-personal-code-during-the-assembly-of-the-ugears-on-safe-vault-model.html

30/12/2018

Magnifique objet. Je le voyais depuis plusieurs années dans un stand du marché de noël d'Amiens en France. Cette année j'en ai acheté un ! Je ne regrette absolument pas. La qualité du produit est magnifique. Le bois se détache bien. L'assemblage est parfois difficile mais le résultat final est magnifique. Je compte bien en racheter, pour avoir la collection !

Merci beaucoup pour ces beaux objets.

Merci beaucoup pour ces beaux objets.

Hi Charlotte,

thank you for reaching Ugears and for your kind words. We want to assure you that the assembly of Ugears models is a pleasant, interesting and fun pastime. Have a great day and happy 2019 year!

Best regards,

Ugears Team

thank you for reaching Ugears and for your kind words. We want to assure you that the assembly of Ugears models is a pleasant, interesting and fun pastime. Have a great day and happy 2019 year!

Best regards,

Ugears Team

27/12/2018

Sehr cool das bauen nur idt mi das teil 45 aus platte 7 kaputt gegangen und es gibt kein Ersatzteil schade kann man irgendwo teile nachkaufen?

Hello Cedric,

thank you for reaching Ugears and for your feedback. In case, you need extra ones, please, feel free to contact us at myugears@ugearmodels.com. Provide us with your postal address, the list of the required parts and the photos of the corresponding board or detail. We will send the requested spare parts to the address provided in your e-mail free of charge in an envelope by post. So you can complete your Safe.

Please let us know: you need part #45 from the board #7. Correct? Please provide us with your home address

Have a nice day,

Ugears Team

thank you for reaching Ugears and for your feedback. In case, you need extra ones, please, feel free to contact us at myugears@ugearmodels.com. Provide us with your postal address, the list of the required parts and the photos of the corresponding board or detail. We will send the requested spare parts to the address provided in your e-mail free of charge in an envelope by post. So you can complete your Safe.

Please let us know: you need part #45 from the board #7. Correct? Please provide us with your home address

Have a nice day,

Ugears Team

24/11/2018

Wonderful model. It is both beautiful and useful. Whoever designed it is a genius.

I found that tying the lock with rubber makes it easier to unlock. With constant pressure that rubber provides mechanism snaps at 2nd digit and won't allow any further rotation, and it will unlock the safe immediately as I come near 3rd digit.

So, I removed the rubber strap and now it behaves more like real safe - first entering the combination and then pulling the handle.

I found that tying the lock with rubber makes it easier to unlock. With constant pressure that rubber provides mechanism snaps at 2nd digit and won't allow any further rotation, and it will unlock the safe immediately as I come near 3rd digit.

So, I removed the rubber strap and now it behaves more like real safe - first entering the combination and then pulling the handle.

Hi Michael,

yes, it resembles the real bank vault and combine wood and mechanics.

The rubber band inself functions as a suspension of opening handle.

Also please find below the link to the article 'How to put your personal code during the assembly of the Ugears on Safe Vault model'. It might be useful as well.

https://ugearsmodels.com/how-to-put-your-personal-code-during-the-assembly-of-the-ugears-on-safe-vault-model.html

Fee free to contact us for any support: myugears@ugearsmodels.com

yes, it resembles the real bank vault and combine wood and mechanics.

The rubber band inself functions as a suspension of opening handle.

Also please find below the link to the article 'How to put your personal code during the assembly of the Ugears on Safe Vault model'. It might be useful as well.

https://ugearsmodels.com/how-to-put-your-personal-code-during-the-assembly-of-the-ugears-on-safe-vault-model.html

Fee free to contact us for any support: myugears@ugearsmodels.com

22/07/2018

It's a great thing.

i think this formula should be print on the instruction,cause many people would love to set another password. :)

By the way,i'm a chinese modeler,thanks a lot for the explanation.

*****************************

Let’s suppose you would like to put the code 416:

A=4, B=1, C=6

The Formula for setting plugs in the discs:

a) P2 = P3 - ((B - A + 8) mod 10)

b) P1 = P2 + (B - C) mod 10

where A, B and C are the digits of the wanted code.

i think this formula should be print on the instruction,cause many people would love to set another password. :)

By the way,i'm a chinese modeler,thanks a lot for the explanation.

*****************************

Let’s suppose you would like to put the code 416:

A=4, B=1, C=6

The Formula for setting plugs in the discs:

a) P2 = P3 - ((B - A + 8) mod 10)

b) P1 = P2 + (B - C) mod 10

where A, B and C are the digits of the wanted code.

Hi Jimmy,

thank you for your great review. The Safe is a cool to build and to find out or teach the kinds the principle of mechanics of combinational lock and great math brain exercise for grown-ups, You have a safe place for keeping your valuables now. Bank on it!

Have a nice day,

Ugears Team

thank you for your great review. The Safe is a cool to build and to find out or teach the kinds the principle of mechanics of combinational lock and great math brain exercise for grown-ups, You have a safe place for keeping your valuables now. Bank on it!

Have a nice day,

Ugears Team

09/04/2018

Привіт!

У pdf-інструкції на сторінці 13 вказаний можливий код 872, який я почав збирати (P1=9, P2=4, P3=1). Коли я дійшов до деталі 42, вирішив перечитати інструкцію, в якій сказано: "не встановлюйте фішки в шайбах в пази з протилежними номерами, наприклад 4 і 9". Але в таблиці P1=9 а P2=4.

Підкажіть, я можу встановити фішку для 42 деталі в значення 9, якщо в 41 деталі вже встановлене значення 4?

У pdf-інструкції на сторінці 13 вказаний можливий код 872, який я почав збирати (P1=9, P2=4, P3=1). Коли я дійшов до деталі 42, вирішив перечитати інструкцію, в якій сказано: "не встановлюйте фішки в шайбах в пази з протилежними номерами, наприклад 4 і 9". Але в таблиці P1=9 а P2=4.

Підкажіть, я можу встановити фішку для 42 деталі в значення 9, якщо в 41 деталі вже встановлене значення 4?

Привіт,

правило "не встановлюйте фішки в шайбах в пази з протилежними номерами" діє для P2 і P3 (P3 - P2 ≠ 4).

для коду на відкриття 872 - фішки при складанні мають бути вставлені в P1=9, P2=4, P3=1.

Альтернативна комбінація для P1, P2, P3 для коду на відкриття 872 (P1=7, P2=2, P3=9)

Ми за зв'язку, будь ласка, спробуйте.

гарного дня

правило "не встановлюйте фішки в шайбах в пази з протилежними номерами" діє для P2 і P3 (P3 - P2 ≠ 4).

для коду на відкриття 872 - фішки при складанні мають бути вставлені в P1=9, P2=4, P3=1.

Альтернативна комбінація для P1, P2, P3 для коду на відкриття 872 (P1=7, P2=2, P3=9)

Ми за зв'язку, будь ласка, спробуйте.

