<?xml version="1.0"?><rss version="2.0" xmlns:content="http://purl.org/rss/1.0/modules/content/" ><channel><title>Cast Bullet Association Blog Rss Feed</title><link>http://castbulletassoc.org/blog/Rss2_.aspx</link><description>Rss 2.0 for the user blogs.</description><language>en-us</language><lastBuildDate>Fri, 25 Sep 2026 12:09:58 GMT</lastBuildDate><generator>Cast Bullet Association</generator><managingEditor>chefreiss@gmail.com(Cast Bullet Association)</managingEditor><webMaster>info@morganids.com (Richard Morgan)</webMaster><ttl>360</ttl><item><title>Deer Hunting with the .41 Revolver</title><link>http://castbulletassoc.org/blog/article/2018/2/141/deer-hunting-with-the-.41-revolver</link><description>  This article written by Tom Acheson, was published in Fouling Shot #139, May/June 1999.One of my winter time projects has been the reorganization of my reloading room.  A big portion of the effort i....</description><content:encoded><![CDATA[<div class="row clearfix"> <div class="column full"> This article written by Tom Acheson, was published in Fouling Shot #139, May/June 1999.<br /><br />One of my winter time projects has been the reorganization of my reloading room.  A big portion of the effort included the building of a set of bookshelves to store the many books and loading manuals that those who share the hobby of handloading know are easy to accumulate.  While filling the shelves with the books, I spent some time going through my collection of CBA bi-monthly publications.<br /><br />In Fouling Shot #72 (March-April 1988), I came across an article I had submitted, discussing the use of cast bullets for deer hunting with the .41 revolver.  It’s hard to believe that these past 10 years have gone by so quickly. Since our journal often includes articles on hunting, I thought this would be a good time for an update on my continued use of the .41 revolver for deer hunting.<br /><br />The total number of deer I’ve taken with the .41 revolver is now 10.  Nine of them were mule deer taken in Wyoming, and one was a Minnesota whitetail.<br /><br />An S&amp;W Model 57 .41 Magnum was used for the first three deer, and a modified Dan Wesson has been used for taking the remaining.<br /><br />The Dan Wesson was originally chambered in .357 Super Mag., with the long cylinder.  The factory barrel was removed and was replaced with a Douglas .41 caliber 1-14” twist, nine inch long barrel.  A new case was developed to take advantage of the longer cylinder. Shortening the semi-rimmed .220 Swift case to 1.6” resulted in a wildcat case that met the need.  This round is called the .41 Wyoming.<br /><br />The twist rate of 1-14” was purposely selected so heavy bullets could be used.  The larger case let me shoot heavier than normal .41 bullets to velocities appropriate for hunting. The 296-grain bullet can be pushed to 1325 p.s. in the .41 Wyoming, while the 325 gr. will do 1100 f.p.s.<br /><br />Historically, the .41 Magnum was introduced as a law enforcement firearm, to fit between the .357 Mag. and the .44 Mag.  In this role it did not experience broad acceptance.  The .41 Mag. has been embraced by a number of metallic silhouette shooters, but is not as popular as the .44 Mag. and the .357 Super Mag.<br /><br />Where the .41 Mag. has had reasonable success is in the deer hunting fields.  Using the traditional 220-gr. bullet at 1250 f.p.s., this round is difficult to improve upon.  It is an effective game stopper for those of the hand held short barreled hunting fraternity.<br /><br />One criticism of the .41 Mag. was the lack of bullet designs and weights available to the handloader.  For some reason, those people supporting this view seemed to ignore cast bullets.  There are moulds of numerous shape and weight configurations available for the .41. And if there aren’t enough choices in mass produced moulds, you can have a Hoch or LBT custom made to your design.  I know because I have too many of these moulds myself.  It’s easy for an experimenter to get “hooked” in this area.<br /><br />In the S&amp;W, the SAECO 220 grain round nose/flat point works well on deer.  Moving up to NEI or SSK you can get a 275-gr. or 295 gr. mould.  My current bullet in the .41 Wyoming is a 325-gr. Hoch.  The nose pour Hoch moulds produce high quality bullets.  <br /><br />While some of these moulds cast gas check designs, I employ poly wads in all my loads.  Using as-cast wheel weight bullets (not heat treated), I have no leading problems, due in large part to good dimensional bullet fit and the “sealing” properties of the poly wad.  Tom Gray’s lube has been used for two years in these loads and it works great.<br /><br />Using an iron sighted revolver in open Wyoming mule deer country places a premium on being well practiced in the use of a revolver. For some a scope might work but I haven’t had the success I desire under these conditions using optical sights.  Maybe a scope would work well from a deer stand, where the deer might be moving slowly, if at all.<br /><br /><br /> </div> </div>	<div class="row"> <div class="col-md-6"> 	I have taken my deer at distances ranging from eight feet to 125 yards.  Needless to say, the eight-foot shot was the most exciting.<br /><br />I had been glassing the base of a butte about ¼ mile away, and located a small group of deer.  By using adjacent draws for cover, lots of patience, as well as working the wind I was able to get within eight feet of the buck in the group.  As he began to stand up from where he had been laying, I hit him at the base of the skull with the .41 Wyoming.  The shot might have been impossible with a scope. Participating in silhouette competition with iron sights helps maintain the proficiency necessary to successfully take deer at longer distances, too.<br /><br /> </div>		<div class="col-md-6">			<img 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"> 	<b>L to R: H&amp;G 220 gr., Hoch 240 gr., Hoch 280 gr. Hoch 296 gr., Hoch 325 gr.</b><br /><br /> </div>	</div>	<div class="row">		<div class="col-md-12"> The entry and exit wounds in deer taken with these cast bullet loads are usually the same size.  I’ve been fortunate enough to place all my hits (except the eight-footer) in the ribcage area, behind the shoulder.  Lack of expansion with these loads reinforces the importance of proper bullet nose shape for hunting.<br /><br />Until my eyes begin to fail me, I’ll continue my deer hunting using the revolver.  It offers an excellent challenge and pushes me to make a conscious effort to practice and prepare for each year’s hunt.  This improves the total experience of the hunt, very little of which involves squeezing the trigger.  But that’s a whole subject of its own.  􀀁<br /><br /> </div>	</div>]]></content:encoded><pubDate>Wed, 28 Feb 2018 12:48:53 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2018/2/141/deer-hunting-with-the-.41-revolver</guid></item><item><title>The Resurrection of a .577 Black Powder Express Rifle</title><link>http://castbulletassoc.org/blog/article/2018/2/140/the-resurrection-of-a-.577-black-powder-express-rifle</link><description>  This article written by Herman Erhart Jr., was published in the #182, July/Aug 2006 issue of the Fouling Shot.Many years ago a deceased big game hunter’s son gifted me with a 12 pound, T. Bland of L....</description><content:encoded><![CDATA[<div class="row clearfix"> <div class="column full"> This article written by Herman Erhart Jr., was published in the #182, July/Aug 2006 issue of the Fouling Shot.<br /><br />Many years ago a deceased big game hunter’s son gifted me with a 12 pound, T. Bland of London, double barrel, 3” black powder express rifle.  It was a top break, doll head under lever, exposed hammers with two triggers.  The rifle was in excellent condition, but as no ammo was available at that time I put it in the gun safe and forgot about it.<br /><br />Some time in the late 70’s I bought 20 each 3-1/4” .577 brass cases from Bell.  After a few more years I located a Lyman #585213 hollow base Minie ball mould. Wanting a flat base bullet, I turned down the cone on the base pin.  When cast with wheel weights, this gave a flat base bullet weighing 575 grains.  The bullets measure .589”, which matches well with the .587” groove diameter of the bores. <br /><br />I lived close to RCBS in Oroville, California so I had them make up a set of dies, shell holder, inside case neck reamer and a file trim die to fit my RCBS A-2 press that takes the 1-1/4” dies.  