funnest class to build

Mar 30, 2014
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well i have just done basx, and this month i stepped up and built a ss. It was way more fun to build than the basx... not sure if it was just that i was more excited about a new class or the fenders ect..... i am really thinking of jumping into the RODS... they look cool and look as if they would be a blast to build (just need to find some standard speed first)

My question is "WHAT CLASS DOES EVEYONE ENJOY TO BUILD/RACE THE MOST??"
 
I like every class. The one I feel is the easiest is unlimited, set it and forget it, one tune, no prep but the most expensive. I enjoy and like all the classes and learn something from all of them that many times crosses over to other classes. In my opinion the hardest build now is SS. (I don't know if hard is the right word for it, maybe time consuming would be more appropriate). Second to it would be SR. They're all relatively straight forward, some just require more time and thought than others.
 
Eliminator has become my favorite class. A block of wood, nothing glued to the side, front or rear of the body, some axles, 3 razor wheels and a guide pin and weights inside the line of the body. The cars are fast, look cool. and you get to race on razor wheels, and still get to do all of the prep work. It’s all about racing, and having fun.
 
Have to go with SS, but it can also be the most frustating (as I am experiencing now). There are may ways to tune, it can be a work or art to get everything right.
 
The unofficial title for SR is " the funnest class"

Personally I like the restrictions of the wide wheel classes.
The more pure to the original source, the better.

It is similar to chess in that way.
Very simple rules with an infinite number of creative possibilities

After Bobby Fischer became world champ he got a little bored and created
Fisher Chess.
The same pieces on the same board, just that they have different starting positions than normal.
This also had little appeal to me.

The SP seems really cool, but the fact that one could make their own wheels from scratch takes a little fun out of it.
The restrictions as to the wheels makes it most interesting in my opinion.
 
laserman said:
The unofficial title for SR is " the funnest class" .
I thought it was the OFFICIAL title ??? I think it is the most fun to watch running down the track, by far, ... way far. Can be a devil to build since you have a chassis and a body and you have to select a commercially available body. That all takes time and time is the evil in all our fun habits !
 
Quad hit the nail on the head,

Been on ebay looking at models and it's rare to see the length listed.

Got my eye on a Lambo Diablo, the Aerovette and a few others but not sure if they will take full advantage of the length..
 
For production cars, you can Google the car's actual length. Then divide that number by 24 or 25 (depending on the scale) to get what should be the model's length.

Revell lists the model's length on most of their kits. Monogram does sometimes; or you might find the actual model length listed in another Google Search. AMT/Polar Lights/Ertl/Johnny Lightning don't list their lengths. I don't think I've seen lengths listed for the Japanese models.

But to the theme of the thread here: Street Rod. I love the build, and geeking out on the details. I'm actively working on two SR builds right now. My problem is that I don't have a saw to use to build a chassis. I need to rebuild the chassis on my '71 Charger due to a bad drill job that would keep the car from being close to competitive.

And it's that lack of access to woodworking that has me thinking about building and selling SR shells. I'd get to geek out, and someone else could actually make them fast.
 
Thanks for the time saving tips Crash and I think you might be on to something by tricking out the shells, your work on the charger in your avatar speaks tremendously of your talent.

Oh yeah, chalk up another vote for SR as the funnest class, and the most challenging/images/boards/smilies/smile.gif
 
Just built a BASX using one of GoatBoy's narrow nose bodies, and using Puma wheel weights.
Lots of problems to overcome, especially the front end axles (because of the narrow nose). But I enjoyed the challenge. Watch it in the Sept race. It will be the only one that looks like an UNLM.
And now we will find out if the wedge is the best design for BASX. Since you can't use fenders, to me it makes a lot of sense.
 
Just built a BASX using one of GoatBoy's narrow nose bodies, and using Puma wheel weights.
Lots of problems to overcome, especially the front end axles (because of the narrow nose). But I enjoyed the challenge. Watch it in the Sept race. It will be the only one that looks like an UNLM.
And now we will find out if the wedge is the best design for BASX. Since you can't use fenders, to me it makes a lot of sense to go this direction. We shall see in Sept.