гарного дня

01/01/2018

When I first saw the youtube video explaining the idea of your project and showing models I was amazed. A while ago I've bought a couple of models as gifts for my friends and also got one (the safe) for me. But when I opened the box by myself and started assembling it, I was unpleasantly surprised: how come that after realizing there is a bug in the assembly document you didn't reprint the instruction, but put this not very handsome attachment to it? It's really strange that now I can't even find complete corrected instruction somewhere on the internet. But the worst thing I experienced is: when building the model itself I realized that some details might be easily broken and there are no additional part in the kit. So, in my case after a short use the long tiny part of elements 25,26 got broken and now I can't do anything with that. It's impossible to fix it using any glue and despite the fact that these elements are very easy to change I'm not sure I can find them somewhere. :(

Hi Kirill,

thank your for your feedback. Please let us know (via myugears@gmail.com) your home address and we will send the spare parts #25 and #26 in the envelope via mail for free. So you can complete your Safe model.

Please use the assembly instrustions in pdf-format on our website: https://ugearsmodels.com/instructions/safe.pdf

Feel free to contract us for any support.

Have a nice day and best wishes in 2018!

Ugears Team

thank your for your feedback. Please let us know (via myugears@gmail.com) your home address and we will send the spare parts #25 and #26 in the envelope via mail for free. So you can complete your Safe model.

Please use the assembly instrustions in pdf-format on our website: https://ugearsmodels.com/instructions/safe.pdf

Feel free to contract us for any support.

Have a nice day and best wishes in 2018!

Ugears Team

13/05/2017

It's a great thing. We are store puzzles in this safe.

So you need to hack the safe to see our puzzle collection.

So you need to hack the safe to see our puzzle collection.

Hi Dima,

great to read that you enjoy the safe. We have got the math model for setting the code for the safe.

Here it is:

Let’s suppose you would like to put the code 416:

A=4, B=1, C=6

The Formula for setting plugs in the discs:

a) P2 = P3 - ((B - A + 8) mod 10)

b) P1 = P2 + (B - C) mod 10

where A, B and C are the digits of the wanted code.

For technical reasons, C can only be 1, 2, 6 or 7

P1, P2, P3 - plugs in the discs. For technical reasons, P3 - P2 ≠ 4

E.g. let’s find P1, P2, P3 for the wanted code 416:

1.

Complete formula a) step by step:

P2 = P3 - ((B - A + 8) mod 10)

P2 = P3 - ((1 - 4 + 8) mod 10)

P2 = P3 - (5 mod 10)

P2 = P3 - 5

If you don't now 'mod 10', than just go to google an type '5 mod 10' and google will tell you

2.

Set in valid values, there are many possible solutions. Just choose one with P2 and P3 being 0 to 9

P2 = P3 - 5

with P3 = 5, P2 is 0

with P3 = 8, P2 is 3

3.

Solve formula b) with the first of the possible combinations

We will use P3: 5 and P2: 0

P1 = (P2 + B - C) mod 10

P1 = (0 + 1 - 6) mod 10

P1 = -5 mod 10

P1 = 5

again: Google will tell you, that “-5 mod 10” is 5, just don't think about what this means :-)

Solve formula b) with the last of the possible combinations:

We will use P3: 8 and P2: 3

P1 = (P2 + B - C) mod 10

P1 = (3 + 1 - 6) mod 10

P1 = -2 mod 10

P1 = 8

again: Google will tell you, that -2 mod 10 is 8, just don't think about what this means :-)

So: for 416, use 838 or 505 for plugs in the discs.

At last, make sure to set the parts together the right way - as told in the manual. C is important when the wheels are put into the safe (For technical reasons, C can only be 1, 2, 6 or 7)

Feel free to contact us for any support

Have a nice day,

--

UGEARS Team

website: ugearsmodels.com

email: myugears@gmail.com

great to read that you enjoy the safe. We have got the math model for setting the code for the safe.

Here it is:

Let’s suppose you would like to put the code 416:

A=4, B=1, C=6

The Formula for setting plugs in the discs:

a) P2 = P3 - ((B - A + 8) mod 10)

b) P1 = P2 + (B - C) mod 10

where A, B and C are the digits of the wanted code.

For technical reasons, C can only be 1, 2, 6 or 7

P1, P2, P3 - plugs in the discs. For technical reasons, P3 - P2 ≠ 4

E.g. let’s find P1, P2, P3 for the wanted code 416:

1.

Complete formula a) step by step:

P2 = P3 - ((B - A + 8) mod 10)

P2 = P3 - ((1 - 4 + 8) mod 10)

P2 = P3 - (5 mod 10)

P2 = P3 - 5

If you don't now 'mod 10', than just go to google an type '5 mod 10' and google will tell you

2.

Set in valid values, there are many possible solutions. Just choose one with P2 and P3 being 0 to 9

P2 = P3 - 5

with P3 = 5, P2 is 0

with P3 = 8, P2 is 3

3.

Solve formula b) with the first of the possible combinations

We will use P3: 5 and P2: 0

P1 = (P2 + B - C) mod 10

P1 = (0 + 1 - 6) mod 10

P1 = -5 mod 10

P1 = 5

again: Google will tell you, that “-5 mod 10” is 5, just don't think about what this means :-)

Solve formula b) with the last of the possible combinations:

We will use P3: 8 and P2: 3

P1 = (P2 + B - C) mod 10

P1 = (3 + 1 - 6) mod 10

P1 = -2 mod 10

P1 = 8

again: Google will tell you, that -2 mod 10 is 8, just don't think about what this means :-)

So: for 416, use 838 or 505 for plugs in the discs.

At last, make sure to set the parts together the right way - as told in the manual. C is important when the wheels are put into the safe (For technical reasons, C can only be 1, 2, 6 or 7)

Feel free to contact us for any support

Have a nice day,

--

UGEARS Team

website: ugearsmodels.com

email: myugears@gmail.com

16/04/2017

this model is beautiful, and I love that it is large and sterdy, you really dont need to be afraid to press and put the picies together.

the most awesome part is that the lock mechanism really works, this is like a like safe.

when you look at it from the front it is like a work of art. This is the second most favorite model from uGears, definitely a must have!

I got it on indiegogo, uGears you are amazing thank you.

the most awesome part is that the lock mechanism really works, this is like a like safe.

when you look at it from the front it is like a work of art. This is the second most favorite model from uGears, definitely a must have!

I got it on indiegogo, uGears you are amazing thank you.

Hi Dan,

It's great pleasure for us that you enjoy the Safe.

Please have a look at our new models (Hurdy-Gurdy, U-9 Grand Prix Car, Treasure Box, Robot Factory on our store on Indiegogo:

https://www.indiegogo.com/projects/ugears-self-propelled-mechanical-wooden-models-car

Feel free to contact us for any support.

Have a nice day,

--

UGEARS Team

website: ugearsmodels.com

email: myugears@gmail.com

It's great pleasure for us that you enjoy the Safe.

