Jig-A-Loo

[Old Geeezer]

Don't think you want to use alcohol as it will not disolve the BT when recleaning the axles. I ended up using acetone and toothbrush to get it off. Actually I think it was the toothbrush that removed it.

 

[DNA RACING]

i used in Jan and it was fine, i capped the bottle and did not check it untill tonight. it has pasted up to a thick paste.

 

[SoGone]

The clumping happened to me but after I used 1/2 the bottle. But I think It was my fault. I found the combination separates quickly and I didn't shake it good enough at each application and I ended up using more of one ingredient. When I got a new bottle I added a small ball bearing to help mix it and no problems yet

Another change I made to keep the mixture consistent was instead of squeezing it out of the bottle I started dipping my axles in then and a small shake to get rid of the extra.
I haven't had the clumping problem with a new unopened bottle but I will keep an eye on it.

 

[derby freak]

I had the same problem with mine as well. I used it one time, I shook it up real good dipped my axles in using the magnet on my pocket screw driver and the stuff worked really great just wish it had a little longer shelf life. Has anyone tried denatured alcohol to bring it back to life?

 

[datnr]

Mine clumped up before CFC and I added 91% alcohol. It didn't dissolve but instead had clumps in the liquid. Went back to the DuPont blue for CFC.

Last weekend ordered a new bottle so will talk to John and experiment

 

[DNA RACING]

i tried alcohol, dont use it, it just makes it worse. it looks like bad cottage cheese if you add alcohol.

 

[heidi]

