Help, big race coming in Canada

heidi

0
Feb 16, 2012
56
0
6
13
Have big race coming up, need your expert advice. Here is what we have, turned wheels,then sanded. polished Axles up 2000 then polished mirco .03um. weight 142 grams. COG between 1 1/4 to 1" . mothers polish the Axles. 30 foot wood track, incline 45" down to floor. Axles are notched. Two kids racing this year. thanks from Canada.

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
7VlDRvKisSegCkgt+GalotLucZNYRokcqfuncja6Kd7E/T+taeNUaWCznvriUAZCmPKKvuegrsW8MTwaRBq897ZypcH5Y1uUMqj18sHKjjqQKu22jppF3brPdaRdQXgAMhkacWwJBy+08H2ye+RQJ7nEWumh7yVQtzIYxzI6fIP93/ABxVm2tJHsnmFndKEOFQ7QZPxBx+Zrv4LKzsdS+wLq1tNpF2QLi/jtGKx85IXK9RjsO9all/why6/Ppt5qeov4XjUi3uY7RFnkfg7d20kDOfy7VLZcDzUWM4jjmeylLP/wAs/NACj68g/hUrWU32pIUgV4mGHd5SCvtg/wCIrvLGbw1Ibt9bl1N7KKN00xYoo1d+SVLv04zzwevtTV1HSbfQ5rq+bUjr8qp9luFYRxRRjgHcG+bKjGNoxjrSubaHGQ6Vey3Utu9ogEZxGVkLMx7AjHH4E1GulalJpzXhtYFmV9iyBGeNfYnjnH867W+vbVbaGxtrbUI9anmzeXEl0f32eq4HGCTnc3rUOp6hpkl1ZvaeHb2CxtgqXIWZnEzgnl327VPbgdKSbFdI5KfS7yKK1kURRJLlpCbckSgHB2nPqCO9TNo10L7ynX92yqVtvJw6kgHOfoc9O9b/APbemP4guL5tBiMLf6q13ERRnjvjDfTpzVWeaCC3ngfTYJJ5SHSdZZMxjrtVQ20/8CBNGouYxV0S9eGaNZE3xkjd+7UpjJ7nB6H17DuM159GuRYQy/bON5Virxb3x6p94D3AH1rpdQMTwW1jbadp3nxZZ7pJ3Uy8Zw5dynbjAHOB61DNqBmv4tSttF022MMSlrfyx5bkEDlGLBm5JPQfL64pInmMKTTHhu4mNyGikjVvLR0ZFJ/vY5B9QT+FObSkWeeAahuVmIWbzGxgf3SBnHH61rxXVxHLczJZ6cRclkeJrZHCgjJKKykKM8DBBFLpi3k8S6e1vbSW7N5p8mBZZ48Ej7xUMOBnAbHP1qjN67mZDoomW2t1M7z7gI4g773JPHA+9n3NX9Q8KyWetTIbS88+OHfcRyo8ZiXA5ZTwO3OKvf2wxu7aTU7iSX7Imy0aKVYpEwQR8xUk4x0/WnLr+uNq0mri/vWuNuyS4SdklVMY6jrxjg8UncpPQ58aVaokiIpFjvIMpUtz/D19all0SRLGDUJbZkiZtluxj+8Rjoc5wPpU9jqU8dhqMUd7ObaYhZFilKrle0gHDdCcH0rNfVd/h4rJqUjxRyErKG/dpnA+50BHrTSY3I2f+EO1UaxZ6bJYMl5qKKyK8Kxs6N3OWx2P3sdOao/8I4fLvIWto2isifMUKu0NkgHuOo7HmqNzqNsIrKW4vLpkOMyp0kwPXB2j2/WprmWFr0Igu4nZgV5zGRz8vTr78UJMi4jadMsZu2R8SHZGTsGB3wT+HU4qKXTLqU/ZYPNjnj+Z908K5IHPJIVs9gCSc8ZpbaOQvcDZeHeTtEpwvvtboAcipHsZSrQOpDrJglpl+XjqrLkH/OapIZUGm3DoNQE5MakI8RmRTyPvbDhv++c4PXFZkllOrkK98w65SdSBntkjPHSt0WafbiXjj4TAm3nPAJ6DqDjHfr9cSRT2kUaxldLyox81jCT+JK5z9apDT1OZij2NEriNA/KoOGb3NWbNXF5LbveWUt5tyI4kx5fpuGefxNEEd3ciMWccBPWWWQnKqPQDr+JrrdOHh4aFdNexaj9vVv3XlmNYRxwXY5J+gA+tN6EddR+kaDqHh1tP1HxNpU99bXWXjSVvs/mj2x8wXkc459au77ew1+6a+8NRRwzxh4LWZ5VSJWGVYHdvYY9TWdLPpq6akk73CzKQuWkXyz0wSTknPPAxjin6lJYpb290ZGgAJRlZl8uThcY43E9STnHI4GOZGW9KP2mdLBEhCTy7B5rMqnIwCcEHgnIJOBjJ71LHI09s+mF7YRIMglBk8k8E9D7ir58O3mpWcmvpNpllZHItrJ7hUeQJjd5an5nxxkn1qzqF1d6nosM4g0yxtLZ2FvGIwpZgoLAPjLHkHDHuPak9wdyidW1K908aJeavJHpUOAsHROOhC9M/z9aqQ3ayQLZXk1w1rCT5McKKMH+9jufXNM0+3ivVu/OvngeGLzEVopXVj/d8wAhSe2e9VktpY7aORmlkgLYDSTEk45I67scY9KGrDTLMmr6q+rRy3pn3QR/uJlm8t4nH3cLjGM49KbJdi8S6u9QuGlvJJBsYnqMDLM5PJPIwB757VXlkkluV82xje2GdnmGOSLg/d8skkDk4BGPSkhZ1mZVt1SLaRn5T36BcccVBVyot1JaCaS7uIERmxEcFMDng889qJJsJ9ma4Vbh1ypWM/LnAzjnjOetTpBJcE/aLSAInKhm3kHP047VbRWSNl+0hN4Acqv3fwJG7n6UC5rlKO2nht4zdR3Zjd9i3IhZI3fGdofG3djnGc0lrPA100PlTO8P8Tq6rnjuMA/8A66tSxeUrWh1VnDsPKkNuEIGf+ee8jPBHWqN0rhRpv9sRx3zHKt5ahmXJONhJxx70CbuXraeaBpWW2KtJGUHmBSCCD0GcA+56cU2W3mQeR9giS8WQ7iLpTv3bcZcOY8ADgjGOabYX2mLfnT5Z0ubtIyrRiQqQ237xx6dcZpqNY315JbeZdC5iBKeXIYwMMMnBGGGeKBX1IpLZ/s7qlgokZfLkjM4xgZ/iyQSfUdc1L5otYEFnZypNPIzTrGyxxRqcHAA5POeAAAAMezniiaUvNpuoW9wFEkbzxTQl05xsVsKyn1wfrUT2zwTy3dxpurWtzGm4xXCSqZARkFUY7T6DApgmatxawjT0hns7xLqQ7i0jDY6/w4Qrk/XdWItvfpfSi9s4EAybeUZ3kHjBBHH4GtKO+a8uJNX1WXWWlYlnJBluGPGMB3X0HfjFWLcade3UZ1A3rWsuFBe2UsnoZEJPA7gZ/LmkO5ztz/o8UhkureGRyqicRYyfQqTyRyOv5VHqYYJFHBqSRSsdyyPCCHGOeN305zW79msLLVUhn0+W70wyOHazSJTHnowjfCsvJyoI46VWurVoJTDbxxG1ACIAu0KB2x2GKpCvYyHmQXkVu1+I7gqAY9ow59QP/r1JDLayahJEl3cfaIyS8DEbNoGOBtz75zzVhYrw6gTutntgfU7146enX3qOBrhRcSz6hbSW5QlHjUBkHYnqOB+dUFzOtVQWl8S2rzgLk20yFZFz2XgE5+pp6GM6LBImnalfJ5h+WbKzR9ecHBPoKsRuY9Jme91dXXcAtxEmwp0x6+1SmezWxga6ubi5id2CzQsUOecHK8ZHQZBz6UEvzBo2NxbyJppkQov7wsBJH7HPJx35rO1DTJTezMmkWUqlsh2lKls9yMdatalHDvtL921ILAiZuIc7ACcDf2GT3wOuM1Bq1nZy6jNJJo91cMxBMiSlQeB0GaT8jSKY3weBd3VoIFW0WO4V4ReBQhYdGZW4xzn5q7iN73R/ENwx8TwzPOMz3dmTJkt1AZlHPuPzrBvrzQJNM0u30/TZYryNA99PLIB5rY+7Gg6KOeTyabrl3pYFmbO1ubYuAH+03SuZznjagVQo6jjrVmfU0NKdI9QuFW9dFuAY1kdvLEgJH3yclVyAT1PHTpVrT3FnPc2j6nGd6mMG3lkWCYZ7kqG29TjbyfzrM1W50qKSzeGOa3uJF3NHcXfmmXnqEAARc8AY/E0+W6sobu3ntoJPtK7ZJS8ry7znhmX7qLnjAAFIZr2aWWn3sravFcXdsIybbyw0KznPHLDIXrTrh4IL+G5k0a4tNOmHyRz75I845I+4X57ZH1pdf1zU9YWK/wBW1FtzyARCaSSTL9PlzkICT90YUccCq19qsN1DaWt7rNnbXSLmOFp5ZZbgj+NgS2PQHAHXFSF+w64jubO6S+fTVggkYGNHibym+isxPPXBJqBwzObi5gERcAqLXCJu+h3YB54FWtOsprnQ0lS3/dWikPIiBnPOS0jsdznnuScdBVd3kvJHmlyzhAd20KODjGcYLd/egRn7o7lvKgvF3AZbymBOCMc0iLaX4EUd3I+xeTGxXdnuSOvSpSpgYJbWYbKZDZCKOen8zTrg3MW0WlrFICDlmfbtORj9M0NCuLE1pcsjgGQxR/LvQ7SGGOQeCePqOopLe5hu45XSO7QIBlGDIH6kDGcE/X1qW7GpMsZtTbrlTuMwJOfbHb3ou47yUf6POkRC4wyZy2Rj8MZ4qbBc0YWvrd5LSW2s7dp0XbKXhl3KQcfvBkp15GQR3FWbq11KzkXR7vVNKaB2Vllgummt1z3JCbhjvhfpmsmSL7U6Rx3bpsb5ljI5+vft06U6SO3v5BB9vuF2E/LazKCc+vBHXFPlHzEmqac9jcyxQ3um303GLi18zyyPQ71Vsjn26c+iMbmeCO3kvWi2nCuUMixjPOFyP5ioLu00jVVKebM1xGQY5ILmSMxgNz8o+RwehJB6cYqxHFpk8LPPpaXE4VWguJJZo3iGeGQK4Vhn+8poFcarlCsc1yk8ifd7Bueu0+vpVeaEygxtqJtJiCybFRi2c4BDds+nPFT3OnpLcwvfaRdW03E0UtxbPCZFyQCpYDcuc9Kssl3FbRx3/hr7NHdAT213eaZHvcAjBjmKlhjj5Qw+nNMdzPupp/s0FhBqsFldK6SysLdHeYbSNuGOQp5OAfzwKsRaneqGsdP8QW8AB3XNki28jSLxncGUuBjj5SMZqqglfUfJ1DR57OVVWVJJPLkDKejBkYjOOxOR7VOtrfR3UUmpaZDAkqCWGSK6imLKeMHYSUfHZgOtFkCZde58i3NlFrFm8jjzHs0uAXC5IJKHqM8FhyMYyOlYsM+m3N062tx/pMRPmxkOhGOMkEDI9+nNbN9bzQ3MbXCWNwqxDyXt7syAg5yhLIrIc9Rt796pXsd2TcQKtmsiqPImhd5I3JXOSrBWGDwR9ccUJBczLe2hilmuorCSOcqWK7sbyecdduSRVWyRDa3c9poptr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:image/jpeg;base64,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
 