I prepared the cases and then, not being able to find any loading data for this caliber, and showing a lot of bravado and very little sense, I loaded up 10 cases full of 2F black powder (185 grains) and 10 cases with the equivalent load of Pyrodex Cartridge powder.  I tried the black powder loads first; WOW!!  I’m not small, 6’ 4” and 275 pounds, but as I did-n’t really lean into it, when the smoke cleared I was about two steps back from where I started.  I then opted to try the Pyrodex loads thinking they would surely be a wee bit easier than the black powder loads.  WRONG.  Though the Pyrodex loads gave a little less smoke they had the same, if not a little sharper recoil than the black powder loads.  Since several of the people at the range were interested in the rifle I persuasively talked them into shooting up the remaining eight rounds.  After this experience I cleaned the rifle and brass and put it back in the gun safe.<br /><br /> </div> </div>	<div class="row"> 	<div class="col-md-6"> 		<img 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"> 	</div>			<div class="col-md-6"> 		In the ensuing years, while reading through old gun books and magazines, I learned that in the mid 1880’s the factory load for the 3” BP EXPRESS cartridge was 167 grains of black powder and a soft lead bullet weigh-ing 610 grains which gave a muzzle velocity of 1650 f.p.s. and also a 570 grain hollow point bullet with a velocity of 1725 f.p.s.  This apparently was the top load using soft lead bullets.  When the loading companies switched to a hardened or alloyed lead bullet, it appears a higher breech pressure was developed caused by a higher bullet resistance to the deep riflings and swaging the bullet to bore size.  <br /><br /> 	</div>	</div>	<div class="row">		<div class="col-md-6"> 		As a result this produced a higher bullet velocity and at the same time, took what was a manageable recoil level and upped it to being unmanageable.  I can personally attest to that fact.  Based on this information I estimated the muzzle velocity of my load of 185 grains of 2F and a 575 grain wheel weight bullet must have approached 1900 f.p.s. When I pulled the trigger something went down on both ends.<br /><br /> 		 </div> 	<div class="col-md-6"> 		<img src="data:image/jpeg;base64,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"> 		</div>	</div>	<div class="row">		<div class="col-md-12"> In the late 1890’s both Eley and Kynoch had segued to the new smokeless powder called Cordite.  Loads ranging from 65 to 100 grains of powder and jacketed bullets weighing from 650 to 750 grains were produced. During this time the black powder loads went out of production and had all but disappeared by WWI.  The nitro loads were still available up to the 1960’s.  It appears the full nitro loads, 100 grains of Cordite and a 750 grain solid jacketed bullet produced recoil so unmanageable that big game hunters opted for smaller calibers like the .500 Nitro single or double rifle.  The smaller calibers were more manageable. This ultimately led to the end of commercial production of this cartridge.  With all of this history one would think this 120 year old cartridge would be dead, buried and forgotten, but not so.  If one does a little searching bullets and boxer cases can be found.  I even saw a set of dies on eBay for this cartridge.<br /><br />About six years ago I saw Bertram’s ad for .577 N.E. basic brass, so I again purchased 20 cases.  A short time after that I found an article on smokeless loads for big bore black powder double rifles.  It seems the recommended load for this caliber was 73 grains of IMR 3031 for a muzzle velocity of 1700 to 1725 f.p.s. with a 570 grain lead bullet.  This closely approximates the 75 grains of Cordite and a 650 grain lead bullet load that was popular in the early 1900’s.<br /><br /><br /> </div>	</div>	<div class="row">		<div class="col-md-6"> 		Dumping those 73 grains of powder into that big case left approximately a 1 1/2” space between the powder and the base of the bullet. I solved this problem by using a 5/8” punch and a 1” sheet of Styrofoam to cut out a pile of wads.  By cutting several wads in half and stack-ing a 1” and 1/2” wad I had a perfect wad column height. I then loaded up ten rounds and headed to the range with my son and his business partner.