Here is what ours looked like:
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
r43Ls8yTHYaSzOmqW3K4x5reqlUTsvK/8An9zi8LnkJJ4WnCpzfFGUuRp907W2PzP1KX4zT6TrUdnd6TbXDXL/ANn3OqsZ7aTIyk7qjgIzZXO4HgnpjFYmn+Bv2ifEPh6e41Px94G0/U7V8rZ2+im7v9OG5cKtz5pWTGA4zwVXrnFfvp8O/j34c8f6WutfG39mfwTqmoRqwsJ7/Ro9DtlikwyKilDv2kOAxHQnivKPj3rfwJ1DW9P1u28HeHdA029jMlrHoFtF9muhb/JJbylSqALleSA31ryc1znJspwkq2VYijWrc3wexfOu7d0429G/U8/C4rMauOjhMdhZQcbptShJO3a2r+4+I9BnutK8PxWV7el47O68y31CHX10ma2XBXygkUeZM54VsZ2nk16Nofg2z12KbWtX8dC+0WXTiYY7TSmu72wl5LJGu5Mu3JXcD6Y7DzV9M8KxQW+m6dcf2pELkxavPEvmyRlQRlMg7hyBwOpPpXrOjxWMNpb2tpb3UUVqA5u7u5lWC4ELfu1MStkMQSM8dOlfIrHtxlVnF3T1Vv0Wx9BXoKNOUlJrm12Wvfe9vkfGPxP8L2KfF7w4LbUJNTS10pLKPUbqw/s7z5BM7KzRBshv3jBtxPIHNfp1/wAEh/hZqMP7XvjnXLnR4vs2lPNqMepSW7HCfZ4kXyz05Z2wc9QeK+L/AIgTW/iz4w+Hpnsbaxgt9Fhn+z6cNyf68nc+7Bz0z171/S7/AME9vh9pGj+HtW8Xw6bZxajqVvFZSX0UGy4lUEsQ7dTjaB+lf014I4zEf2xh0tYypteiT/4J+K+JUKUsrbqL3k19/r/lpc8G/wCCst3Db+B2hBYSy2sKoIzyuJtzADuSOO3Ar+W7wz4V0PXdS1+/1zS7i7vBqaRaTLHM8EMGwHcHAJD7twGCO1f0qf8ABWjUA9vY6aZ5FBi3yRoQFGxSeecgd/wr8HfhdpfiK28MajrlsuhRQS30zQT6pZPcMjIGAAxnLEAjABxkHpXzHidi6lHPsxr01Z86StdPbuvT7j6Pw1hbJ6UZK/Vevr8jm7P9ma1uLiz1fTbfT9EimhMklzeu0kkk3AYlfvA7SSCoOBge9YsvwF8F+HjfalLpaa3a2hAfUoJVkuUDZLmPOSuCcnf2FfUpv9Q1ixsVmm0y6t5bZZFNmGaWPYNz7nONrZGNoGOKzLjTfD1rDbpZ6HqJsL+fZeSQ3jC3eQnKrOrkqAcN93AOMd6/H6Of5xezr2dum7XVXet1sfplOcFUUakby2tb56tnB2elfDz+y7TRtOhS209NhtL25mSWSFJmUysRtxwVJA7jFbFz4a07wrZNd6LqC/YZiEY/2P5ZtmIYjaFGSGyR/wACrY1Dww2oaTFpcemw+HtK0ybm6FpDNHd4cOf3yk9Bghff2rNsNK8RQWs08l0NT0+S7mWHTHDui7nyjyAAkLtGRxwCOa82ljKvtVVdZre6bvdf53OmrSocip0m0uqevpZ23/I53TdMv9e0+xhSzjuJZJWXyNOQWKMpJyzttLFmIGMkdSK7Cx0SDT7drFLvVTLHGGjsrlkltpm8xWKoyqOBknDbu9d9Y6FPe3Yew0qLQLqWOKBTF5qWlnMMbmRWJB3DHzEYJY4wapax4dTXNx1R9Vhu9Dka3sV0+NoEui4wWkVeoyHbcR2HWsMRjJ4ir70rRWtvy09TFunDD8iSTWz3f+X5WJtYTUPDNhHFotrYQxrZm6mvXK3itLn5oXU55G3OD1zipJviVe+JdQgg0S3iuobWBku5rVVWGwZANyiJV2oWPGPUYq0/wtvBMNMTWJ1t0tDKkl1KyNuOGIBUAEKMAA+neu71XTfDHgzw3bXHg/R9Pk1e2sf+KivfLZX1a4iVd0wRMBmckkk5OawnGlDDulP3pu1vn3/M5liKCnToKHO7b279W391vwPPxDqHj6VLEvqOnNYZFzNq5KGEYwpSLGVQhup4579qniL4R6D4iWC6sddvrzUYlitLeG2haLbMm0SSLIWGSwRtpBwMAc4rRlv5vEFtpUl9Cvhu5vYY7a+fTkljjLuSR5hYbuvBAxnbjkV6vN4T1Pw9oOl3KatYXd1Gwt40aJo59qqdsgwQect8pBxkVjQlOhH9zo1vr+WnX8iatazpqM+VPRR/PXr8rWOGEd/qtlNo6aZqDWmkLGL2/nnzd267mjCuUxwNvT1zXZeGdavdElIhgght0dc3CxmZofmICqDnAIPQHqRXL6xFr/h/T7/UNNmkEmpzJHe2ttL5s3luv8anBJDZJ9M/jXQeHbmbVNH0S1MumW8mr27TSNcTLHNZmKSRADx0LpngnOO3FL/ab+0p+676227XX+ZGIjRWHdNtSjJ2SXTq3/kYHj3wnaeIdXm1ea1/sW0tjujFrKLVpwS0isS2CDjuM8cVlz+FtF8UraT6n5qXczCBdPeVnJIUgNgcZ+UEmvWfENh4pvhb6LNprQPJbwyWl5aR+Vb3SkACRJHyWQjDBcH73OOtcbpOhaJoV9cQeJdSuLe7t993LMLlbmS3CksuVXPJyFX3B5qaTxKhGKb3avs9d+5NLF01TjSe8FoleT/rYpeG7yTQ7iTQ72K+a2lZUhNjcmMwrGWY4K55I2gGvZNK8Rh7A6XZeGZ9VYXcksGualdM0sMe0KqvGEwSvzZORnivIr3xToWklP7Na8ubia5WX7UR5jNGGypJwCM4zj36mvQNC8SNNphMV9a2N6boNFbfZZJmnVjkkuoG0ggjJyOfwCq0HB80nZaJ31u+17afcRjJRrpV5Qtrputdr2Wtj6D8E6FbateaBcavaebd29081tcSwlhBGoIZBIPmH8PJODya++PDfinwfa+EL7wTqdhYa1oF/cLqWoaVdNJfQxXPlCMu2T/dQfL0yeK/M7wd8SLqz1LZb3kMbJIbaWC4s28sPwGk64IZS3I9K9k0nxVo9nFeXdpexNc3W5WkiWRPNB7AnPRgfpgV+qcI5/jcqg6OHq2i/iUne6atY/Os5ymjicT7etTvJNctk+/poYXxT8EeE5bu+fw94c8OaLphvftGkTWulR2K2LsoglmJGGD7QF3AkkKBXzlqPgzwNbrd/b76O81qZExdLA1tGFGxQFbGTkqWAHTPvX0N4wuY9V06O4tNaWR1VryaJGCBXVAdqAjGXwevcGvlPUdW8M3heO91dtPvobnyyZ0aR45MkupQDDcLjjpnPtXxmf0cXjcXPEqo7N6dl2t2Wp9DkiboKnSk1Z6pLX1ehx2rf8I34Z0xbjTLG0v7W2vfNtJL+1a4HmGQsu9D1UNztPHBHeqfiD4q6jP4aP8AZ2geF7AzwS6eb5LuS0mVmwquoiVip6nBGO2axfEWmQXGp29lZ6xava6Yxv2uomLi4ypKqykc9SMEcde1cnp/hbVdZjvookxZ23mM0pkWHyx94OynkghTjvzXg06U8G1Kq02u97b/ANWPtrUXFSm3zR1be+u39MoS+LPGy+G4rC9txKI5I5Y9R0/WbgLBuBGPJYLg4IBIJJNc0b+FY7UzaOt5JZXBmuJQ4Ml4rHMheI5GVUc7uSKq+HWt5Lq+0qDxEb9I7/y5rO5m2zxSE4ChzztyAQOcH610+qeG9G0G7lutXmu7q9tbsve2S3UlubJG2ruKhAxABGV56deK9WrRo0p6R1dnomtX5ef3HT7OlOVuurvsdda/Dq3sNNlvpdYj0zUrUj7HJp1uZZZlkz1ORnHc4/hFaFpp8tpqmkrYG81UXbSP4ie4eT98Au1CucbDgZJx1A+tejHS47me4e+gF0lmxggjikMUMZZQVkKk5I+Q5Udc1q23hzUrm3kmsTaGSdA9xd7Sl3bKACoUFgMADGBmvOw2PXtpwnG7ffqn/l2PPnOco/vJ/wBNbfr+R89Q6PZXXxihisnaF4LeG3lluJt9s4aWR1VTgkcAZzx8o7mv6qP2M7CKw+F8KwvlSYgyg7gjBG79PfJ5r+YXTvhfrF74z87SfEktjHfXyXd8LuAXTwbFBKxPnIDDtg4IFf0qfsZeI4oPh1B4bmlV9QtbGOVZvs7BZmCFWYsOxwpxx3r+rvBTMsp+vQ/fWmoNctrWemn9dj8J8RsPmEsHaabjzaemmp+b3/BTO7t9Z8Q6+bm5WC302NrFA6Dlo/vY9SdvGe4r8zfg3oekN4E8O6mbP/hILTWTNvtpbuWOGwlaaaE7wuB5i+WTwejV+m37d0Phy98S6rF4zn1G909dSaXUNF05BaLduCdmLgZYI7DlRg4PWviG2+LHhPwpoLvpHgu803w/BYo1lpFteRKkQjJ+Tg4wfvZIJz15r838VcU5Zri8PQT5pzun06/5/gfX8F0sZTyWi4R8t0v8n5/qeZ6v8MLPUJL/AE26u/7AtNakklij0ZZ47htgAywD7uwBYEdDXPyfC/WNO0BLN/E8kpl1VLO2txZ5ughBy7vzgJgAZ6k5yOp2NW+Ody3iDw9Fb+GLUzasWazjmlVriBWTzF3Pnb90cgdzWp4n+JniPVtEiGj6ZDpVx9tiN3cJ5Il8vcylQwOfTp2r8ooRxiowpYlLmveL016a/cfpEHj6daDk1yy1s2nZrTsy9pfw5t7PSBpT+KLm/wDLvvtsFneqkMEbBcSSNgDcdoPOOhIqu1rqkmk3sOm3kEc1pMSupRskMrRx7irge/y9emK8pfXPiZ4m106XYWtpbWNo0Qu7575JLmZWUNI0QLZXAGMEd6wviF4X+POnarrGn6De6XZaNeyx3GmTx6gsV7Nb7QoUjkRnJORyOKqjlsq1ZvEVIJ73b6dL/wCRrGhJS5atVNvXVJ7PsvU9X0m98S6hCyie4htLhsXdxMITDeCNtpUs/IxnPy9etbWmeIpZNYiQxWl1dQy+TIkJMs05QnYACCOSASRzxXz5f/DD9oTUtG+zXHi3T9H0O3hW4ubWJ0ur8bwrF1mBwSWHIx0Jqx4Y+D/j7T/I8UHx7qt1q6y/YV0lZkitNrBmilV8DEm1T8xJwTSxeCwqoSqTxUG09FG7+T0sVL2E04pprbTRfNn0f41XUNWuFgmF3oxaP7TEPtvlJC4VsgAAMQeeCMdiD1PNWniO0s7KG01XUoBfWkpNtB5Kq0wK5LsNwJBOWx71wl94R8Y61b3GrW3inXzNDA0VvHqd/HO6yqCdpdT93gAexrz7UfhlouuxahrN94j1yXXLJVt7yMStDDM/y7huAOVAJFcGDo0KtV+1rpryV2rr5fmXSpU40uSW+m3T89NT6k8KeO9ItXaV5bBp2hAjeW/ChuGG4LyRjHHTr1qnL8U9O8PRDW9R1aC7l1zWPsttMP8ASp1VeHLckBR8ozgnJNeR/DL4O/Dsx3h1W3v7mfaUilmupJhFHncVXnODuHGR1PFe56f4Z+C50280vU9JukFrYxXWmWyQkm5m35chlGE+Ulsk84xnmumrQwCxDVNuUet0ktumr+RwV6eGpVHF05S2vZX08rvbqzkvGHx6+GWiWMsuo6Wmu69qLgWqBZ5pXiIxuTZwHGcDd6DPGax2+PXw0vPD2nz6X4c1PEaQ2kuh2aTx3cRdSJpHOCwJJ3YHy8+la/iDwv8AD621G3vX0+a3soyYrFDbxzvvkxs3EDPB3D6MaseGrHwpY39/c2+mWVrbWTRGyu4tOX7S7OMMr9Syk8c4++adLE5fGjyShK6avqradNtehm8vpOMa+Hi9LPVv0tvbtsc74o+LulXWiaXrGj2PiLSIdNjEqpdTSXbxmEEAMzdBgfdHHy8c1zEXjPStY0SXzNL1Fr25RGjnjszCrpISzO8g5xuOcH5ua+lLD4e2/iGO4t9RWykiuwZUgFqEhmiKncm0HAIHXPDbq76CL4eL4dOg2/hbRtNW3jSyvbmHTmN5dlFEYkkcEgtnpxgVEsfQpP8Adw7632T6WtoJYinh3yQhKbWj12877s+PPCWteMbBmi0TQ4rm0s7xLyIXcIuVvmBbCIjZyCCeD1P0r2PxFfeNfLF1qHhm2tkit1ErRlYLiMklsFAgUqCW5yTg9K2NSbw9pMDyWdm8NvpkptrCaMFbudiSdznp8pYYz6dav6f4w0zxBp1jY6vbXkjC4lkurudluftC7iylRy2eec9DnHGKmlmuFbVOdL4u/XzLrYec0sTGCt/5Nb79Uc94Y1PxPp09nq1xpunQwXIEMtvJN9thUuGAYPgYwHBKgda9CvJNU0dYjN/ZT2t0WEcdvMwcN1ZuenX+lMhtPDJtGaA6g1tCm+BSwj2s24gFTnoOc1U8P2b65oCRyOjG4upUee6UyTRQocbQR7suPbNepQzOcKb9hFW8lf59HseTVoRm3O1lfVde+mu5Lc2WtTWcE+mXzTjUUM5ijHnmzjA7AfdPTivIH+FWtjU5bq6mubhdS8y+tpUQSSuucqSmflI4GfQGvolLzTfCemQroyyXqh1g1aV08k4yS2wsctxntXDav4pg0vXba/s/thnuLsTWH2txcW6wyjasbpxwDkcZ4xUV8diozdVyTT0svw0/MjC060m/YaJ39X5Pszx3RPg/4f0rUL3XvGEerw313bvLHc2mtTC3nEQ4UQ52jHUd+eKnu7XSLe9jh0u7t7SJ2a6FvIGW5ukkRsJLIx25xzjrk816R431u4vf9Iuo7V3WMTwRuheJmOQCB/DtOevpXKebFreh2Md/FpVh595taGDSlkmKohKM8oGSDwNoPGM15eIxGIrpzkrtWXp/Vz240qtemquIb1SW9192+h5X4S8LeHNQ8U3Cx2cdg1wpSaWGDy3uXVtyvuBzlSwG5Omz2r3rw6um6QdTJ0awutYgkA+06g/n3V5g/fBkUlwMdCcc5ryPxro0+nWmnXywQ6ddyzINNns5PKHzMQjuqnBzj5g3pWRrWoa0yweXqMsTx7Zbi7PzS5JClY+4GF71rKpPE0VOlNpp28lb+v0NqmElWpWTvG23p6bo/9k=