Please have a look at our new models (Hurdy-Gurdy, U-9 Grand Prix Car, Treasure Box, Robot Factory on our store on Indiegogo:

https://www.indiegogo.com/projects/ugears-self-propelled-mechanical-wooden-models-car

Feel free to contact us for any support.

Have a nice day,

--

UGEARS Team

website: ugearsmodels.com

email: myugears@gmail.com

04/03/2017

why is this service not applicable for India? please can you deliver your products to India. I like your work so much.

Hi Raj,

we are deliver Ugears models worldwide including to India. Please have a look and make you order for our favourite models and new models (Hurdy-Gurdy, U-9 Grand Prix Car, Robot Factory on our store on Indiegogo:

https://www.indiegogo.com/projects/ugears-self-propelled-mechanical-wooden-models-car

Feel free to contact us for any support.

Have a nice day,

--

UGEARS Team

website: ugearsmodels.com

email: myugears@gmail.com

we are deliver Ugears models worldwide including to India. Please have a look and make you order for our favourite models and new models (Hurdy-Gurdy, U-9 Grand Prix Car, Robot Factory on our store on Indiegogo:

https://www.indiegogo.com/projects/ugears-self-propelled-mechanical-wooden-models-car

Feel free to contact us for any support.

Have a nice day,

--

UGEARS Team

website: ugearsmodels.com

email: myugears@gmail.com

03/01/2017

Дякую, дійсно гарна річ. Зібрав за 4 години. Емоцій "повні штани".

Тимур, доброго вечора,

дякуємо! Це ще не все:

У нас є спражня математична модель для встановлення потрібного вам коду. Це для наступних сейфів або для ваших друзів:

*****************************************

Let’s suppose you would like to put the code 416:

A=4, B=1, C=6

The Formula for setting plugs in the discs:

a) P2 = P3 - ((B - A + 8) mod 10)

b) P1 = P2 + (B - C) mod 10

where A, B and C are the digits of the wanted code.

For technical reasons, C can only be 1, 2, 6 or 7

P1, P2, P3 - plugs in the discs. For technical reasons, P3 - P2 ≠ 4

E.g. let’s find P1, P2, P3 for the wanted code 416:

1.

Complete formula a) step by step:

P2 = P3 - ((B - A + 8) mod 10)

P2 = P3 - ((1 - 4 + 8) mod 10)

P2 = P3 - (5 mod 10)

P2 = P3 - 5

If you don't now 'mod 10', than just go to google an type '5 mod 10' and google will tell you

2.

Set in valid values, there are many possible solutions. Just choose one with P2 and P3 being 0 to 9

P2 = P3 - 5

with P3 = 5, P2 is 0

with P3 = 8, P2 is 3

3.

Solve formula b) with the first of the possible combinations

We will use P3: 5 and P2: 0

P1 = (P2 + B - C) mod 10

P1 = (0 + 1 - 6) mod 10

P1 = -5 mod 10

P1 = 5

again: Google will tell you, that “-5 mod 10” is 5, just don't think about what this means :-)

Solve formula b) with the last of the possible combinations:

We will use P3: 8 and P2: 3

P1 = (P2 + B - C) mod 10

P1 = (3 + 1 - 6) mod 10

P1 = -2 mod 10

P1 = 8

again: Google will tell you, that -2 mod 10 is 8, just don't think about what this means :-)

So: for 416, use 838 or 505 for plugs in the discs.

At last, make sure to set the parts together the right way - as told in the manual. C is important when the wheels are put into the safe (For technical reasons, C can only be 1, 2, 6 or 7)

***************************************************************************************

Гарного вечора,

Команда Ugears

website: ugearsmodels.com

email: myugears@gmail.com

дякуємо! Це ще не все:

У нас є спражня математична модель для встановлення потрібного вам коду. Це для наступних сейфів або для ваших друзів:

*****************************************

Let’s suppose you would like to put the code 416:

A=4, B=1, C=6

The Formula for setting plugs in the discs:

a) P2 = P3 - ((B - A + 8) mod 10)

b) P1 = P2 + (B - C) mod 10

where A, B and C are the digits of the wanted code.

For technical reasons, C can only be 1, 2, 6 or 7

P1, P2, P3 - plugs in the discs. For technical reasons, P3 - P2 ≠ 4

E.g. let’s find P1, P2, P3 for the wanted code 416:

1.

Complete formula a) step by step:

P2 = P3 - ((B - A + 8) mod 10)

P2 = P3 - ((1 - 4 + 8) mod 10)

P2 = P3 - (5 mod 10)

P2 = P3 - 5

If you don't now 'mod 10', than just go to google an type '5 mod 10' and google will tell you

2.

Set in valid values, there are many possible solutions. Just choose one with P2 and P3 being 0 to 9

P2 = P3 - 5

with P3 = 5, P2 is 0

with P3 = 8, P2 is 3

3.

Solve formula b) with the first of the possible combinations

We will use P3: 5 and P2: 0

P1 = (P2 + B - C) mod 10

P1 = (0 + 1 - 6) mod 10

P1 = -5 mod 10

P1 = 5

again: Google will tell you, that “-5 mod 10” is 5, just don't think about what this means :-)

Solve formula b) with the last of the possible combinations:

We will use P3: 8 and P2: 3

P1 = (P2 + B - C) mod 10

P1 = (3 + 1 - 6) mod 10

P1 = -2 mod 10

P1 = 8

again: Google will tell you, that -2 mod 10 is 8, just don't think about what this means :-)

So: for 416, use 838 or 505 for plugs in the discs.

At last, make sure to set the parts together the right way - as told in the manual. C is important when the wheels are put into the safe (For technical reasons, C can only be 1, 2, 6 or 7)

***************************************************************************************

Гарного вечора,

Команда Ugears

website: ugearsmodels.com

email: myugears@gmail.com

02/01/2017

This is just amazingly designed and simply amazing.Good job !

Hi Ahad,

thank you for reaching Ugears and for sharing our passion. It's pleasure for us that you enjoy our Safe.

We can even give you more (for the future Safe models or for your friends).

Please find below the math model for setting the wishing code during the assembly

*****************************

Let’s suppose you would like to put the code 416:

A=4, B=1, C=6

The Formula for setting plugs in the discs:

a) P2 = P3 - ((B - A + 8) mod 10)

b) P1 = P2 + (B - C) mod 10

where A, B and C are the digits of the wanted code.

For technical reasons, C can only be 1, 2, 6 or 7

P1, P2, P3 - plugs in the discs. For technical reasons, P3 - P2 ≠ 4

E.g. let’s find P1, P2, P3 for the wanted code 416:

1.

Complete formula a) step by step:

P2 = P3 - ((B - A + 8) mod 10)

P2 = P3 - ((1 - 4 + 8) mod 10)

P2 = P3 - (5 mod 10)

P2 = P3 - 5

If you don't now 'mod 10', than just go to google an type '5 mod 10' and google will tell you

2.

Set in valid values, there are many possible solutions. Just choose one with P2 and P3 being 0 to 9

P2 = P3 - 5

with P3 = 5, P2 is 0

with P3 = 8, P2 is 3

3.