<br /><br /> 		 </div> 	<div class="col-md-6"> 		<img src="data:image/jpeg;base64,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"> 		</div>	</div>	<div class="row">		<div class="col-md-12"> In order to show it wouldn’t hurt them I fired off a round.  It wasn’t nearly as bad as the black powder loads so I talked them into firing off two rounds each.  Then with some degree of hubris I fired off the remaining five rounds, which I regretted for the next few days.  This load seemed to be very accurate as we were able to hit an 18” steel plate at 100 yards.  As I wanted to load up 25 rounds, at my next casting session I cast up 50 bullets then picked out 25 of the best by looks and weight.  I shoot them unsized so I gave them a good coat of Lee’s Liquid Alox and let them cure for several days.  When the lube was sufficiently dried I put together 25 rounds and headed for the range.  Again the rifle was of great inter-est to the young shooters. The older curmudgeons, like me, knew better than to take up on the offer to pop off a round.  I fired one round for show.  I came home with four unfired rounds, the rest were fired up by several young guns.  Believe me, I got more pleasure and less pain watching others shooting rather than doing it myself.  I guess I’ll have to load up another bunch for the newcomers.<br /><br />The peculiar feature of this rifle is that it doesn’t have the ear splitting crack or sharp recoil of belted magnums but rather an awe inspiring boom and a long heavy recoiling shove.  Since I wouldn’t dare to shoot this rifle from the bench, I’ve taken the information gathered from shooting it to determine that the barrels are regulated to about 50 yards.  If you want to hit something at 75 yards, I don’t think it would make any difference which barrel you use.  Thanks to cast bullets this fine old rifle is once again alive and kicking.  􀀃<br /><br /><br /> </div>	</div>]]></content:encoded><pubDate>Fri, 23 Feb 2018 07:41:56 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2018/2/140/the-resurrection-of-a-.577-black-powder-express-rifle</guid></item><item><title>The Lyman 311466 and Unique Powder</title><link>http://castbulletassoc.org/blog/article/2018/2/139/the-lyman-311466-and-unique-powder</link><description>  This article written by George Damron, was published in the March/Apr 2009, #198 issue of the Fouling Shot.I recently came into a 4-cavity version of Lyman’s 311466 at a reasonable price. While not ....</description><content:encoded><![CDATA[<div class="row clearfix"> <div class="column full"> This article written by George Damron, was published in the March/Apr 2009, #198 issue of the Fouling Shot.<br /><br />I recently came into a 4-cavity version of Lyman’s 311466 at a reasonable price. While not a design I had luck with in the past this recent one seems to be working quite well. Weather it was the inexperience I had 20 years back or the dimensions of my current mold are better I can’t say. This current mold casts .312” out of a Linotype/WW mix and if I remember my old one cast .315” out of a similar alloy. <br /><br />This 4-cavity is a gem and drops its bullets the instant the blocks are opened, a fortuitous situation indeed for a four cavity Loverin style design. The choice of Unique as “the powder” in the loads was due to recent use in the 7.65 Mauser in an 1891 Argentine. Joe Gifford of the CBA has shot one for years quite successfully and recommended 12.0 grains with any bullet over 150 grains.  It has matched (or bested) my “standard” 2400 and 5744 loads in the 7.65 Argentine. I haven’t regretted re-trying it and figured it deserved another chance in other calibers.  When I “found” 2400 12 years ago I never went back to Unique in .30 caliber rifle loading. Now I’m glad I gave it another chance.<br /><br />So the first try with the new mold was in the 1891 “Argie” (as Joe calls it). Other than the 4” shortened bar-rel and ramp ft sight the gun is “as issue” with open sights and original stocking and hardware.  