 

[datnr]

If that's what a good coating looks like, no wonder my speeds are so slow!

Seriously, I would not race those axles, but let's hear from the pros

 

[heidi]

I originally posted under "Canada" thread, but this is obviously the better topic related thread. See picture under post #27.

Hey Guys,

So we shook the Blue Thunder bottle for approx. 5 minutes. We then dipped the axles in the bottle and shook off the residue, however immediately after dipping the liquid became thick and like mayonaisse. Now that it is dry, it looks and feels like wax. Please advise what next steps we should take.
We have 2 kids racing this Saturday, and any help would be greatly appreciated.

Thanks,
Heidi

 

[ZZ Racing]

I think I found something to bring the blue thunder back to life if it dries out in the bottle. Give me a couple days to test it out and I'll let everyone know what and if it worked. So far so good.

 

[OPARENNEN]

I originally posted under "Canada" thread, but this is obviously the better topic related thread. See picture under post #27.

Hey Guys,

So we shook the Blue Thunder bottle for approx. 5 minutes. We then dipped the axles in the bottle and shook off the residue, however immediately after dipping the liquid became thick and like mayonaisse. Now that it is dry, it looks and feels like wax. Please advise what next steps we should take.
We have 2 kids racing this Saturday, and any help would be greatly appreciated.

Thanks,
Heidi

Clean the axles completely with alcahol, polish them with Brasso for 5 seconds, then use Jig-a-loo in place of the BT.

Shake off excess, then let J-a-L dry for over half hour b4 putting wheels on.
J-a-L works almost as well, and is what we all used b4 BT.
You'll be fine,.

 

[DerbyDad4Hire]

I originally posted under "Canada" thread, but this is obviously the better topic related thread.  See picture under post #27.

Hey Guys,

So we shook the Blue Thunder bottle for approx. 5 minutes.  We then dipped the axles in the bottle and shook off the residue, however immediately after dipping the liquid became thick and like mayonaisse.   Now that it is dry, it looks and feels like wax.  Please advise what next steps we should take.
We have 2 kids racing this Saturday, and any help would be greatly appreciated.

Thanks,
Heidi

Clean the axles completely with alcahol, polish them with Brasso for 5 seconds, then use Jig-a-loo in place of the BT.

Shake off excess, then let J-a-L dry for over half hour b4 putting wheels on.
J-a-L works almost as well, and is what we all used b4 BT.
You'll be fine,.

make sure you clean your axles completely after the polish. Jig goes on aclean axle.

 

[Guest]

LOL You all are missing the key thing in using Jig a loo. If you knew it you would never think blue thunder is in the same class.

 

[Guest]

P.S. when you, or should I say if you ever find out what I am talking about you will know right away as you will gain up to a hundredth and not have to reprep for at least 3 months and you will get faster each race.

 

[Owens Racing]

So your saying there was a second curtain "behind the curtain".....

P.S. when you, or should I say if you ever find out what I am talking about you will know right away as you will gain up to a hundredth and not have to reprep for at least 3 months and you will get faster each race.

 

[Quicktimederby]

I would love to see one of your found keys of the Jig a loo run. Will there be one at the March madness event?

LOL You all are missing the key thing in using Jig a loo. If you knew it you would never think blue thunder is in the same class.

 

[DerbyDad4Hire]

Do you think everything is told??? NOBODY tells all their secrets.

 

[Guest]

John is right. I was able to get better results then everyone else when I prepared my cars so I was confused why others could not duplicate. And you could say I stumbled on why that was. Amazing!!! I will say this, as easy as it is to make work, I doubt anyone will figure it out. Please no more pm's to get my secret as if I would ever!!!!! give it to you.

 

[DerbyDad4Hire]

OK Rick told me the trick and I just tested it. I will let you see for yourselves. This is ridiculous.

 

[Owens Racing]

TEASE!!! /images/boards/smilies/biggrin.gif