Solve formula b) with the first of the possible combinations

We will use P3: 5 and P2: 0

P1 = (P2 + B - C) mod 10

P1 = (0 + 1 - 6) mod 10

P1 = -5 mod 10

P1 = 5

again: Google will tell you, that “-5 mod 10” is 5, just don't think about what this means :-)

Solve formula b) with the last of the possible combinations:

We will use P3: 8 and P2: 3

P1 = (P2 + B - C) mod 10

P1 = (3 + 1 - 6) mod 10

P1 = -2 mod 10

P1 = 8

again: Google will tell you, that -2 mod 10 is 8, just don't think about what this means :-)

So: for 416, use 838 or 505 for plugs in the discs.

At last, make sure to set the parts together the right way - as told in the manual. C is important when the wheels are put into the safe (For technical reasons, C can only be 1, 2, 6 or 7)

***************************************************************************************

Also, please have a look at our new models (Hurdy-Gurdy, U-9 Grand Prix Car, Robot Factory on our store on Indiegogo:

https://www.indiegogo.com/projects/ugears-self-propelled-mechanical-wooden-models-car

Feel free to contact us for any support.

Have a nice day,

--

UGEARS Team

website: ugearsmodels.com

email: myugears@gmail.com

thank you for reaching Ugears and for sharing our passion. It's pleasure for us that you enjoy our Safe.

We can even give you more (for the future Safe models or for your friends).

Please find below the math model for setting the wishing code during the assembly

*****************************

Let’s suppose you would like to put the code 416:

A=4, B=1, C=6

The Formula for setting plugs in the discs:

a) P2 = P3 - ((B - A + 8) mod 10)

b) P1 = P2 + (B - C) mod 10

where A, B and C are the digits of the wanted code.

For technical reasons, C can only be 1, 2, 6 or 7

P1, P2, P3 - plugs in the discs. For technical reasons, P3 - P2 ≠ 4

E.g. let’s find P1, P2, P3 for the wanted code 416:

1.

Complete formula a) step by step:

P2 = P3 - ((B - A + 8) mod 10)

P2 = P3 - ((1 - 4 + 8) mod 10)

P2 = P3 - (5 mod 10)

P2 = P3 - 5

If you don't now 'mod 10', than just go to google an type '5 mod 10' and google will tell you

2.

Set in valid values, there are many possible solutions. Just choose one with P2 and P3 being 0 to 9

P2 = P3 - 5

with P3 = 5, P2 is 0

with P3 = 8, P2 is 3

3.

Solve formula b) with the first of the possible combinations

We will use P3: 5 and P2: 0

P1 = (P2 + B - C) mod 10

P1 = (0 + 1 - 6) mod 10

P1 = -5 mod 10

P1 = 5

again: Google will tell you, that “-5 mod 10” is 5, just don't think about what this means :-)

Solve formula b) with the last of the possible combinations:

We will use P3: 8 and P2: 3

P1 = (P2 + B - C) mod 10

P1 = (3 + 1 - 6) mod 10

P1 = -2 mod 10

P1 = 8

again: Google will tell you, that -2 mod 10 is 8, just don't think about what this means :-)

So: for 416, use 838 or 505 for plugs in the discs.

At last, make sure to set the parts together the right way - as told in the manual. C is important when the wheels are put into the safe (For technical reasons, C can only be 1, 2, 6 or 7)

***************************************************************************************

Also, please have a look at our new models (Hurdy-Gurdy, U-9 Grand Prix Car, Robot Factory on our store on Indiegogo:

https://www.indiegogo.com/projects/ugears-self-propelled-mechanical-wooden-models-car

Feel free to contact us for any support.

Have a nice day,

--

UGEARS Team

website: ugearsmodels.com

email: myugears@gmail.com

01/01/2017

Got the for Christmas, gear fun to build. Works great

Hi Pete,

thank you for reaching Ugears and for sharing our passion. It's pleasure for us that you enjoy our Safe.

We can even give you more (for the future Safe models or for your friends).

Please find below the math model for setting the wishing code during the assembly

*****************************

Let’s suppose you would like to put the code 416:

A=4, B=1, C=6

The Formula for setting plugs in the discs:

a) P2 = P3 - ((B - A + 8) mod 10)

b) P1 = P2 + (B - C) mod 10

where A, B and C are the digits of the wanted code.

For technical reasons, C can only be 1, 2, 6 or 7

P1, P2, P3 - plugs in the discs. For technical reasons, P3 - P2 ≠ 4

E.g. let’s find P1, P2, P3 for the wanted code 416:

1.

Complete formula a) step by step:

P2 = P3 - ((B - A + 8) mod 10)

P2 = P3 - ((1 - 4 + 8) mod 10)

P2 = P3 - (5 mod 10)

P2 = P3 - 5

If you don't now 'mod 10', than just go to google an type '5 mod 10' and google will tell you

2.

Set in valid values, there are many possible solutions. Just choose one with P2 and P3 being 0 to 9

P2 = P3 - 5

with P3 = 5, P2 is 0

with P3 = 8, P2 is 3

3.

Solve formula b) with the first of the possible combinations

We will use P3: 5 and P2: 0

P1 = (P2 + B - C) mod 10

P1 = (0 + 1 - 6) mod 10

P1 = -5 mod 10

P1 = 5

again: Google will tell you, that “-5 mod 10” is 5, just don't think about what this means :-)

Solve formula b) with the last of the possible combinations:

We will use P3: 8 and P2: 3

P1 = (P2 + B - C) mod 10

P1 = (3 + 1 - 6) mod 10

P1 = -2 mod 10

P1 = 8

again: Google will tell you, that -2 mod 10 is 8, just don't think about what this means :-)

So: for 416, use 838 or 505 for plugs in the discs.

At last, make sure to set the parts together the right way - as told in the manual. C is important when the wheels are put into the safe (For technical reasons, C can only be 1, 2, 6 or 7)

***************************************************************************************

Also, please have a look at our new models (Hurdy-Gurdy, U-9 Grand Prix Car, Robot Factory on our store on Indiegogo:

https://www.indiegogo.com/projects/ugears-self-propelled-mechanical-wooden-models-car

Feel free to contact us for any support.

Have a nice day,

--

UGEARS Team

website: ugearsmodels.com

email: myugears@gmail.com

thank you for reaching Ugears and for sharing our passion. It's pleasure for us that you enjoy our Safe.

We can even give you more (for the future Safe models or for your friends).

Please find below the math model for setting the wishing code during the assembly

*****************************

Let’s suppose you would like to put the code 416:

A=4, B=1, C=6

The Formula for setting plugs in the discs:

a) P2 = P3 - ((B - A + 8) mod 10)

b) P1 = P2 + (B - C) mod 10

where A, B and C are the digits of the wanted code.

For technical reasons, C can only be 1, 2, 6 or 7

P1, P2, P3 - plugs in the discs. For technical reasons, P3 - P2 ≠ 4

E.g. let’s find P1, P2, P3 for the wanted code 416:

1.