The 311466 was cast in a Lino/WW mix, bottom poured and lubed in a .313” die in the Lyman 450 with a Hornady gas check. I lubed the first three grooves with Jake’s NRA style. I dropped 12.0 grains of Unique capped off by CCI 200’s in reformed 30-06 cases and seated the bullet three bands deep in the case. They were shy of the rifling a bunch due to the large throat in the rifle, but I found that the “running start” worked fine in the 7.65 with other loads and designs. <br /><br />Using Lyman’s 311284 and the 12.0 Unique load it’s usually a 2.0”-2.75” gun for 10 shots at 100 yards and a bit over 5.0” at 200 yards. The rear ladder sight has a notch that is good for a zero for 200 yards with my load. I use it primarily for offhand practice on steel gongs at the end of my bench shooting sessions. Even 4 MOA is good enough for the 12” 200 meter gongs so that’s at least what I wanted to see with the new bullet. The 31466 load with the same charge shot near identical sized groups as the 311284 the first time out and I was pleased and surprised.<br /><br />With that I decided to leave the measure be and stuff the bullet and load into an ’06 case. I picked my 1903 Springfield with Lyman target peep sights for test #2. This gun is consistently accurate with 16.0 of 2400 and the 200 grain Eagan MX3-30-US.  Many times has it shot 5-shot  MOA groups at 100 and 10 shot groups are in the 1.8-2.5 MOA range out to 200 yards.  I seated it three grooves deep just like the 7.65 and it responded nicely. Groups were about 1/2 MOA larger than my Eagan load and I couldn’t complain a bit with my new high production molds accuracy. One 10 shot group at 100 was 1.65” with 9 of the 10 into 1.2”!<br /><br />With this minor success I decided to try my new “universal bullet/powder” in a different style rifle. I chose a “new to me” truck rack worn, repaired stock, beat-up Marlin 336 30-30 RC with Micro-Groove rifling. I had no idea what to expect in MicroGroove as it has been 10 years since I owned one. I seem to recall having decent success, but really couldn’t remember the details. But I doubted the horror stories of MicroGroove and cast bullet shooting. <br /><br /> </div> </div>	<div class="row">		<div class="col-md-12"> <img 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"> </div>	</div>	<div class="row">		<div class="col-md-12">  I did have to size them down from .312” to get neck clearance and I did this in my .309” Lee Push through die that sized them to .3095”. I decided to load Unique again but I dropped the charge to 10.0 grains, seated the bullet to 2.6” and lightly crimped in the third groove. This gun with it’s 4X Redfield scope grouped 1.75” to 2.4” at 100 yards for four 5-shot groups. Not great, but acceptable for the first time out. <br /><br /> </div>	</div>	<div class="row"> <div class="col-md-6"> 	I had a lot of vertical tendencies in the groups I felt were shooter induced so I loaded another 30 and did a re-shoot. This time I was being more careful of my bag handling. I was rewarded with round 1.4” to 2” groups at 100 and 2.75 to 3.25” groups at 200 yards. All were 5-shot groups and three consecutive groups at each range were shot. It was over 90 degrees and even though the gun was very hot its accuracy held up. So at least with this bullet and about 1400 f.p.s. velocity MicroGroove rifling works fine unless you consider about 1.5 MOA bad grouping in a lever gun!<br /><br /> </div>		<div class="col-md-6">			<img src="data:image/jpeg;base64,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"> 	<b>Best 100-yard group with the 30-30 Marlin.</b><br /><br /> </div>	</div>	<div class="row">		<div class="col-md-6">			<img src="data:image/jpeg;base64,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"> <b>200-yard groups.</b><br /><br /> </div> <div class="col-md-6"> I like my 311466 4-cavity mould.  It only uses 150 grains of metal, casts nice bullets with only about one grain difference from lightest to heaviest, and works great in three of my favorite 30 caliber plinking rifles. I still think there are better designs out there, but if you find one reasonable don’t pass it up. As for Unique powder it worked well and gives about 580 loads per pound at 12.0 grains. I will be trying it in other rifle loads now. (I was using a 20 year old lot so the new Alliant may need to be load adjusted when I run out of the old stuff.) So, two things I didn’t have faith in suddenly work for me, I wonder what else I have missed or bad mouthed over the years that works just fine? Probably more than I want to know.  