[font="times new roman, times, serif"]What are you wanting help with?
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heidi said:
Have big race coming up, need your expert advice. Here is what we have, turned wheels,then sanded. polished Axles up 2000 then polished mirco .03um. weight 142 grams. COG between 1 1/4 to 1" . mothers polish the Axles. 30 foot wood track, incline 45" down to floor. Axles are notched. Two kids racing this year. thanks from Canada.

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

Heidi,
From the looks of things, those wheels are at least two generations out of date compared to the current BSA wheels. I suggest the following in order to get the maximum amount of help from the experts here:

1. Post the rules, or a link to the rules, for this race
2. Get yourself a CURRENT set of wheels and axles from the local Scout Shop. The wheels shown are VERY heavy, and are going to slow you down at the start. The new wheels will definitely give you an advantage!
3. Assuming the rules allow, run a 3 wheel rail runner with canted rear wheels.

Let us know how we can help, or PM for more info.

Good Luck!

O.R.
 
Here are the Canadian rules:

Rules and Regulations for Council Kub Kars:
1 All Kub Kars must be built for the current Scouting year (2011-2012).
2 All Kub Kars must fall into One of Two weight Categories:
Light Weight: A Light Weight Kub Kar shall not exceed a weight of 112.0
grams
Heavy Weight: A Heavy Weight Kub Kar shall weigh no less than 112.1
grams and shall not exceed 142.0 grams
3 A Kub Kar must fit the following dimensions:
a. Width: Must not exceed 70.0 mm.
b. Length: Must not exceed 180.0 mm.
c. Height: Must not exceed 80.0 mm.
d. Track Clearance: No less then 9mm
e. Inside edges of left and right wheels shall be no less then 45mm apart
4 Each Kub Kar must pass inspection by the Inspection Committee. The
Inspection Committee has the authority to disqualify any Kub Kar for not meeting
the specifications. At the discretion of the inspection committee time will be
granted for any non-conforming Kars to be modified, in order to meet the
specifications and be included.
5 No loose material of any kind is permitted in or on the Kub Kar. The Kub Kar
may be hollowed out and built up to the maximum width and height by the
addition of wood or metal, to an original Kub Kar kit (the original block of wood,
nails and wheels are to be used as intended. No substitutions.).
6 Details such as steering wheels, drivers, decals, paintings are permissible as
long as the details do not cause the Kub Kar to exceed the specified weight
categories, height, and length or width specifications. They must be attached. No
loose items, or items that could interfere with other cars or the timing system.
7 *Kub Kar bottoms are to remain paint free.* This allows the race
committee at the Council level to apply markings to a clean and paint free
surface. Bottoms should have the youth’s name, group, area and the year
2012 on it.
8 Only original Scouts Canada (or parallel BSA) Wheels and Nails are permitted.
The wheels and axles may be de-burred and flashing removed. The tread
surface may be smoothed but the original diameter and width must not be
altered. The edges of the wheels must not be radiused, chamfered or reduced
from the original contact width.
9 Only silicone type lubricants can be used. *Graphite or oils are not permitted*
THIS INCLUDES if you have used graphite on the car at any point in time
since construction. While you may argue that you’re not using graphite on the
day of our race, the amount already embedded in your wheels and axles will give
that car an unfair advantage over those obeying the rules. Please, play fair, it’s
about the youth, and not damaging the track.
10 The forward most point of the vehicle must contact and be able to rest squarely
on the track starting pin.
11 Wheel Bearings, washers and bushings are prohibited.
12 Springs or any other suspension devises are prohibited. "Slotting" or "spring
boarding" by cutting slots lengthwise more than 5cm from the axle nail is
considered a type of suspension device.
13 All 4 wheels must be installed. Minimum of 3 wheels must contact the track
surface.
14 The Kub Kar must be freewheeling with no moving or sliding starting devices or
other mechanical assistance. No device may extend forward after starting to
affect the finish line electronic timer.
15 The Kub Kar will race in a forward direction only. (Front of the car should be
marked on the bottom of the car with an arrow if there is any chance of
confusion)
16 If a Kub Kar leaves the track or has parts that have fallen off of the car, repairs
will be made and the race will be re-run.
17 No modifications are permitted after registration. Emergency repairs may be
carried out only if damaged by racing or being accidentally dropped.
18 Pitting, consisting only of re-lubricating the car, with no additional modifications,
will only be allowed prior to each round. There will be no lubrication of the car
during an active round.
19 A Cub that is unable to attend can have one other youth race their car. Please
keep this within reason, and for good reasons. (making one youth responsible for
racing 4 other cars, isn’t fair to anyone)
20 All participants must be wearing a Scouting Uniform to race
21 Each Area must register a list of the participants 1 week prior to the event, on
supplied forms, preferably sent to us as an emailed spreadsheet. Please send
names of ALL potential racers, and only those checked in will be scheduled to
race. (we’d rather avoid manually adding ANY names on the day of racing)
22 Leaders occasionally bring “exhibition only” cars of their own design, and this is
welcome. Please register them on the form, at the bottom, and mark them as
YES under the Exhibition Only column, and they may race for fun. (some
limitations may apply, if the roster becomes too full, but put them on the
registration list anyhow, just in case)

*What should our centre of gravity be?
*How much wheel to axle play should there be?
*My daughter's car was clocked at 232 km/h last year using Hob -E-Lube, any advice on making the car faster in terms of lube, silicone, graphite etc. and the best methods of application.
*The track is wooden
*The wheels are what came with the kit - wonderful "Made in China" products
Thanks,
Heidi

 
How is it possible that you guys have speeds at 217 mph (346km/h)? We thought our daughter's speed last year was fast and she was clocked at 232 km/h.
 