Complete formula a) step by step:

P2 = P3 - ((B - A + 8) mod 10)

P2 = P3 - ((1 - 4 + 8) mod 10)

P2 = P3 - (5 mod 10)

P2 = P3 - 5

If you don't now 'mod 10', than just go to google an type '5 mod 10' and google will tell you

2.

Set in valid values, there are many possible solutions. Just choose one with P2 and P3 being 0 to 9

P2 = P3 - 5

with P3 = 5, P2 is 0

with P3 = 8, P2 is 3

3.

Solve formula b) with the first of the possible combinations

We will use P3: 5 and P2: 0

P1 = (P2 + B - C) mod 10

P1 = (0 + 1 - 6) mod 10

P1 = -5 mod 10

P1 = 5

again: Google will tell you, that “-5 mod 10” is 5, just don't think about what this means :-)

Solve formula b) with the last of the possible combinations:

We will use P3: 8 and P2: 3

P1 = (P2 + B - C) mod 10

P1 = (3 + 1 - 6) mod 10

P1 = -2 mod 10

P1 = 8

again: Google will tell you, that -2 mod 10 is 8, just don't think about what this means :-)

So: for 416, use 838 or 505 for plugs in the discs.

At last, make sure to set the parts together the right way - as told in the manual. C is important when the wheels are put into the safe (For technical reasons, C can only be 1, 2, 6 or 7)

***************************************************************************************

Also, please have a look at our new models (Hurdy-Gurdy, U-9 Grand Prix Car, Robot Factory on our store on Indiegogo:

https://www.indiegogo.com/projects/ugears-self-propelled-mechanical-wooden-models-car

Feel free to contact us for any support.

Have a nice day,

--

UGEARS Team

website: ugearsmodels.com

email: myugears@gmail.com

31/12/2016

Love it, my brother can't steal my stuff now.

Hi John,

thank you for reaching Ugears and for sharing our passion. It's pleasure for us that you enjoy our Safe.

We can even give you more (for the future Safe models or for your brother's project).

Please find below the math model for setting the wishing code during the assembly

*****************************

Let’s suppose you would like to put the code 416:

A=4, B=1, C=6

The Formula for setting plugs in the discs:

a) P2 = P3 - ((B - A + 8) mod 10)

b) P1 = P2 + (B - C) mod 10

where A, B and C are the digits of the wanted code.

For technical reasons, C can only be 1, 2, 6 or 7

P1, P2, P3 - plugs in the discs. For technical reasons, P3 - P2 ≠ 4

E.g. let’s find P1, P2, P3 for the wanted code 416:

1.

Complete formula a) step by step:

P2 = P3 - ((B - A + 8) mod 10)

P2 = P3 - ((1 - 4 + 8) mod 10)

P2 = P3 - (5 mod 10)

P2 = P3 - 5

If you don't now 'mod 10', than just go to google an type '5 mod 10' and google will tell you

2.

Set in valid values, there are many possible solutions. Just choose one with P2 and P3 being 0 to 9

P2 = P3 - 5

with P3 = 5, P2 is 0

with P3 = 8, P2 is 3

3.

Solve formula b) with the first of the possible combinations

We will use P3: 5 and P2: 0

P1 = (P2 + B - C) mod 10

P1 = (0 + 1 - 6) mod 10

P1 = -5 mod 10

P1 = 5

again: Google will tell you, that “-5 mod 10” is 5, just don't think about what this means :-)

Solve formula b) with the last of the possible combinations:

We will use P3: 8 and P2: 3

P1 = (P2 + B - C) mod 10

P1 = (3 + 1 - 6) mod 10

P1 = -2 mod 10

P1 = 8

again: Google will tell you, that -2 mod 10 is 8, just don't think about what this means :-)

So: for 416, use 838 or 505 for plugs in the discs.

At last, make sure to set the parts together the right way - as told in the manual. C is important when the wheels are put into the safe (For technical reasons, C can only be 1, 2, 6 or 7)

***************************************************************************************

Also, please have a look at our new models (Hurdy-Gurdy, U-9 Grand Prix Car, Robot Factory on our store on Indiegogo:

https://www.indiegogo.com/projects/ugears-self-propelled-mechanical-wooden-models-car

Feel free to contact us for any support.

Have a nice day,

--

UGEARS Team

website: ugearsmodels.com

email: myugears@gmail.com

thank you for reaching Ugears and for sharing our passion. It's pleasure for us that you enjoy our Safe.

We can even give you more (for the future Safe models or for your brother's project).

Please find below the math model for setting the wishing code during the assembly

*****************************

Let’s suppose you would like to put the code 416:

A=4, B=1, C=6

The Formula for setting plugs in the discs:

a) P2 = P3 - ((B - A + 8) mod 10)

b) P1 = P2 + (B - C) mod 10

where A, B and C are the digits of the wanted code.

For technical reasons, C can only be 1, 2, 6 or 7

P1, P2, P3 - plugs in the discs. For technical reasons, P3 - P2 ≠ 4

E.g. let’s find P1, P2, P3 for the wanted code 416:

1.

Complete formula a) step by step:

P2 = P3 - ((B - A + 8) mod 10)

P2 = P3 - ((1 - 4 + 8) mod 10)

P2 = P3 - (5 mod 10)

P2 = P3 - 5

If you don't now 'mod 10', than just go to google an type '5 mod 10' and google will tell you

2.

Set in valid values, there are many possible solutions. Just choose one with P2 and P3 being 0 to 9

P2 = P3 - 5

with P3 = 5, P2 is 0

with P3 = 8, P2 is 3

3.

Solve formula b) with the first of the possible combinations

We will use P3: 5 and P2: 0

P1 = (P2 + B - C) mod 10

P1 = (0 + 1 - 6) mod 10

P1 = -5 mod 10

P1 = 5

again: Google will tell you, that “-5 mod 10” is 5, just don't think about what this means :-)

Solve formula b) with the last of the possible combinations:

We will use P3: 8 and P2: 3

P1 = (P2 + B - C) mod 10

P1 = (3 + 1 - 6) mod 10

P1 = -2 mod 10

P1 = 8

again: Google will tell you, that -2 mod 10 is 8, just don't think about what this means :-)

So: for 416, use 838 or 505 for plugs in the discs.

At last, make sure to set the parts together the right way - as told in the manual. C is important when the wheels are put into the safe (For technical reasons, C can only be 1, 2, 6 or 7)

***************************************************************************************

Also, please have a look at our new models (Hurdy-Gurdy, U-9 Grand Prix Car, Robot Factory on our store on Indiegogo:

https://www.indiegogo.com/projects/ugears-self-propelled-mechanical-wooden-models-car

Feel free to contact us for any support.

Have a nice day,

--

UGEARS Team

website: ugearsmodels.com

email: myugears@gmail.com

31/10/2016

Got this as a gift. Very good quality laser cut wood. Using wax as lubricant is quite novel.

Awesome product, keep up the good work!

Awesome product, keep up the good work!

Hi Vlad,

thank you for reaching Ugears and for sharing our passion. It's pleasure for us that you enjoy our Safe.