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
ma8xa15zEfMG01W/K0Tpu73jtFnvwWVWr1AQkeonZP4T1qbDKC24zcN87koCNK9qB+sEdFfqjziCYglJGttOudIfttX90q91ysGSlsZxPcxseHLBSDt8qO5927OTdA3ba/gfZpk3r1CnuqneqgM376KAkHu5R7zGbX2jpqNnCEl9EI2lljrT1lGIDkCzlv+yHP7SlJT7GIZ5SHH04CVwDD/EPhUBvKpmVxYodvvNae8xjNtmjfyFpjcpRsUzZB88d5B08ARvi0SF+YrDRlQyd3e8sciBXXlVFlmzrraTKq1SG0wX74lcb9qa/nbJYpug8Lgj1sgL8ofIAaS7FyR6fSu4AKhGLho1Q1nvUR1t1kyTjenWhNm/n/WreXvmcIatjbaJ5KiP9PDmY0t78Vlxey/1HkK77YeELdrYlY6xkzwnkv3dVy976z7PWjG+yDPWh9qUasNATuBXVbgm1A/zmQszLTxnuVuuqL1/tLp718uqBWMAK6aP2+vNH7KSRKWugqek//OrlJxF4QOGJi/5NDTGF2iu4L4x5jZ+UTWda1adiirLqJ+//t6p94gIBr6xjFM2O+rgLJcXr9dI7Qp3/NHEf6j9jbzEGfvlozFC+Ya9/zYjtXDdvnQZ1Qu6EZQSVwuQLQckre4F5vnW7k7HZ+jZ7/Hn/aus3nelx3pO0KoH/u9/7tgP/wiyfPRTzqRLDwgs6Fu6UAFywNqvxnv+UMXvUAxes2dCzhO6qRNJhVJkM3vQaxP9xERgaCkwMo+kEM+g+LqFOXOkkRux9H1u2b3yfecJiYj0lDB2FRg2h9Vd56fv+IJgEc5n7DAplJDTIUL3RcIFQXanaC546as/+zba0v5UTIExp+IcLS9F6J/H49YQ0YSiAFsYmOZgHJJJt4nWUymbtS1+t2kc+NWf54YzqJWWNet0K+aSDcipN50v6QDWfmqNWWkJWX9SCYPC0SIPdRKkmxYkvTP9L+aY96ZcnbbBU8bJ7p4FPVbsdzFNdh2+jdiSIY9Ime0La6zWhfHR1qD4UtqW88uGaVkvaaK1tA4NJ27ppUH2zoXy1jG8gMBsjwepJAFP5yObCrIlCkRkcEmaYHLQbbdm391UvwEew8toSUAV7698ds8uurkjA5BQ2rfyo/sg82VIh0fj0wEtON1ANeXldIHLWoTsBtCW04be4Ouri7JSd/8zN9rLfjvsApX9tjSwRl8rHmff7vmBO3AJwIK9pTyMIAgbQmS3WUl0NpNP21e9U7U1/P2ctWUBByVGbh2yLAghBfRCGJ+A3wuRzeW8Lb2BVS0d1kXJ3acJWmvP2S+cmpDkPW6fJLBPVHQoNAfUCgI+1Jujxl33rk15aaOrMkScNd2l2WLsq644tDNTWSQmuG+6Q4vEvNVtpb1Z7wZuh4JSB9nGNX//Ynhze87E2+DxUHqHVlzikfJEPpeV9WTdTySl71XlFO2UTbinVG++RFy+D3lX8IZ9ciy8F3GEZP2UBsIFUWlCpUCTVeVv173eUXlYK0ecuMHuflD0Tv6Bs0q/oD/CDLwwlJl0TB3FBpOf3eucTpMwx0cSnhlvd3vDqMTtr56zKrbhQDMk2wbviS/Kh9OIKSxSVhs7xjJW7J9mvPv1fbd3Ge/5LXqsS+D/9mU/aS172IpnULDgKlU82WzSmKp1BSVwWPhBbX7SX//a43f+UeQF/DT62FECJ9AQUuKYRYIheYznTcK0Kp7MDCjGARre6CQEpgRKj9ub3TttFVzR9cZQDMs8BDP3zDgsj68zYQ+iEilV59cVh/FI+fUMoARUg1u0I6KW+PPe3Nti5Z8ZteaFhFRWp2aCz0XkZIDUrV5u+jSz3mrJiGPAShvv2FLgD+GxcvdGUJht2LMVaWRa/nnVy3h5wv7RlpGHUKwJI/86w8qYDC8AFgC4CAOk9nRjQVbbFCCqP6op69rLpwMuWUr4HCwV71z8v2JcvWrScBAyfvHNNDcHggCMgp50ELvhrvUPSYVQC/lJvEHFz6d8/0AUAMDm2bP/8tn22bd1yqAeipB7pGbzvcRFeh87BSiFm/VMeic//etx0fvKuuosP2R//5XH7ztVJy2aZtaUg8ALxAUnKa1vveFMRSfjjeabsAJXXCzM/VBF8ZEdIofTbtrI8b89+wgZ7xbMzEmjzvVQhck5uFNeJiDn3QSmcKSSaPHEx44ta8owpbCaVsEuuiNmf/s2s1aR8MEsstIc0d9ybvbogflca0No9TaUigc51grYhfvFTEv5TfbBXVKO+Yg8+s2Kvefa4rLhZxUN/CkLB+4ey6vWqtqNvxePhw0KttvoVSZIOdeZtwLuqL8+/niUbdvT4iP3dx1p2rLJB/Ja2pmsQZBXNN1jqXgdqP+cPAaB/v1aSnueNetiplhlxzj3iV+R0nJWwNmPPf2rcHn46iyD5KDoTEcSf4me38khKcdNPnb8RHAJ+6ravtdPvnZRnlAM2SPR+p7RTAv7vXZayd31kXiUehDklcAjTs34pN+WEIUV95eA/I+qRMgL5eB5ayu8fPL9kDzuzYbcebNrIYMdKBdxcIby3p/IBf/duKNdpqye22qOe9G82NrkGgJ8GevFLnm8f+ejHVfkyuVT5MIUDlLtZRALU0JlilkuW7Y9ftt1O21YXONasKSZIJJGeuFdU6bSPioj24tOzxIwOWnqfeJvitbaArK74W42OtFFdN9IC76zdeEfFjs4xi4j5wXwEOu2dKJESuAvMM+ozWbZ6dlBFA4W52M9fGkQWsJC2qmwmJFEyae7HrDhUtIsu7tonvzAlrk2rXFQ/jAXDACzKH2AOVwmofMaNYyedO5TZv/Sl8DilFMI7R6vasRc+c8jOe7LKWVlS+SVBVGZcGMEninYl7Z/NqVReZkUhwOjoHrsYFJHW52XYgsVq1HMuMWh//jfz9u0rElYoDDgmMjhHP/Kvm+kiaJx6R/UYgEGxk0euQ4S6BswpQUi1LeBfN7psb/uDLbZ1Ykm/dV9xBrEMBBOPv+J189PEg3DP+5kfelk/eLfTLdmfvv2Yffe6jOo+o/wpTuURIOQbCi2EqO4FJUD5FC/QYz0uHgmQPH2mAnZxW6iMahfKXa0u2lMeM2wvf1ZO8cwpGr3n5aR9RJ4H/QaAnMJ9B70TaYQ6QMvzBtQJUM+ImX7045i9+e8XrBrb4PcZKM3lcrzl/vEAOso7mjSApkDwiRrDQVRs6BpvQlYeQMgWJZ1OSrzesLN2L9nvPGe93pmR4rCo9sLCUlnJjIgtxhO93SZxa3ak2QPyuCPIsMsnb0flQ3nDThLbSE607PjMsL3/U107urxZ9xWnnmNlUvf0NQCde7QBrhzWmHhtqCwN5Y1tRVA+muILH+z1WNTX8H03p+25vxmzx9yvo3zXVGfUeWjvPvBDJ6wq8qqMKZfKrvLr4fSH+/C6yuDf0CX/OpPP635StL943zFbbg2pDsEdWa6KGOAHl4iZpuq3HTe4Jt7+GeJayKOz+p4sJcYhn/+krP3aw9J2/Q0rdtKWhBWLEl4K1w9PvsEmoghH2hYbo/bwJ3zINu94pIe7J2nVAT/0J69/vn3yYx+TUFbTCWipiKRqPIfJL8yXNayGEhCnOzY2lJZlELPjU2ootTYuHjSNJlPC9H5dZi8+T/3Xb2nXamtkCKZBU1KhywCd3gMCO21pwwrXVAcsZav2xtfusB0bZp1h2cmT2SwoufQsGhnN0sGeDPY4QWwUmICGZNDTbytBxcmKwEy+YH/74Y596EsVyxbDNwGcKXUGPPouBY/f4woaHR2tz2DMOgBEAQG0NbaWZr7zC542ak96HNtYzHt6bCebkAYJoUz4wDPAT4dRynEBoLtGRPylGFzRMbj2r5Mp7VyaXUoX7KKrmY3DgjqBu4RZnG8MAIoKDIAyJkD+0OTIL0DmMeqel4MyKd6+9tVRY0yMLNlbfn+zbRld0H3aInQwykynDRTec1JcHoB7quMe1Po9zGoAQQ/05oD9+bv7Gn9R9xQyiatIHbFZU171Phoz4al35dW7gg4sr36cXQE/0+7Y0TEj5gOgqtUFe/KjSvaip+cF/DPBwoNxlJuQo5BzH5fxZ0TGH37zX3+cSBfcRODCAeJttdf1tyTt3f/atoptdcDEuvX6Ur3xm/xRtb4QT4dPVFCUtBfhACeKhUiAUFpkDojfm7Zj3ZS94rxBWW7saxW+K8FiIyhYE2nLZoY8380m2xkzs46BZ7UpAOr5hEfUZ6gvxh905lvXS+Uxe/+nu3ZoYVvIm8LwcXPyj2ByC56BG95SGdICW/pnf3aPK3gobMTrbg94RnEr6XLlmJ33S2a/+Yi42oDZcPCdNC5yo/DwFlKFHIUzvAgPotXDj6FdvY2pbcqiA/5GMQL4Dx0dlKV1xA4vlbyfh1pRfwJDCEs6HDwhOT0L8QXyPIj8HnUJPugf00Kf+Oghe+GTWVTJRpKhTHrBw/oB7/aIaJrNuC1WUrb33N+zBz3mTb0n9xwFzlhFhM/0lD0Ne+WLR+wlz0vYi5+btlc8P2OvfmHSXvVcs1c+q2MveVrTXvxbNXvJU9r2uIdl7dobV6SNNuzi682u+knTbvhJ226+PWG3H0rbkam8HZrK2pHptM2tFGy+nLL5asIW6zGrCvQbAk4+ki71G1ywTEbgJpN5pCCp3JWZC7Oqs3OuV8pW58s9nCvLVi1XlN+Wz9SplAUIlbqtVGoChrpV63UxetP35qnWElauJ60s6dMQ2HVxH6QaGIJqZAQHIKrGEGO6y0U86dqM+EfduMdhMAZsJO1IjIS27Fgj5mKQEBETto91qabrjDQ5aW+9t1yvBS3EcWEWhzqzwjOzAE1YiSsJgQsuLTqIzryHGGLGRwoAlABDe5T9IzDMKn3lPYHmBvPCyUrLhQbAFFiLzoCJzyyssIgM64BVwghx1XuP8bFMAilVLy9/Qpl/irxz9Q9p7zqHzusi1K/JIdcpWVjs45KWsEpK6+/PMomrkyMAsIBwSXCfQfB078hm8+KDrPhARyonkCy6pcMGd7gE2AuGqkTo+X5IXh6dBUT98rslpBZmtbfPaNFBmWlPBjjd+uKfyoNGjBBi4Rv1lc0l3ToEvBkvSgOc0lZoQ6wXLADGOvK5rIMnpQXwyV+WabtSDHL5vJUGBpTvvAt8VCI0XBSfOqDM6lfS1LMTday08eNTBkl21UtR9VDSb8aE4BF4A/OWWUkqay+/vE6d05z5vJ57GVSHOrzdGdjVeXB42O8nZemmlE/4jbojTXgVSzaTYtox2y4Ed64LMuUzJn6uVGhr5UUMQv0Hgs84KIfO7raiPagX6lDv+78A2tzjZf75f9UFZyifaVpe1rp/SEmV3wdlbyPKyW8C0jD8FvXBvk/Oy9yjTalH+oFA/dgM64yksNXhed4P4Qnbr8M+KQq93xbfxYUhS9zx+/ckUWOriqaPX2/TRy63QnrBBnNlG9CRSy9ZOrEijCtLSwSIWwI/aUSVji2sqOsLeDL5jhVlJmel2aRyaUuXxFA5sWeaDiFNm42cBGAZMVFGjZJWTfMZRtrGcU+Viz+XNmj6/vZiMZjGGYfGEMqq/unU/U4Q1hjQYvrdu88cdulgOgRKgIGepgSQKW9saWyKp4pLo5NRiPAc3VbcobjQQMSIPjahs8I7oIrRMYGDiR9AOXRAeEqdAMBPqQ4yMD8ArPcomGImbs+hCumApJe8ixCVDkL5AQPyBnlAY/d0YUr8yrgSAHB1SgFhGoGiZ3RqBzs9o576TIzvnzNTSDkcGHXQEXgH0GWLCEA6qXZxgee5EHk9qR6JR/cQPXQe8s77zKaic3PPZwjp3S6ApOdu0VA3vCVQYv2Fj3M40DCbCWHDB+8F6AKerM7MhnIwJR8CUb5rwNa+mazuZzMC3YzAbMDfAZwA/aTqIMmAsZcJHlDazg+92lTeKQNAz1gCZXAg6h2AVLiXVT1m9a5MWD7wE1Me4QnFy0wYeI4idjtNxQrYIeZoT2ZT6arVUN23XAggPGhjPVQdwyN8RBz/fFe/MZFVdgkG3JoN8R9WhoMnwOR5ZHxAvULlwLXB4HubgUfdc63euYbBXdoCkMbyoyy8z1+9LWuFL+Cl6YdKK58rqP4zPmNmoDgoLT9lQ0MjstwRnOoD5BUrTPXO/lBjY6O+Vfjo0LCNDA15iqAgvSOudihXWcsj/iRJ1U2YeYNLBc1eJXKLkz6jN/QfDmL2GYBPYu7yUaEDr4a6ckAnPnWGYlZ2YoGFVsRD4gre0/QhB2gR9zj6FPpWEBTuUiQ559FQL7ppC8sNWTfCI1zCvETn+y9ITao27tjh2y6x+ekbe3fvOVL0q4tg8AxtguKquhGeWZqO1RYzC2Dch+eIBePQAAz6BmZL4tOUFpTxXe+kdep+q10VQzQEkE1ndmCRjkm1Bw2ABuSu4u3C2Op4LDySeZxI90xcHT4bRAdGPFno+xLRhvElorl7p5QG7sCt3+QTUGZaGYzFQF6nzWwbwis+j4JORaeDUYgYdvWk9DrxqfOTR11TN8y68DT9NyAucFW8DOg5DupdtxZUZhc0AKE6XFedFS2OM1pTW2GCKeo1ovh1Jj1AQM9C9tBw+Ke4ARd1UDoMbg/A0bVD8q00TgA64KNOQb/iTZXc/xEh9xSB8qMLnXknuN4Uwi0GldML7jXgB500zAYhX2pfvcMWvIxVkBeChrp0m0fhlGvAVfdxcfi7AjPXHFVBAAUgzYtBEEgAC2hz6ZwVpI3mXKMOZWEjL7ROBjhj0gxJZqhUEECEfZ8Yd/KsKp8Ooggf1TXCzjmLAtODdYTWUwn1x/25qmNqv+VAofCdMDsLiystwTKQz1gxn9Uhi0NCqiC+zkkoUSvsDQPIDhULDpaDg4M2NDhgA6WiDUjLHx4dEYDmBbhJK2Sl/Uv4FfRuQZZMvjSoNNh0kO/JImQYt0Lg9IQQ184jaheVz4VzEtdHSXfgIcoVBsZpLwc8VQwzb7rxlg0NYDVJuGJ5SMhStwgS5rMvlVdsaXnZ68