[font="times new roman, times, serif"]Well, I knew someone that used silicone for a lubricant and although it was fairly fast it was no match for a well graphited car and oil...well the oil will blow a graphite car off the track! Most everyone I know has spent a lot of time and money trying different things and keeping track of the results good or bad. I would recommend a 3 wheel rail runner with a 3/4 inch COM (oh sorry 19.05mm) just kidding haha. I would also recommend reading anything that has to do with tuning table if you havent already. Hope this helps[/font]
 
i believe the average speed at the SN race was about 215 for the Street Stock class. the unlimited was hitting 230+
this was over a 42' track.
 
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
A784aIPFWkurJFJJsGQ9pPnA9g2M9+BW/ps8tw0NjchhbIFEoXIDAZw5HQkA7QOP141rIHEkr7PsrT70dyGlJxgBgPugDA9M4JOaL2Jbv0KPhr4z+LtE2RJrc8QH3FuQ0Z+nofyr03Qv2jJbsC28SaBa6nG2MsUVj/30v+Ga5K2uLCewmj1fy7+B41tkjdCx2jLLtVB6q3JyfmLc8Y5afwv4du5vKgt2026AURCGVkcs2NzYIGQueBjnaenZpgtD6D0/xf8ABrVLhbuMXnh7UHJzcQSnehI69SR+VSeJ9AOt2bppHj3wz4kgkGIbbXoYZJBxjAkcF/TGCK+crvwtq28C11RnRN2E1OJHBCnAO9eRnjt3rHutM8RiDzIdIkeMLvLWFycEcchH+Y9R0Hf3pSXcuLeyPUde8FeN/CrrJP4U1eyt0YyifSpxeWy5GNwilDjOBj744xzXK3ni+/NtdW0t5ptx53y7LmGW0kjHIOAS0annP3sAjv0rnfDvxN8X+H5Y00jxdf2CkgmG53xgn3AyCPrXd23xs1e8UN4v8GaB4sgcYe4NtG8oH+/FyP8AgXNRqW0mZV54uileKQWt7aFCVkYqs8Aj2/eDxbh94fhk8+kC3iXEECWWspPLdBpZVtpQVUZB2nHA+9jHoPQ1tTar8AfEt0ssdpr/AIJ1AsSZLZxNFGfXBYMPwpZfhPBrZWfwr8QvC3iXBJWHUFFvcvnk5LgMTnuHzVKYnRvsYU96t/rsJ114YFVFg3xOWULuJZySeSSScDjOcdcVlTXcVpczxxgzRPnyGVeo7cNjGDwfcVqeLPh78QtAi+2a5oWrW9psHl3NrcC8t41XoBuLEKM/3xXG3mtyDyre4j2mF2bfHH87bsZz37dh+J4pqVtCHBmld/a49K2tp8ZDEy+cCSY16EYPUemfxzxVHU3sJLaM26SC6z+82j5AMdvUnrx7+2Hrq/27zIRrJiXydoV1Cg55P3skcknI56nFTeHLkHzbb93EGgP3oid3QAE8kL34HbNAMxrnwzY309sLG+nnubhSzxgZMbenPWk1PSrXS7+5tY9YhuJrYFjMWPz/AC5BGM+w/wAK6DSba3a9uJ5LsRznMUMNpnezMnB9k55Jx3964zxFY2/9rXSWN8bqKFtslwhwrn/ZB5x71DZWrKmlKp1eO5v8vbiQeZtk+YjgnkZI4Nb73Eeqatqd+b2eJnf5Qjbd0Rz8p5J6BeOf5UxbvR7KW4a10+NfKxFBFJJ5ynrucknBPGfTnOOlQ3Vqt1cJFYGPzDGHfYQqgBcknsO49+MDmkNlFY7ZknjfJmVzsck5Ix+X/wCupJrf7Ba2l3b3Z+0SoWk7eXlioUE9Ttwc9Pmx2qWG5tZNMewLLAzSh7mZiGaQjIAX0UZPA6k5OcDGXdSQmB4FkZljlPkk9Sp/zmgYl422MrLkzo5G9cFSPr+FWI54Io0W40rzJCoYu0jAtkZB/EGorudJLZYxI7bYhuyMEMOMe+OMUyYxJJtgvWaMABSwGelIFsdTpktmmqWXn2MTwRFWmDyFftA35554+U7eMcDPXmnG0EH228sm863hlEaHcM4bdtJH0BB7Z+ozFYLZNdONTVkjKEKqNtZDjH6HBx36cZyLejX1zose7yi8U6hnBGY3XOCh7MDgg1ZNypeb/tC3dyRdq5WSQRPhjkZxkfkcd6yCbkS/akZnjjbja5GD6Y610tolhKZ42ieETHdZnG7HONjHI6g9cHkDoCarapFcLLbXolSOcKBHImA3ygD5h1I478daaYiz8MNB1vxf4oSytLMywks9xNIQqRjuS5Iz7AnntXe634F8SabI8ckEvloTskwHTIGOGx/InFcFY6r4y0p/PtL6/USOzlbZjIN3q0Y5B5HOO9dJ4X+OniLS3CXEdnewll80CMQswBzj5McZ55FFyXzPYfcHU4JC1zp8aBkKFYX3HGewfkexznpz1y621mW0S4tlkSOObO1LkMu3IGeowecng9cenPommfF/4ba4EXxVo9xb71YM5iWZAf4fmjKNnPrknPPtvaP4R+Ffi7Y2g+JEtpJhgQideTk4ASQA+mR83t7UokNyXQ8ve9tTpcU6eU6yIyyPFL86nJGCB0JHIII6UWOoz+XJHuim3oYm8yPzA+Cp3blPB4XnODnvXceIfgbrlm0x0kteLksohQQSSd+FJGcY/wDrV5RrMGteHtVmtddtLqxuI9ypFf2rxqvo29AQTnkfIR/OjVaMa12OhvrxJ5PPktlltFwsMZwzZAJPBGBycfhnvkyRXUkd3BLJMbBdvy7AkxiBI+8ORn5R7jHasm38Q6Pe6VLd3lrqP9rDjzbQJLABkn5tpLgYwPujGM5JNNU2+pwJfW2r2N020oYI1CSIqjPzKMnH+035ClGS2KcLasv2m++s9S0q2hiu7XyWKRyFCu5WKBiW+8csuAM5P0OeSn8LaHNNFMQ9patw0sD4K5I+YDkYxnt/Kt+ecW4juNPaLazGNo3TIJ6gEdhgZxuP1IzVVXa00yMA2c9uXRTHIpEpYKy8HHQd+QMkcHB2i6sOit0OffQdSubNms9Wiuokc+VDqCI0irtJHJyRwOcDGeD2qnGsgmleTw7eWssByz6TdMAmDtJKPvP3uOCvJx1IrqVurt71beNo9NhO5ok2rKUVwTkswJJx3GPoM1R0e2iupJnluL23tWzm7jjJYg9j8w5bIOCfepcUVGYaZ8S9e0W3aLR/GWrPbMrJcWlxE0UmDxztYh+p6kfSta3+M0eoTH/hJ/CXhTxCjABna2FtNx38xNhz9SawIlspI9QihgDKm8W7uo3jAODkHA9ayLiEatCkUsNrm2iJ3MxDuPTk8n0Ax9KhwRaqO53T3PwQ8RSASaf4j8Hytg4hZb23J78PtYD6E1Y0v4P2niKL7V4S8XeFtTZmYJp9xO1vc4yQABIBngZ4YgZryy40eyS0Se0vZElbpEvJ3ZAx646/lUUyaroVzCLzTru1ndd6GGTDEZxkjnHQ9hSaZakmdZ8S/BnirwTs0zU9Dv8ATPtB8zK3DSQygcDaRwcZPc9a5vSfDd4baDU9Rt7qLT5JFDOoCl03ANtLcZ6gZ4zVa68Wa79oSUapfHyhtTzJCSvPQ13+q/EzW9V8OaJ4evdSjubCHfMI5Y12RscgDkHgMcj0IHpQnpqQ9Njkp10e81mIwxw2tmC7mIyN90ZIUsw6n7ueayra8NrLcsitsmBQbDtXG4HH046VLGbA2tyskZaUMPLk3nAHpxwc/wCFOs4NYRba1FrI0dy+bdJuEY5HOG4xwMk8HHtVdCbiG0tbXVdPFzLuSby5rhWUoqhjnbkg9u+Ovr1MOoXsP9v/AG2K3URrLuCIFAODngAYH0Ax7Umoz3F3fTC8YXF5I2C55JYn1ptjctFbmxt7ENdtIS0m3c5GOg7qByTjr36ClbuUMRrqSaVBZl5nUk5XkDGSTn+dUC6qdrQnI961Hmn0+71ISXKG5aIRM6MHBJZdwDc56EZB59SDzSuopEuHQyoxU4JJxmi5SsdKrQ+RK07SPdOA0RB53bhnPrxnn3pkt7e/2fZ2lwPMt45GMK7vmAyNwx6HjnHXPvUccd6XMrpGuxSQ0hAHQ8fU4P41JZWt1NC2rbUMVqyM6g4baSRkfjgZ7FhVbEJF29uLieOFrqynS3j2guB/DtAA9Ogplu1vdXLS3klwkLEiOQ9sA4z19OlTXGsJaapFcaUCsLwBWjZ9wOU2tkHPJ7jp1HTAqAtcJB9iWSGYS4bb1KEdPp1PSgRbv7QWkqyJdtIrEkMMg7eMZNRpYWeo3UUSwYgK4aTbknA3M2D2GD+Aoi+0yW50yGaVlBV5FUnywcEZPofm6jA59as28FxOkuliaJhGwZEQj5zyOD19OM+meafqJFOfw5aJpyXVrfhNxxkMzc5HHI5IGTgHp9DUd3pWs6W/ySWt1t/iVjE+c/Ufqf5VdinhOYl04S3LIU3MSf8AgWQQcjnAx9c1PerJDsvLi6X7QzHfDKOVOT25z7559aa0B6ljw98XfHvhWMix1jUreEdYp182PPuGBU/jXbeHf2p/EMYa28V+HtJ8Q2brhkZPKzzyduGj/wDHBXEX+ozm+Y2kUFuJlUmIIHC4BAbOBz1ORjqRgVm6vommfK/lx3Dyhld2jaLYfVcYB9u3A/FbgnY9Yl8e/s8eLWLa34L1Pw7cS/em0xlVUPqFB25/4AKYPhT4L8SxlvBXxW0i73n5LPXI/JdfQBjnn3XH4V43rHg6KztNyzyxzh1yXOUKspIxwCe3IyPzFZFxour6fBHexMssLEYkhfO088HOOeO2aRpzJnsWs/Bz4l+HEaWfw1dzwqvyXOnSi6i2+pU7j+RWuYmtL+y8w39jEs5ULH5yG3kByCTzlTxkcsOvtWR4N+KPjvwlLH/Zmv6haqD/AKsyHa2OxU8GvYIv2mpNY06Gx8aeEtF12NOHaWHDsO5BH3T7gUnJ30LUYs8vvV2afFdPb3MKs21rl9zRkAcKsgJXPOcZ449av2okvNLt7JNVgsdK3M0xUlm4HVsdMjgAHtycYx7V4avv2efFkZaNL/whfSjrHcNtU+gbnI+oFZviT4ES6krHwX4k8O+Jc/NHFLIsF2ep++pBP/AmqFVbdgdCyvc8Ln08taXGoW6vFaIdqBg2JgCoOOxIyGIzxke1Q3dyup3Nt/Z9pMtyiBGXK4O0dRgDvk+w6knmtrxl4N8d+ELeS21rQ9VsrZiMv5RkiY/3Q3Hqc/Mc1ySXv2d45I43hcKVkO44fk9PQYxx1rT1MHGxd0gagb6V9MtGaVSXQpuLQgHOQQf1NTeIbGWyKXH25bmZ1VpWxnDN82AT256jrz2rOe62O11bukCyMcru4X06k5/WtHS9Nhl1OOxv7+ExMpnYxyZAxn5S3QFux5HIzSY9Dn/EmnrYNbvLOssk6eZJtIIUnnAOeTjBPoSR2qLRJbL7ejXsLTWy7Qqqdm8A8gnsD0z2rW8R7rqye7uUKRynFnCyK8kuCeRwDtHOW7n1wcZNpPHe2bfatytFFiBUYKqgHJ4x9TxjuaC+g+5tUeK5urf93AkoQLyc5z0Ptj1zyKW5N480dkmZppNgXywdzFgMLjqTzj6+tFxbSRaDbTHUEYTysUtEJJUDALt2GSMAdeMnAxl4kuNNF9FO2y/GxVK7W2jBz8w6H7vT3zQFrFa6gks53ka7j+1RtyI8nH4n+lJBPIJ0ubh9ivG6q+DyMEdvfj+feoy7SyQO1puUqUAyQJCOpz68jpRcSSTvDavFHBtAVN3yhQTnJP45zSEEEcU8kjTLKC/zRkdCO59//wBdVW+VipABBxViea7uIPLkIYWiBQxP3F3YwPxbpWhp1jpMtnHJd3F2szZLBFUjqfX2oBjo/L3f6S8uzGCo7jHFPhlvIrBvKl2REeWyg4LDrg+o6fpRNIwlihlSMSoAdykMCMAjOOPr/jU91su72WZYorZCcmNFIUfQdvp+XpVC3Q+JW1CJ4oFt4EtY2k3OQrOOBjPc+g+tJahPOhjWR4HOd8pJ6HIOMeo496juQLyWOW1shb7kAYITsLDgsM9M8Ej1z06C0LoTaYLdoRJDG20v5YDKxyfvdfwPH86QWsNhuDbzSeQ53O20SqxBxyD+efWr0DxvLHDAysEjLNKeVyFywGR0xxzkfzrPd1Wz8hVV1DZaTZggdhnt3zUgdby3CuIoYoIztOzBY9cEgZJJOBnOPpTFYv6dHLbxDU44mNvGfJaV2GN5BK5B7EDHfv8ASrOyS6tFuWuZ1mGWiyhK53dUA4VRj04x+WNaXcptpoMQRQ/eJZCxJ7AH+Enn071PpX2OSOT7asrhtxUh9qFscdjznB6dB1GchvuCNG3m+06LeS3cBmvAymC8FwEMQQcrtHByDwMA8cZzikaZ7yztZr6W48iJBGzuRucAnhCeuBjqe4rKSFGsA4DrMGYsWmVUZQOwOOfxP0qSK1iOg/bXuZ/MjmCpF5YMeO53Z6jI4x0PWi9gt3L1hNZXFpMbzUJf3RBjtHMh39AMY4yAfbgH2Bj1cTWh8tkWNJW85UIcFARkAbvY+9Qao7sYtSjlhQyYysaBNjYycKOAOv45pmpi0aFZLe9nuGAXAk42g9R3HX3HrihCsaNxb2zQmzh1MNtTdJFcRqqZz2JJOOc/0rnl06yuAyxpIJSRs8voefT6VZmFgumRlA/2reNwzlSOfpg9OOc8nIp8fmJqEHkXYiaRADIF2qoI2kcZyMZzxznpQNMz7zRtQsZkjyAzDO1iARzjB9D7HFQtqmv6TdFYrm5t3hcjMb5AYccFTitu/tw91bR2OoXF9cmEPIZIvLEbD+EHccgAfeOOnSmtdQ3NhcP/AGdAbllChtzYQAAZUZ4PHOc5zxjpUtIanJKxq6R8e/iXpyrF/wAJLeXEIBV45X8xXU9QVfKn8RVjQ/iB4Cu0WHxb4IaZiDuvNNuDbT5OecD92ev9ztXGSLPfD7Q9oLgWqDefKyFUcfN+nX+tU3toZQXEFuWkJG1VwQT6AY/ShormPVvDfhj4ReKLy6Fj4+vfDrqge2i1bT1dXck/KZEYjAAHJUdenFL4q+BnjTSNEu/EOk3Wka7ptsnmS3Oj3anap9UGD7/drxc6bdiV/KBJjGSOjDHtTrbVNUt43t1vLhI3UhkLEBh6Uhpo1xpniTWbqSeZL65lgh3yyvuYxRLhQSewHAH4CqttBELiO1nV4iZQGkUZbacdiQPft9a7X4Z/ETWPDfhrxF9k1WSO6uIYYVR5cq0QJ3rsIIbOV64wM+tcnbyWt3FeTXTyrNsBj2MqrvJyS3HP0GOv4ETJaJrpdIsrOJQlzdXJJLFpAsY6YG0ZP47ufTjmrexFJZZNQiILQq8QgdSoLAFckZHQ8jqDwcEGqxuIxp6wKv7zzC5YqOmBgZ/D9auXNyz+XO8OI3AUREk5CqBkn39BijUFsQQ/bFFvEiiU7WkiQENtGCWPt0J5+tU2lHFwHYXAk3Z7Adse+c1ZeO/sJXt2ikjlnj2LHjLbWIOAPf8ArSwl7qCV0NnapbxLksoDOwBAA4JLHn29cYFAxDalLpbe4u44hMqyOwyVAxux7kdMetVXLB2EJlaMEhT0yKdG5mmgS63hJHAZzxlc8nJ/GnultvO12Uemc0g2NJSfIklFyBI3yMv99Tyf6VYtRHKsELyM7NnKgcrgZGDnnPYf41nRbBG5JG7oB/WrJeJzDHGhiGRlt1WyS9BCJbmSGK6CRYYh3DAOACRkLnk7QPrjPAzUTbjB5b3D+XEeEByBnqQOnaoopJEWSSKRgocYXnDDnqalR7aOIsCrNKnCt1Q+ufzotYC3LfTNbvKkMECcK2wBSeMcAAdQOcepz1qG1JnWZXcxALvCqBhiOnGfftnHpVWScyQKjLnb/F3PpVi3uJ7uWKN5HjgAAyMKQAMdR2/zigLj7WSe9unSS5MQZMOzc7gMYH6DH4VLZvaSRfY28zLAYONwLbuCMcjjA6H+WKCKzTzPZZCICQ0hCkL784zVu2ksBo7pd7mkyxi2PhlbHHGDkcc/zpNisTBdMg1Ndrv5a8kXC5UnIODtGSMeg6/nT7a1ur2CY20MDb3ysIlAZcc8A9Rgkcf4ZrW+nXV1prPZWc1zLGRJK0cZby0zgE4PdmA5HpzzUDB5rGWWaUo0LhfK24znPXv/AD/CmhNIvWbS6hB9gIghaE8TSzYAAJz2569R79c1VignllntIFilMQLM4kAGFPJBbH+T0qF3j85IYJvKgkCFw5yAfcgc469KfZQyNNcfZZ4VMQYqJDguBnJXIxnjvjrQPqWI1sJbe4N0k1vcwx/LtAKlhxgg8jP8zTLGdrFGuJ7PzlljZLeR84VuPmHIyR79M+1MtLaG4s7h2vWjulyRGYwVkHX727IP4VDEYWmj3n5EHK8lT659BSuBaupLW3a1vLe/kupWUfaEdNuD3UcnIxjkgc1BpptpbuSO5vJbOJtzDy49/POBjcPp1qSfULGW1lRbKFHZgwYJjGPfsOTwMduTUEmqTxxRi1Ih+XEgjXAbngMcc/596WoyYwLFM1xYpcG25XzJsLvPfHbkEcfz61XtntYWlmk+WRP9Sinue5OasTX2qLY/aGgEUEoMUTH7uMYIUHk8cZ7ZrHCs8LOIyQpALjovXigOpdNvFFeyJe3Bic/NuTn
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 We made notched axles because we have heard these are the best. Or should we run axles that are not notched?
Thanks,
Heidi
 
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
F4YKskJ4WceLU3aXxCzMydiKytsc+rJdWmnPs88s4EVtqkwdmdF6kER87g073QTN66hIqahIqZdlNwjZ3RKM9TiFLA9cgbkKcP1+Rebi4fr87tkmWpxiqYytUfOKIrblXj00yZu3OVWNuBEIBFUiM/Ip4fq8iDrGajJAYT6gCETRk8htwacIH26+u4LdAdVufipkkFVbp+cBbUWYj+gzMFEuSEgcd7pytzTkrwzQFfAPCFknZTkhMAQi1ZhASpagoVBt7Y0qoWfqCwOry44V1sa1ciJqyuLhpuggRvfxE9sESY38ZPrOQm15Qn1nKRGfmqLKKtVnNlWmdValamWZqnlWR1yRpeSpZakd1RldMmyuqsZvQrWYG3eUF3+UF3+habii80lF5tLLrWwr7SVXVNXXNdwbmi5V9vLLjQV9SlZanFKQ0WMqiRcXniuuuBsScIe8EI4KEnYUxCzozB2Z27kVvQUxPP86O3Jx9eE7V4Vc/CDpGOfxQd/fHbHm1pJ2g0t50pb6aWWkovNxciDgSVKaGE87ldlQ6XUr8o2RhdSs0FVDoAcqsmFwRUfq/WHYfRaQmRGjgtoh2ryiKWXKne4Nh8T5YYIc04Jc06JcnUBuTL3tDgnBOJzdcE55KnglHi0QBcOatiRiqIwwNzIiQM/bhelyIvDFSURNWXRDdx4mI1qFaU1C1IauMkN/KRmQUqzKLlVlNIiTmkVpbQIk3vkzF4Fq1fBgjmdobr8kYbC841F5xuLRhoKh+sLBmvzBmpykVDMvNRScrmVjQQj4uVW9khDQZ+SBd7ZxI2T5JwSs06UJe/PidjCCtuUHb45PeSLmIMfhGx9PWz3qsh972acXp8e8sVIQ8GdbsHdHuHlVjaii9CiugWid78qu1fB7FOyhuryjEVmwDmgzAaEkCKhThS0EUv8bYEvhdHgCkIBGWD3VjNhxO2WZvXIGJhuxM0Nqcw/A+uvVflnJXlnZIWh1UVhCCfyUcCJ3ybRyIlr4sY3VMSCc0Pm3C5KgbnG7uosrSStTZjUwk9oEyZrKtMg5HZIsrTSzE5pZocsq7ua0SnP6q7O6pJlwuzB6JTsY8yDtXkg4H2hqfhya+mVtjJIXyFyAgDIcofr8/uUrJGGgkstJRBCRxoKeuSMobo8GCwvtZRcaSu90lY60lDQq2C2i5KVxWHc9MOV2SfbhEl3e4TX1OVDdXlj+C5kXqhnqC7vQlORsaxqpC4f8EA/1Ffg0Gj6AkVgAE/IlkcnN1gGhbhCKQyVEiYtCgXJisOU7EglO1JREgGL7fLi8NrSKDzLurLohorYRk4cCPqbeQmtgqRGTly7KEVTmdYqSIJJR7U4VVOZ1syLV4tTYPauU5qpqUzTVKZpKlNhQIUhtkuWieZp0XxsvyoHNFibN1xfcLm19FIL+0JTMTgxOPSFpmLEFYSc+GYHd6Am50JT0c0OLuq53MrGp7hwZwDpi83FV9pKb3ZwLzQV3e0RXmkrvdzKvq6pgKdQnozuIQjLcNPALTXSUHC5lW2sIgK6fXImdML8ImHqEQBDpxG0zEFVLhI+c0YH4M19cla3NAuTFYcBWjk7QlUaVVseA6rnxNVVxIJfNvMSmnkJ4KBN3HgQdLbwE0FtwmTAqalMU4tTgbRW8sQSChz0VjNgPhZNs6E/r1/BIhT1qBQZrs8Hchebi+GCIhcEQTaLhA/U+BNQD3gkvMnlVjb48dX2smvq8mvq8qvtZdADmBFjfRHurQsNhSgHvtBQeKGhEBU8qJbFJ89IhNwKEq6LjUUXG4tgnIbyCU1Qo8nqfkV2j4wBYy0gR5gxOTtCzo5QlEYqy6JqyqJry2PqKmIBbV1FbMMo4CZuPDirQbTIUyHq6mJvVUaXLAsGJBil+pSsPiVrQDU6XVeXgy/+dH/bk76IMlW4dsAGeRJhrEWk8UK84X3wdKEHQjR6E0QU/xAxxr8h4SN0J7ewLzeXXGoqRgLe+NwYL7gDLjQUAkjQpaZiRPdCQyHKs0bq8kfqdICHa/NH6gpG6gogScbzhrpoUJWLKUojVeXRtZzYWk5sTVl0TVl0XUVsAzceADfg3Bd8F8+1VZAEgysMtATAEHVHB06gy+hVZPUpGf0q5mANCzRUmz361QvO1xcCXbwQaQie+AuNv/p4JPoIobbRBw9vAp5KeDm8+dX2MoJDEz4dTrjaXnZdU3Gzg3u9vfxaW9nV1lKky80lAAmwgaAHeSeeKwjAw2moRjpfXwBEh2vzh2vzz9cXXmgoutBQdL6+UHf16gvRsyN1BY/p1lTEqEqjlOxIAFzPiavnxBHoNnLiCFwBKoRiFJnxdLurGaNpMLNHzuiuzuiuzoBVM7QNBYYcXcCpy0OJEn6cgxAKV9OgbxkEjOgikPqMr7SVXlOXX9dUAD8k6ERo0QlAFx/G4dmbHdxbnbzr7eUAGAkAE4R3boNCpBHg0VBfhBCO1BVcaCi62Fh8sbEYMKNnQVh1STgAVpZFKUoi5MXhCHDtaNmDMinwXTzgdlEKniugBa6dupSY2VnN6FawuhSMTnlWR3VmlywdGHdXZ+jm5aFWUxUM1+bDdC5+TMUTwkdO5ED6Lot/IZqIgJMJTgxvCNNYN7QcQAi0oAdPGmDDp+PR4gGDv15pYV9tLb3WVgak4SE+aF9uLrnSwoYeg9L3cqALIPUBX2oqudhYjNBCiMYgn1KURipKIxUlEYqSCDxdtHccbRYHPzZIF5xYLU5FwVlTmaapytJKGZ3VjM5qRkd1plaW0SlN65Sm9cgze+SZkE/pSnIdXV31AjwI0kdobMTFTxbiJxGREwMk5IIAT1/4yIzPtggODefc0HJQQAa0N9QVAPiGugLvx1da2HACwV+RADAeLQh56vn6Qnx8JtAFwBhKqVTl0ZAtQ1hu5CXUj9Y8+ODcKkhCXPEDbUdVBgBG7quVpKvFqWpJpkbG6KxmdMmZ4Lsd1emd8ow+JaNPt5NBN8kyXFM4UlcwXK9LpgghlDDmjcEbT5cAFT9Y4qkYQ4tcWV/wLN7db2g5Nzu4NzWcG+qKG+qKmxrOLS33dgfvlpYLD+EpCN0A/oa6AjxY34/RrYCnDr4LIC80FAHF8/WFeN/FD8aYsixKh5YTC7OGoBZhcrMgST97Au8crXYyYcqwu5qB354CAy3sRYKw3KvK6avJ7avN6a3J7q1h9tYwh+pyhup00zrwheCuNJjOoCFwDLoGPVh/YEajLIKHIMHBzQ7uzQ4u6tFnjDohdCPd7ODe7uLf7RLc6eSD7nYJ4OEtLRd0u4MHgoc3NRx0DA/xAncnsCfEYeS4l5pKgCg8vNzMvtzMxlTc2BpeXB03rp4X38BPaBQktgiTW4TJbeLUtlGQsGqomwGpSkcbAUGd0oxOaQZUtDBr0atgQiGEaiH8fgMQWiXFh02Cb6FgiK8+8YmPPm90cxjMua60lYLfIMfCX2uC4Kmb2nK8bnVUgO50cUG3Ozm3Ozno4dc9fNDdbh5e8Cyh8243D15+u5OD3hkv+NAbmrIbmrLr6tLr6lKUqeGdHuFHjg5DO1bLj6/lxzfwExr4CU3CJJj1bROntlemtY9G3U5JBmz46KrSsUR7AdE0BRAlQCWskgJREKFKwc8n4NPUp0bIMWImeOGtTh4SRE6E9k4nHwHGCznfnU4+wmaQjT42RJfAeOyXE+4VPGx0Y+kY43JyfN2FB4wSN6xemNggSgKuLeKU1srU9so0tSRdU5WhGU19u6VZMCvdI2MgogRPxTsozDeh2V00L4GmJtCsAgEqVI14TijoEcIgoq5jNiqgeLuLD/Z2F/9OtwDpdtcTMRNFTkLP191CpG96BQTd6xPe69P140Hqn2kQM0HGzjHoyrc6DIzfIAJjwIw1ipMbxckIbZtEh1YrzYRZ/i6ZjqtuXULBhMoVuIKb4ncG4d3UIFr8jKB+8ETkEF2C/z32wg4uDHUEIZDo+G6P8G6PEI6/6RHhhQf5dbeQ8Ow3PSJgide3/SIk/X58jzHSeJDGTiBAfezTuBEa8jIQocIGxlhTZUpTZQqgHQ9dCLwoCMMqGOzpGg/XMfId8F1jdPEuiBeeHBx/3Sv6ulf0TZ/4mz7xvf5Kgr7rl