We can even give you more (for the future Safe models or for your friends).

Please find below the math model for setting the wishing code during the assembly

*****************************

Let’s suppose you would like to put the code 416:

A=4, B=1, C=6

The Formula for setting plugs in the discs:

a) P2 = P3 - ((B - A + 8) mod 10)

b) P1 = P2 + (B - C) mod 10

where A, B and C are the digits of the wanted code.

For technical reasons, C can only be 1, 2, 6 or 7

P1, P2, P3 - plugs in the discs. For technical reasons, P3 - P2 ≠ 4

E.g. let’s find P1, P2, P3 for the wanted code 416:

1.

Complete formula a) step by step:

P2 = P3 - ((B - A + 8) mod 10)

P2 = P3 - ((1 - 4 + 8) mod 10)

P2 = P3 - (5 mod 10)

P2 = P3 - 5

If you don't now 'mod 10', than just go to google an type '5 mod 10' and google will tell you

2.

Set in valid values, there are many possible solutions. Just choose one with P2 and P3 being 0 to 9

P2 = P3 - 5

with P3 = 5, P2 is 0

with P3 = 8, P2 is 3

3.

Solve formula b) with the first of the possible combinations

We will use P3: 5 and P2: 0

P1 = (P2 + B - C) mod 10

P1 = (0 + 1 - 6) mod 10

P1 = -5 mod 10

P1 = 5

again: Google will tell you, that “-5 mod 10” is 5, just don't think about what this means :-)

Solve formula b) with the last of the possible combinations:

We will use P3: 8 and P2: 3

P1 = (P2 + B - C) mod 10

P1 = (3 + 1 - 6) mod 10

P1 = -2 mod 10

P1 = 8

again: Google will tell you, that -2 mod 10 is 8, just don't think about what this means :-)

So: for 416, use 838 or 505 for plugs in the discs.

At last, make sure to set the parts together the right way - as told in the manual. C is important when the wheels are put into the safe (For technical reasons, C can only be 1, 2, 6 or 7)

***************************************************************************************

Also, please have a look at our new models (Hurdy-Gurdy, U-9 Grand Prix Car, Robot Factory on our store on Indiegogo:

https://www.indiegogo.com/projects/ugears-self-propelled-mechanical-wooden-models-car

Feel free to contact us for any support.

Have a nice day,

--

UGEARS Team

website: ugearsmodels.com

email: myugears@gmail.com

thank you for reaching Ugears and for sharing our passion. It's pleasure for us that you enjoy our Safe.

We can even give you more (for the future Safe models or for your friends).

Please find below the math model for setting the wishing code during the assembly

*****************************

Let’s suppose you would like to put the code 416:

A=4, B=1, C=6

The Formula for setting plugs in the discs:

a) P2 = P3 - ((B - A + 8) mod 10)

b) P1 = P2 + (B - C) mod 10

where A, B and C are the digits of the wanted code.

For technical reasons, C can only be 1, 2, 6 or 7

P1, P2, P3 - plugs in the discs. For technical reasons, P3 - P2 ≠ 4

E.g. let’s find P1, P2, P3 for the wanted code 416:

1.

Complete formula a) step by step:

P2 = P3 - ((B - A + 8) mod 10)

P2 = P3 - ((1 - 4 + 8) mod 10)

P2 = P3 - (5 mod 10)

P2 = P3 - 5

If you don't now 'mod 10', than just go to google an type '5 mod 10' and google will tell you

2.

Set in valid values, there are many possible solutions. Just choose one with P2 and P3 being 0 to 9

P2 = P3 - 5

with P3 = 5, P2 is 0

with P3 = 8, P2 is 3

3.

Solve formula b) with the first of the possible combinations

We will use P3: 5 and P2: 0

P1 = (P2 + B - C) mod 10

P1 = (0 + 1 - 6) mod 10

P1 = -5 mod 10

P1 = 5

again: Google will tell you, that “-5 mod 10” is 5, just don't think about what this means :-)

Solve formula b) with the last of the possible combinations:

We will use P3: 8 and P2: 3

P1 = (P2 + B - C) mod 10

P1 = (3 + 1 - 6) mod 10

P1 = -2 mod 10

P1 = 8

again: Google will tell you, that -2 mod 10 is 8, just don't think about what this means :-)

So: for 416, use 838 or 505 for plugs in the discs.

At last, make sure to set the parts together the right way - as told in the manual. C is important when the wheels are put into the safe (For technical reasons, C can only be 1, 2, 6 or 7)

***************************************************************************************

Also, please have a look at our new models (Hurdy-Gurdy, U-9 Grand Prix Car, Robot Factory on our store on Indiegogo:

https://www.indiegogo.com/projects/ugears-self-propelled-mechanical-wooden-models-car

Feel free to contact us for any support.

Have a nice day,

--

UGEARS Team

website: ugearsmodels.com

email: myugears@gmail.com

30/10/2016

Awsome Collection~!!!

can't love it more~!!!

can't love it more~!!!

Hi Jason,

thank you for reaching Ugears and for sharing our passion. It's pleasure for us that you enjoy our Safe.

And we believe that we'll keep amazing you again and again.

We can even give you more (for the future Safe models or for your friends).

Please find below the math model for setting the wishing code during the assembly

*****************************

Let’s suppose you would like to put the code 416:

A=4, B=1, C=6

The Formula for setting plugs in the discs:

a) P2 = P3 - ((B - A + 8) mod 10)

b) P1 = P2 + (B - C) mod 10

where A, B and C are the digits of the wanted code.

For technical reasons, C can only be 1, 2, 6 or 7

P1, P2, P3 - plugs in the discs. For technical reasons, P3 - P2 ≠ 4

E.g. let’s find P1, P2, P3 for the wanted code 416:

1.

Complete formula a) step by step:

P2 = P3 - ((B - A + 8) mod 10)

P2 = P3 - ((1 - 4 + 8) mod 10)

P2 = P3 - (5 mod 10)

P2 = P3 - 5

If you don't now 'mod 10', than just go to google an type '5 mod 10' and google will tell you

2.

Set in valid values, there are many possible solutions. Just choose one with P2 and P3 being 0 to 9

P2 = P3 - 5

with P3 = 5, P2 is 0

with P3 = 8, P2 is 3

3.

Solve formula b) with the first of the possible combinations

We will use P3: 5 and P2: 0

P1 = (P2 + B - C) mod 10

P1 = (0 + 1 - 6) mod 10

P1 = -5 mod 10

P1 = 5

again: Google will tell you, that “-5 mod 10” is 5, just don't think about what this means :-)

Solve formula b) with the last of the possible combinations:

We will use P3: 8 and P2: 3

P1 = (P2 + B - C) mod 10

P1 = (3 + 1 - 6) mod 10

P1 = -2 mod 10

P1 = 8

again: Google will tell you, that -2 mod 10 is 8, just don't think about what this means :-)

So: for 416, use 838 or 505 for plugs in the discs.