CVBg6sLwbJRMQ1MKC01D7VWs1ngcE/7lqUVb640vV972O43kg3ICyM5tfOB+p7iDV4l1X8HeEG9ephiE/1To9HmWmp3quehvihSTll5edURvEIFQ1/QHpV7/H3LupxtfNRnzycCueCxySsxdIJ/VYxbX6ualNT6o9SUtnSmbwRJeFZA0Kd3JUCNjmo07Hl8pIEeCXcvgcJPlpVRKPnZYaikdM/E7r2RvRa1dFrRAdtNTQrSdGEUjIRYSTM2W6zIuGhSpaEbdf1WwIAyRtASmAgZqPBmu26aw1ojiFa/Us0LKlWKGI1ZEiboHpXYRjEPNE4Sh9mg6mInc5MJ/HnfSZBQ1OefetW5ZV/AABADbu5UIBRYVjSV2v4Nf9hBt4V2AHSgTE8N370UvA4QzOSF8XpPnfWHcC5flvZAF0FjGhEaPPc1DP23CE8MXDwCtzqfMn0R9dG1TklnBgAZD0DbgRfhYn57ppp0js6wqBfjwAr/6hxnzKostI/grms8urw2ReeQcqmUnj98IzZGjrrNeo3DKwpGGUUUAUtE4GjQ3UTBDApUafhN9eAL64H3Aa4bJgJhluE6YP4l5kNkgFMBaxZlSmtTs6HN9J6nlN5kspPWooEGkjMamqzlqxFlUQAllC7MrMKhYO8s06BArpwEoB2BOLdblYHfngBWKupwghMOfgnIYV2ypTFpuKirO42SuKKwroYtGxSsfXqjOgByqwskEwGwYIQww9c11FzywaLljYm/52G0lP8BVktfGMhrzIWchkJraLqoaBgSiO+TvUwqfSGlEhJVTugJuWjIUwh1fPUkOpoSO1eVL8qqp2HlK8R3R+0VDwvUMypHEpThcT6SOk6IWE4OTJp4xMblU9p++qT8CHtzGdKnW+UP4TpwOCQ8kZasijVXo1WyxYWF2xmdtbmFuatUiuL7+EFVaKsvIQE1EojZnUHfXhbvIYgp7+oHwVtHMFVUJkyUnia1oqxt77gU2ky/hf6YVp1jgCg3nvTStW/XPHI1q00IDGg9iA9xilUJOdntxKUT7fiuPLOEniUvtMXQn72NtZZWXLBLl5cLLft8LGqyhrqTIVTE+mZ0oK/eY9eTSmImtTYEbjINGy3Eu9ZCrlfRdRi2wV1tJZAmZF9TDumVKmmaQ2vIHiBrNPp0DzZioCPppdXFm1ladEqK/jeq4oLUxetBcYIRa
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
 
Sweet looking ride Opa!
She looks as fast as an unlimited from this angle.
 
Nice Opa! You have to use a spacer on the front to get the inside width out to the minimum? I remember you talking about that in another thread.

My scout picked out the Viper II design from Jewkes' site. I hand drew the template and we're both going to make one. His for scouts and mine for NPWDRL BASX. Probably for after MOTM.

I think it would be interesting to see if someone tries entering a Derby Monkey G-force car sometime.