3zbVwm61yseQ7rTcCy/GxAjfT9YiX+IOvHn42Ebc+un0kVcdRpNFPRTMBCaLLvSwsaaJanNklSEtr1KF5PHpotcFkEloEWFJmFOH1HER2P9GkN/7ETw8AgRRbwQyG8HJN8OSL4brMLr+4Gq7weqvuuX4DHjj+Eh0g9DRP04XPXjcBUcfz9YiQQ9BN4E2OPhDSKMx4/VyUfpAiENxGOGcI21VKW1VKW1SdIArVr6GG2HLAsKnsdo5Sx8NMajRf5KGF/1q0wAiU+gDFYXhIBszDW/HZDgXRMRNUj32wHJD4NSPODv+iXwEK8fBqVIwPLH4ar7I1K89Knr8ya4NerBY9YfrYE0nvcT43S38OtuIb7uQiL49C0tF2uVprdK09ur0gGtWpoBXEFQvwJX3SrxkwEZyeDganAOAXASilo8YOAKoyYMnygyA13koAS0+i77/ZCUIAJdAs4fh2REjdIlAEbuS3BrPF08UTx7vE8TBnUEmIAfkb7XK0bpAj4TRIU1vijA2mQZbbIM4KqRZWpkOrQwd6ibmhh13D75E9UOAIZobHB8vdzKvtRSdLm1+EpbyZW2EnRwTV16XVN2TV2KdENbfquTc7uLe11TdkNbfrOjAh7e6eaB4PhuD//rXsE3fUIkdLHAP+AK4j2G4FXGfA5P0Zi/6rsv/qMROfzXQM/qD9J4wIScfKxgrpcMAlp8RYdiNdZendlenQlcNbJMbbUOLVhEF+2pNIhWt3CNm5TAzQA/QReOr7azQdB/tZ2NoIIIaEEI7b1+EZIxuoglQjUGxTFY/nReZkzgqfr3EHwK/psQIjYhbuMR6qdvRNK9YnBfAmNCiAZhanmWWp6lrX4sRBcic49ct5lDt132yZ8/oOHW+OzgWHRB4Mr6Lnu3h4/0da8Aj/bbATFI31PxPorHNh53HIOlvvCjL/4ewh+jb2IwbDx1hDZwT4wmgAYZE4p4TKNgGKPbOTpjjDbNDqoMVLQQk/VX4sami2IygatBtPiAjEf7Le5aEBxo/AHWGNe/XKj+y4Xq8dCFjxg/XYNj9hgDB/5vQUmDMcZP0NX3XRhxu+TMLjkTdlagTbPDtY+nEgkZ8nh8F8VhgAoyiHZsungRAiC6ps86iD6H7+pH+6dGZmOj/hhECd8Nsj8EGAVqAlcDkblDzuhUMLvkzG4Fq0eZ3TP6K3EdV9jIg4OqX/kYWk4nhmKUUhHo4gHjozGKyfpon4Pu+OGN7bvIWfGRfwy6+Ogyxqj/1G+L6BI8GB+TUWKFaRQMjYKh46pkdauye1U5ugW7mlzYP4w2aKF9T/hNgfqZFH7uiRCHUSg2yBUflvUTKEJMBuFHL3zQw5cucLHwzMapv16Ujx2Z8QwQYIOujEc7dsyAHmM3FirKUb0OgPG+iwpfrFPBBHUpWT3K7L6a3P7avIG6/IG6/IH6vKG6/OF6QJt/vr7wfH2BPlf9eWN8XYuPwwYHWkIcJqAlsPxusBIvAl38ZdUHALSMUqUksQAAC4VJREFUydizY7DX93JCLMXDxqM1GCTwH4e/Cwng9emC8LMcj323S8HoVjJ7VKzemsfLO7C5abgefrGad76x8HwjrNkVXGoputRSdLG5kCDoR6PsY39tZ19Xl6I1LFgihRUutDKKXy2BqoCQQ+pXFGh8IviNwUwELuhfL8r/dkkxBmD89UUP/3ZJ8bdLCrjKY4/Z8FmEu0rfO/XDw1PvJ/x74idB8SWT/hri7U4OhtYD9BZ5cofrc0ca8kYa8s435p9vzL/QVHChqWAMqEhPpE7qUoCKXwDHr3gDV/zi2hh0xzkLoT+kPdV3jenvl5VwT+i7EZ4ZuvRjj+IGg//46aJoj6p8NMthcLUYMzZvDFzHQGuMKx7tDW050EUL0YCW4K/4CRpjdMeZZI6RDBu7mnj97ZLi75eViCieLuG6E5jp8x4nP2PPojch3D2ECZAx1hbvdvMwAlpcwfN0tHii+gXPDW35DVw0xi9p4eniXXYMuvjRizAxNDZaggM9Fe2/XVH92xUVggoH+JCu73z6AySeHLwciYBwbLr6KTqiS5iCNrji9Dx0x0b7THT1AT+H7xqrKAwGxmela5DNeMIpHi26RV4UXX3A+KEN9T+Frj5gfCgmoDXou8Yis7FB1xhdwrQcgS4htUEV0XiymLEjMwHwGK81+BEGXzj+yKyfTxkcdAlZCwKP6X659eTU8WjCbCCrMkh0DPc1llUZC87G6OI3SOABo7gNLPVr3OdLpvSpEzxvPGjHdu6x6aK7k3DX4lNlgu/iF5d0dPXXa/F0AfAz0SW4r7GK6FmzKsISCqILD8FZ8Tc7IH8OuoSLToixxkCOEWlBz1oRGSy3fhjd+6GfVT2Frl7anIOnazAyI11qKcJPSOHdl7ApF18R4etdWK/GL3gRlsYMLqF8NyA2WOYamzHATxSMx7GeKaobu1f0y19jWR7+s/QnRtDcyA+j68r4sczgLgAMv/8Nv7VR33H1Uyq8CNONj9fkcXQJ9S4SODFh1Zqwvk1waHQLj51kjVF9Piva5xM+tI49uUH4hvpVO34SY+z9l49zZsLeVcRY90sQvchsjC7suNCfT76pJ/29nMh99beU4ukaXNZGfzNhWXfs0miM6YXfjtNgrjvOpSoCS/zMOfyBBrfcGts7/QTdJwGzBmuzB2uzEWPAjDxYn67B1YKn0kU/3EAebHDrCWHbKXpI2PIyxjrMGKSfSWiW36DGADZO6YciPF39rTmIrv5WeMzYL0QGalgAGD8AjzTk4QdgYKw/vfzEdgvjXA0m0oTq6Kk7xfXDtbHCyWDcHtuT7uPWfwi0nvpC/SFzjGJ9jBPwUzf6dAkzkU+hiwNswHeRBxOGYQLgJ4oi3HCrDxVSLfyMB75MMvgTD8JgQ/DyMUgTdlqN07eMxczxTG4bjLTGlkP0vyq+6kOJJOE6oFHW4G+THkdmPcyMfhWzX8VEHkxwYjxjfLhGdRGiS5iuItCFn7ah0/CzHPq/0tH/wwj5hcHkC096/GsP+pDw13oMD8N/hL7z6W+kMrZHTr/fGE480SfWiPD/0x9PGn4b36vIQv/HBGL1UF3OcEP2SEPe+abcC00FF5rzkL3Ykn+5tfhyW+Hl1uIr7UVX29nXNCU3NGU3NOyb2vJbHTBjBa5celNbfkPDvqEpu64uua4uva7WnXm7k3O7s/xOF/duN+frHv7XPfCbSYjYvHt9wnt9MDYDb963/SLUc69P+G0/VFYQu3TH3w2Ikf1+sPKHIfGPg5IfhyvvD1WBhR59++Og+Kdh6U/DkvtDVfeHKn8clPwwIPphoHIM+32/GB3DOxg85/t+4ff94u/6BN/1iZD9tlf4bS+fYFH/vR7BvR7evR7B1z3cr7t4d7oq7nRwbneWE+ytjrLb2gqwWEdVaqc0rUuWjljq/ueBkqH7efyoB4OG61jDdYzhOtZIPXOkPvt8A+t8Q86FxuyLTXkXm3IuNedfas693FJwpTX/alvR1baCa+3F19oLr6tLrquL8PaGhn1DU6xvb3WU3epg3+oou91Zeruz/HZn6Z2uijtdZXe7OXe7y/XtN93cb7or7vXw7vVw8Pa7PsF3fbzv+gTf9nK/7eXD8Xd9vB8GRD8MCO73E+1PA+IfB4UE+xPO3h8Q3O8X3R8Q/Ngn/LGfb8ze7xPe7zNgf+jh/9DDxdvvu3nfd3N+7BX82MsDq38O/kyw9zo5X3eVf9NRcbez7Gtt+Z2O0ruasttaNrK3NCV31KU31cW329mYWpKu+/2BnNFZzQALOyNhB12HnNElZ3YqmN0KVreSOVCfYzBK609HQ6AmbG41WBYTMm00R21wN52+7kIZgLNf9wruwT6sPuHXMGyPhm5dXB0g2u/7xd8NiAn2+37x/aGq+0NVfxms+nFQ8tOABOwPA5X3+yv17Rj6sU8M+qFXhJfBzh96Rd928fG618kD3e3k3uni3u3k3u7k3Ong3OqouK2tuNVRcUtTflNbfktTfkNTdlNddl1deqO9FGuqZDRVMVuqWK3VOW2yHLAtsuwOVaG2prBDVdhRW9RZU9RZV9xVW9xVW9xdW9hTVwDqrS8E9TUUDTSVDDSV
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Heidi,