At last, make sure to set the parts together the right way - as told in the manual. C is important when the wheels are put into the safe (For technical reasons, C can only be 1, 2, 6 or 7)

***************************************************************************************

Also, please have a look at our new models (Hurdy-Gurdy, U-9 Grand Prix Car, Robot Factory on our store on Indiegogo:

https://www.indiegogo.com/projects/ugears-self-propelled-mechanical-wooden-models-car

Feel free to contact us for any support.

Have a nice day,

--

UGEARS Team

website: ugearsmodels.com

email: myugears@gmail.com

thank you for reaching Ugears and for sharing our passion. It's pleasure for us that you enjoy our Safe.

And we believe that we'll keep amazing you again and again.

We can even give you more (for the future Safe models or for your friends).

Please find below the math model for setting the wishing code during the assembly

*****************************

Let’s suppose you would like to put the code 416:

A=4, B=1, C=6

The Formula for setting plugs in the discs:

a) P2 = P3 - ((B - A + 8) mod 10)

b) P1 = P2 + (B - C) mod 10

where A, B and C are the digits of the wanted code.

For technical reasons, C can only be 1, 2, 6 or 7

P1, P2, P3 - plugs in the discs. For technical reasons, P3 - P2 ≠ 4

E.g. let’s find P1, P2, P3 for the wanted code 416:

1.

Complete formula a) step by step:

P2 = P3 - ((B - A + 8) mod 10)

P2 = P3 - ((1 - 4 + 8) mod 10)

P2 = P3 - (5 mod 10)

P2 = P3 - 5

If you don't now 'mod 10', than just go to google an type '5 mod 10' and google will tell you

2.

Set in valid values, there are many possible solutions. Just choose one with P2 and P3 being 0 to 9

P2 = P3 - 5

with P3 = 5, P2 is 0

with P3 = 8, P2 is 3

3.

Solve formula b) with the first of the possible combinations

We will use P3: 5 and P2: 0

P1 = (P2 + B - C) mod 10

P1 = (0 + 1 - 6) mod 10

P1 = -5 mod 10

P1 = 5

again: Google will tell you, that “-5 mod 10” is 5, just don't think about what this means :-)

Solve formula b) with the last of the possible combinations:

We will use P3: 8 and P2: 3

P1 = (P2 + B - C) mod 10

P1 = (3 + 1 - 6) mod 10

P1 = -2 mod 10

P1 = 8

again: Google will tell you, that -2 mod 10 is 8, just don't think about what this means :-)

So: for 416, use 838 or 505 for plugs in the discs.

At last, make sure to set the parts together the right way - as told in the manual. C is important when the wheels are put into the safe (For technical reasons, C can only be 1, 2, 6 or 7)

***************************************************************************************

Also, please have a look at our new models (Hurdy-Gurdy, U-9 Grand Prix Car, Robot Factory on our store on Indiegogo:

https://www.indiegogo.com/projects/ugears-self-propelled-mechanical-wooden-models-car

Feel free to contact us for any support.

Have a nice day,

--

UGEARS Team

website: ugearsmodels.com

email: myugears@gmail.com

02/08/2016

My son gave this kit to me for my birthday. I thoroughly enjoyed every minute I spent on this fabulous model.

Hi Joanne,

thank you for reaching Ugears and for sharing our passion. It's pleasure for us that you enjoy our Safe.

We can even give you more (for the future Safe models or for your beloved).

Please find below the math model for setting the wishing code during the assembly

*****************************

Let’s suppose you would like to put the code 416:

A=4, B=1, C=6

The Formula for setting plugs in the discs:

a) P2 = P3 - ((B - A + 8) mod 10)

b) P1 = P2 + (B - C) mod 10

where A, B and C are the digits of the wanted code.

For technical reasons, C can only be 1, 2, 6 or 7

P1, P2, P3 - plugs in the discs. For technical reasons, P3 - P2 ≠ 4

E.g. let’s find P1, P2, P3 for the wanted code 416:

1.

Complete formula a) step by step:

P2 = P3 - ((B - A + 8) mod 10)

P2 = P3 - ((1 - 4 + 8) mod 10)

P2 = P3 - (5 mod 10)

P2 = P3 - 5

If you don't now 'mod 10', than just go to google an type '5 mod 10' and google will tell you

2.

Set in valid values, there are many possible solutions. Just choose one with P2 and P3 being 0 to 9

P2 = P3 - 5

with P3 = 5, P2 is 0

with P3 = 8, P2 is 3

3.

Solve formula b) with the first of the possible combinations

We will use P3: 5 and P2: 0

P1 = (P2 + B - C) mod 10

P1 = (0 + 1 - 6) mod 10

P1 = -5 mod 10

P1 = 5

again: Google will tell you, that “-5 mod 10” is 5, just don't think about what this means :-)

Solve formula b) with the last of the possible combinations:

We will use P3: 8 and P2: 3

P1 = (P2 + B - C) mod 10

P1 = (3 + 1 - 6) mod 10

P1 = -2 mod 10

P1 = 8

again: Google will tell you, that -2 mod 10 is 8, just don't think about what this means :-)

So: for 416, use 838 or 505 for plugs in the discs.

At last, make sure to set the parts together the right way - as told in the manual. C is important when the wheels are put into the safe (For technical reasons, C can only be 1, 2, 6 or 7)

***************************************************************************************

Also, please have a look at our new models (Hurdy-Gurdy, Treasure Box, U-9 Grand Prix Car, Robot Factory on our store on Indiegogo:

https://www.indiegogo.com/projects/ugears-self-propelled-mechanical-wooden-models-car

Feel free to contact us for any support.

Have a nice day,

--

UGEARS Team

website: ugearsmodels.com

email: myugears@gmail.com

thank you for reaching Ugears and for sharing our passion. It's pleasure for us that you enjoy our Safe.

We can even give you more (for the future Safe models or for your beloved).

Please find below the math model for setting the wishing code during the assembly

*****************************

Let’s suppose you would like to put the code 416:

A=4, B=1, C=6

The Formula for setting plugs in the discs:

a) P2 = P3 - ((B - A + 8) mod 10)

b) P1 = P2 + (B - C) mod 10

where A, B and C are the digits of the wanted code.

For technical reasons, C can only be 1, 2, 6 or 7

P1, P2, P3 - plugs in the discs. For technical reasons, P3 - P2 ≠ 4

E.g. let’s find P1, P2, P3 for the wanted code 416:

1.

Complete formula a) step by step:

P2 = P3 - ((B - A + 8) mod 10)

P2 = P3 - ((1 - 4 + 8) mod 10)

P2 = P3 - (5 mod 10)

P2 = P3 - 5

If you don't now 'mod 10', than just go to google an type '5 mod 10' and google will tell you

2.

Set in valid values, there are many possible solutions. Just choose one with P2 and P3 being 0 to 9

P2 = P3 - 5

with P3 = 5, P2 is 0

with P3 = 8, P2 is 3

3.