The DD4H speed supplies took us to the podium this year. I really believe it is the system that makes the difference. The system polishes the axles beyond 2000 grit. A key part is polishing the wheel bore. That in combo with a super polished axle and good lube = speed. Can't help with silicone lube. COM, wheel spacing and good wheels are mentioned above and are equal parts of the equation. Read as many threads on this board as you can. Lots of good tips. We won pack, but got spanked by the guys on this board in our first proxy race. These guys know what they are doing!
 
We polish axles, even notched axles, with various grades of wet sandpaper way higher than 2000. I go 2000, 2500, 3000, 6000, 8000, 12000 and then 60,000.
After that, I polish them with either DD4H polish, or 3M scratch remover (for auto polishing), then a final polish with BRASSO, a common item at hardware stores. THEN, I spray the axles with JIG-A-LOO, if you can find it, or BLUE THUNDER, available also from DD4H. WHOOPS, forget the JIG or BLU T, it is only for oil.

Throw the wheels away, and get uptodate BSA wheels from DD4H. THEN, polish the bores with bore polish. The 3M scratch remover will work, but best get bore polish from DD4H. Don't polish the bores with anything else when using a dry lubricant.

Next, get a test board 2 X 8 ft long, raise one end 2.5 inches, draw a line down the middle, and set the drift/veer to at least 12 inches towards the non dominant wheel.

I have now given you half the battle, but it will dominate any scout race.
 
heidi said:
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YEHOVwTgkHsR7Vn65aQw3irdw2ZF7O4AjwkMe3bxjJwACoJLEknLYJpt3evUm10YeragJ7S3heOVbmN9jFSQpwWDk9v7vX06emZaapcaRqFxcWqJNmNokKvjhlwecHBwadf3ltFcXkRMdzbKQkTwMrAcA5B6d+3/ANaq0s9np+p7oxHeRkB42Yc7WyBuPAyBz06gcYyKUrWs+pSbWqKF8v2pJb97qGS4YiRwSFJYsBgL7ZGAOw9qZPFJewPdyzRSCNeI9wXyxnJAX14P9TUN7FDBePJpr/bIrdiWOA6qBjHIJz15/wDr1FqEzNbSi5SUL9paeRzwhToh2jGDz6d6nbYop3b3+oSyNuab7IpAU43IoIGMdT29ajmtilxaS6bdm5upU89jGPmQhSzZ9xg8+2arzTWQnuTbzS+UNwgaPjPpnnI96ljtHt8G01K2bfBl2iYgoCASpyBzyBgZ6GpYW6FaCG9kvbrEwSRUzIzH72ew9yf5GoZoVjktru6lSUNcGJ0P91Qo3ZHY8jj096SKKF9bit7u4kWJpljmkC5IGcHA74FMuFsy+oQlfKWNneAE7mX5gNue/H8qTLRFqMSLdGyijAclcMxx1Ax/n3pIL1oYliNlbSFBgs8ZLfjzSRwJN/Z0Vuf9ImlwWQ5cEkADHtxj6/lDcRvbzyQIfOWNiodQcNSC9jo5rm9t1a1unDwXQUS7NpYqp4HTjkVo32owXtnJa2sAtbWKf7QF/ujlVQZJOOe59azreK4j1d7dYxdXK/cYOSCB6eueMev41LbyQ6ik0ItpJNTuZV8tlIVAOd3Hck7fYc07K5N9DRMj6lqwvLJZreFYUE0jEMcqgV25685OO2aj066tjps0EE4ckAOfJw0QBZjn5gTy3UjtgHpVWdr+2kurG6E1sYWa3khVcDcrDch+h571PPoNzdWcmsSW0qxW6qrtCdrQhhiNjjgLkj+VMW50Og2cmrM+mWN1oRuZJlWC2uWIbcScIuchiSMYJxlgD7a2l+Ar+PVWu59QTwtqCkKGiV4N2ODhlyvbn6V5VdvrOleVLe2n2i3c+bHM0ZG8EkZPtwfUV774R+OkQ8NWej6toVvfW8Nutvg/MNq/dODnn3GOnamkrik5JDzYfEiyjcReK73WFhdtj26xXyYwNpK4DjnJPB7fjmR6p4l1Ga0tLyLwrf30srRNb3Wlm1fgE5OMEjj26/Wut03xh8NdcvGU29zog/5ZvBJna2OrK3v2B79a6ePw3Ya1HJHovjbS9UTg/Y9TjByQcYO/djj0I7UcjsQpd0eaiS2+1NaX3w0sL8qPmk0nUpItmOoZZOFb1B6VZ0rVdDhkWbTtF+IOkmOTLmzmS5XHP3So6cHnkV39z4A1ew3LP4XvLS3BY/adDui8YX/rgxdSevpWBb6bJpkkkOm+JDBJnL22t2rWsh7lVlTegH+8Bj2pK60K0bM2y+I17plwIx8Sdf0dWIATWNOlC7cg5GC36D9DXUWvxd8ZtavLp/jzwTqexsBZpBbu2PQOqjnP6VkXdn4g1QPHc2N+2kSh1luNOkF3Aq7MHIi3EneQeV6Zz6Vk6ZYeEL7xBPZvpNhexWKvLtNqiuzbAMYwNwLMxCt02jOM0XuWnY7AfHfxI85ttX8HaJq4GATaTpPk47BWfPT/APVWivxe+HXlKniP4ctpszjc+/T0Xr3yVU15p4h8K+A7nTI7uz0SztZnmZGhF1KkvVQFUBlBYhsgbehBx2rK1LwHHbxTSaVd67pNpCXQt9tVlYjGCAMnaAeScdQOeSKaJ5z0jV9f/Zy8S3am+0m7spDwZYjgAfRXP8qI/hV8BPEAP9i+Lp7eQjOHkHH4Morxw+Cb64tbq9XxY6G3i3yJqFqsokYkbQnJBGNxJIG3GMEkZw30XWklh+zNoepvOMoYN0RXpjhNo3HdjHPOazcWbc6SPfZf2Y/CeogtoHjmKQ44yEkOf+At/SuX8Zfs5+LfDFodYsvEtneRxlUVC7K53MAAA3BHJ7+teTX134u0Uo1/puoQCT7hhvOWAA5AJYkdOcYqpceNvE1/B/Z1vcanKgIby55ARGRnkNgY/wDrVKU0Nyi9zodU8LfFTSfMuL7wJevbj7xFk6g4Pcjp+lcjdXt3FOxvtDvbVVcu6hDgAnsDjirGn+PPiHokSJaavrdtGgwqw3eQBnJ+UHitq2+O/j6Dcl/ftfKSMjUbBJxj0+cGrcpEOMWclca21lOTawSeVPERIDxgEn5R6jGOvftWjq3jOfX9Ml0uPTxAJpIi5GCSqrhVX5cjH16cV6p4c+OVs9v9m1b4W+HdZtQWMj2+nqjZZi3YEDr6VV8I+LPh/q/xsttRuvCttoOkLJGPsiRsyuVU/fU8DkjoAMDpU813qPlSR4nC76Pd3thc2as9zbhFZxgxklW3D/gOR+P52r6Gwt3iktL6YwswR3C/MR3YDI/Int1rofjnq2ma78XdSuNE05LO1aby4oAoXGBtHA6dM4rFfQ7ttZOhi8iYJG8rOj7kARWYsD3BAOPXI9aasS9ChfGA2Ie3spVRSMTu2Sxz1PoOv6c9zFe20FpcW5dmkikhVnA4IZlz+XIqe6vIm0KK1kuZZ7hZGjEZ5WNB93b+JY/lUN1azWdxb208sUmFWTYpyFz/AAt7jkHrikN7lWeCayMV5byFBIWMOSN5TJGcfnVeO4g2DzfN398VfW++zX9lP9kCJbzB9o53YIOMH6H8/ase6I+0SZBU7jkNwQaAtc7O4uZdTlilg2Ws1rZCOaQuF80xg4xgcEqoHfJXOeat2gt4/DaTLCi3junlyA5dmy4K4/ulWGffbWXFDZJqs8M8sy24WQKcfMWCnaP++sZ9qt2CW1vZRXTs0l4syNbxkZj2fMG3d9wIUjHHUGrJ1LqvdzSTxagWD6g/nh3wFL4JyAOAT0/H3qeZ9RsxfaNcXdsyQDY2HEinncuxhnOcD6c5xzTTbXp8R2+k3U1jG8OGRy37nkBwSy+oIGeuOO3FKC7V5Ls3UBmlnO4FDt2vn0AwRjIx700+oNF9iLqxURIAtrEgcFuZM44/TH0FXNS0/wAP30Fo1rYNbSRR/vfI3RZIY8e4xgZPPueppadMYvtd19nEMckfkmNXYL1UnPcnoee/6aAnnl3FR9nWRcfugRwQOPcZ5wf6UJCb00KbeHnmu4o7DUZ4lZel0Fl
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 We made notched axles because we have heard these are the best. Or should we run axles that are not notched?
Thanks,
Heidi

The best axles measure .093. BSA axles are .090 and sometimes as little as .085, which leaves too much slack between wheel and axle.
 
You guys are all awesome!!
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Here's the problem, I am from Canada. See rules and my comments above under post #4.

8 Only original Scouts Canada (or parallel BSA) Wheels and Nails are permitted.
The wheels and axles may be de-burred and flashing removed. The tread
surface may be smoothed but the original diameter and width must not be
altered. The edges of the wheels must not be radiused, chamfered or reduced
from the original contact width.


I am not sure if we can use what you have suggested. If that is the case, what do you suggest. Please keep in mind that in Canada ALL the wheels and axles supplied are made in China.
Brian suggested Kryton 100.
We are using final polishing paper of 3µm polishing paper
• 2µm polishing paper
• 1µm polishing paper
• 0.3µm polishing paper (after all the one's you've said)
and Mother's metal polish.

set the drift/veer to at least 12 inches towards the non dominant wheel. (seriously??!!!? woman here! have ABSOLUTELY no idea what you are talking about!!) Do you have any links or posts that explains this in lay(wo)mans terms?

Thanks,
Heidi
 
I do not know who came up with drift or veer. It is Steer! It is how far the car Steers over a certain distance, in this case twelve inches in eight feet. My cars would wiggle (drift and veer side to side) with that little of Steer.
 
Kinser Racing said:
I do not know who came up with drift or veer. It is Steer! It is how far the car Steers over a certain distance, in this case twelve inches in eight feet. My cars would wiggle (drift and veer side to side) with that little of Steer.

really? i usualy set-up for about 5" in 8 '.
 
what does the or parallel BSA mean, can you use actual BSA wheels?


I was hoping you knew what that meant.
Heidi