Solve formula b) with the first of the possible combinations

We will use P3: 5 and P2: 0

P1 = (P2 + B - C) mod 10

P1 = (0 + 1 - 6) mod 10

P1 = -5 mod 10

P1 = 5

again: Google will tell you, that “-5 mod 10” is 5, just don't think about what this means :-)

Solve formula b) with the last of the possible combinations:

We will use P3: 8 and P2: 3

P1 = (P2 + B - C) mod 10

P1 = (3 + 1 - 6) mod 10

P1 = -2 mod 10

P1 = 8

again: Google will tell you, that -2 mod 10 is 8, just don't think about what this means :-)

So: for 416, use 838 or 505 for plugs in the discs.

At last, make sure to set the parts together the right way - as told in the manual. C is important when the wheels are put into the safe (For technical reasons, C can only be 1, 2, 6 or 7)

***************************************************************************************

Also, please have a look at our new models (Hurdy-Gurdy, Treasure Box, U-9 Grand Prix Car, Robot Factory on our store on Indiegogo:

https://www.indiegogo.com/projects/ugears-self-propelled-mechanical-wooden-models-car

Feel free to contact us for any support.

Have a nice day,

--

UGEARS Team

website: ugearsmodels.com

email: myugears@gmail.com

14/07/2016

I bought this on kickstarter. Dont be too worried about pressing hard to put it together. Really works amazingly well considering its wood. LOVE IT!

Thanks!

09/07/2016

Great thing but I have some notes:

- Walls may be assembled easier if all the parts of particular wall were put together before assembling the walls together

- The lock mechanism does not go easy and the combination is set in relatively strange manner.

- The decorative elements on the door - very bad idea, but look really cool

- some elements are very hard to grease and you don't know how much to grease them before assembly

- Walls may be assembled easier if all the parts of particular wall were put together before assembling the walls together

- The lock mechanism does not go easy and the combination is set in relatively strange manner.

- The decorative elements on the door - very bad idea, but look really cool

- some elements are very hard to grease and you don't know how much to grease them before assembly

Hi Nikolay,

thank you for reaching Ugears, for your reasonable comments and kind advice. .

We can even give you more (for the future Safe models or for your friends).

Please find below the math model for setting the wishing code during the assembly

*****************************

Let’s suppose you would like to put the code 416:

A=4, B=1, C=6

The Formula for setting plugs in the discs:

a) P2 = P3 - ((B - A + 8) mod 10)

b) P1 = P2 + (B - C) mod 10

where A, B and C are the digits of the wanted code.

For technical reasons, C can only be 1, 2, 6 or 7

P1, P2, P3 - plugs in the discs. For technical reasons, P3 - P2 ≠ 4

E.g. let’s find P1, P2, P3 for the wanted code 416:

1.

Complete formula a) step by step:

P2 = P3 - ((B - A + 8) mod 10)

P2 = P3 - ((1 - 4 + 8) mod 10)

P2 = P3 - (5 mod 10)

P2 = P3 - 5

If you don't now 'mod 10', than just go to google an type '5 mod 10' and google will tell you

2.

Set in valid values, there are many possible solutions. Just choose one with P2 and P3 being 0 to 9

P2 = P3 - 5

with P3 = 5, P2 is 0

with P3 = 8, P2 is 3

3.

Solve formula b) with the first of the possible combinations

We will use P3: 5 and P2: 0

P1 = (P2 + B - C) mod 10

P1 = (0 + 1 - 6) mod 10

P1 = -5 mod 10

P1 = 5

again: Google will tell you, that “-5 mod 10” is 5, just don't think about what this means :-)

Solve formula b) with the last of the possible combinations:

We will use P3: 8 and P2: 3

P1 = (P2 + B - C) mod 10

P1 = (3 + 1 - 6) mod 10

P1 = -2 mod 10

P1 = 8

again: Google will tell you, that -2 mod 10 is 8, just don't think about what this means :-)

So: for 416, use 838 or 505 for plugs in the discs.

At last, make sure to set the parts together the right way - as told in the manual. C is important when the wheels are put into the safe (For technical reasons, C can only be 1, 2, 6 or 7)

***************************************************************************************

Also, please have a look at our new models (Hurdy-Gurdy, U-9 Grand Prix Car, Robot Factory on our store on Indiegogo:

https://www.indiegogo.com/projects/ugears-self-propelled-mechanical-wooden-models-car

Feel free to contact us for any support.

Have a nice day,

--

UGEARS Team

website: ugearsmodels.com

email: myugears@gmail.com

thank you for reaching Ugears, for your reasonable comments and kind advice. .

We can even give you more (for the future Safe models or for your friends).

Please find below the math model for setting the wishing code during the assembly

*****************************

Let’s suppose you would like to put the code 416:

A=4, B=1, C=6

The Formula for setting plugs in the discs:

a) P2 = P3 - ((B - A + 8) mod 10)

b) P1 = P2 + (B - C) mod 10

where A, B and C are the digits of the wanted code.

For technical reasons, C can only be 1, 2, 6 or 7

P1, P2, P3 - plugs in the discs. For technical reasons, P3 - P2 ≠ 4

E.g. let’s find P1, P2, P3 for the wanted code 416:

1.

Complete formula a) step by step:

P2 = P3 - ((B - A + 8) mod 10)

P2 = P3 - ((1 - 4 + 8) mod 10)

P2 = P3 - (5 mod 10)

P2 = P3 - 5

If you don't now 'mod 10', than just go to google an type '5 mod 10' and google will tell you

2.

Set in valid values, there are many possible solutions. Just choose one with P2 and P3 being 0 to 9

P2 = P3 - 5

with P3 = 5, P2 is 0

with P3 = 8, P2 is 3

3.

Solve formula b) with the first of the possible combinations

We will use P3: 5 and P2: 0

P1 = (P2 + B - C) mod 10

P1 = (0 + 1 - 6) mod 10

P1 = -5 mod 10

P1 = 5

again: Google will tell you, that “-5 mod 10” is 5, just don't think about what this means :-)

Solve formula b) with the last of the possible combinations:

We will use P3: 8 and P2: 3

P1 = (P2 + B - C) mod 10

P1 = (3 + 1 - 6) mod 10

P1 = -2 mod 10

P1 = 8

again: Google will tell you, that -2 mod 10 is 8, just don't think about what this means :-)

So: for 416, use 838 or 505 for plugs in the discs.

At last, make sure to set the parts together the right way - as told in the manual. C is important when the wheels are put into the safe (For technical reasons, C can only be 1, 2, 6 or 7)

***************************************************************************************

Also, please have a look at our new models (Hurdy-Gurdy, U-9 Grand Prix Car, Robot Factory on our store on Indiegogo:

https://www.indiegogo.com/projects/ugears-self-propelled-mechanical-wooden-models-car

Feel free to contact us for any support.

Have a nice day,

--

UGEARS Team

website: ugearsmodels.com

email: myugears@gmail.com

Zusammenbau ohne Klebstoffe (und Chemikalien)

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Alle Modelle erzeugen Bewegung

Ideal für Familienprojekte und MINT-Lernen