􀀁<br /><br /> 	</div>	</div>]]></content:encoded><pubDate>Sun, 18 Feb 2018 02:00:17 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2018/2/139/the-lyman-311466-and-unique-powder</guid></item><item><title>Reloading out of Franks Ditty Bag</title><link>http://castbulletassoc.org/blog/article/2018/2/138/reloading-out-of-franks-ditty-bag</link><description>  This article from Ed Harris&#39;, "Tales from the Back Creek Diary", was published in the Jan/Feb 2013 #221 issue of the Fouling Shot. Frank Marshall spent many pleasant afternoons plinking with his....</description><content:encoded><![CDATA[<div class="row clearfix"> <div class="column full"> This article from Ed Harris&#39;, "Tales from the Back Creek Diary", was published in the Jan/Feb 2013 #221 issue of the Fouling Shot. <br /><br />Frank Marshall spent many pleasant afternoons plinking with his Savage 340 or Winchester 94 rifles in .30-30 as he reloaded rounds with an Ideal Tong Tool. Until the late 1960s Lymans 310 tool was the portable reloading outfit of choice at the range or deer camp.<br /><br />The original Ideal tong tool which was patented March 11, 1884 had its dies machined integral with the steel handles. These tools featured a single-cavity bullet mold on the end and a bullet-sizer hole in the tool handle. Ideals No. 1 was adapted to pistol cartridges from .32 S&amp;W through .41 Long Colt.  The No. 4 was for longer cartridges from .25-20 through .44-40 and .45 Colt.  The No. 6 tool was a rifle tool for .32-40 through .50-110 Winchester. Before WWI they sold for $2.25 to $3.00, depending upon caliber.  <br /><br />After World War II todays familiar threaded-handle design with removable die sets was adopted and desig-nated as the New Model 310 tool.  The Tru-Line Junior press used the same dies, which were available for most then-popular calibers.  According to http://the310shop. com/ boxed sets with steel handles were sold from 1947 to 1957 under the same Lyman Ideal.  Aluminum han-dles were introduced in 1958 and sold into the early 1970s. The 310 was reintroduced when Cowboy Shooting became popular. <br /><br /> </div> </div>	<div class="row"> <div class="col-md-6"> 	There was a simple, threaded, push-through cast bullet sizer made for the 310 tool.  When pan-lubing bul-lets Lymans Kake-Cutter was useful to pop bullets out of a block of solid lube in the cake pan. These gadgets and the 310 tool are what Frank Marshall taught me and my school mates to use as kids in the 1960s. I never owned one until recently.  Now that I am retired and have time to tinker, I asked around and Denny Lundmark found me a steel set in .30-30.  I am enjoying my childhood memories and like sharing this experience.<br /><br /> </div>		<div class="col-md-6">			<img 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"> 	<b>Decapping on the 310 tool.</b><br /><br /> </div>	</div>	<div class="row">		<div class="col-md-6">			<img src="data:image/jpeg;base64,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"> <b>For best results, seat primers twice, rotating the case 180°.</b><br /><br /> </div> <div class="col-md-6"> Lyman tong tools and die sets frequently emerge from estate sales, yard sales and can be found periodi-cally at gun shows or on the internet. If you want to expe-rience some nostalgia in loading for your Dads WWII bring-back in .30-06, 8mm Mauser, 7.7 Jap, .303 British, those dies are most common if you know what to look for. Tong tool dies are not marked by caliber, but are identi-fied by part number. So, unless you locate a boxed set, you must research compatible die parts in a pre-1968 catalog and search gun shows to assemble yours. This might require lapping out a muzzle resizer to best fit your particular brass and bullet.  A collection of various diameter muzzle resizers for .30-30, .30-40, .30-06 and .303 British is very handy.<br /><br /><br /> 	</div>	</div>	<div class="row"> <div class="col-md-6"> 	Neck size dies can sometimes be used to improvise in loading similar rounds of the same nominal caliber and head dimensions.  The .250 Savage and .257 Roberts dies can be adapted to each other, and the Roberts dies work on .25-06.  A .32 S&amp;W die set can also load .32 ACP, .32 H&amp;R Magnum, .32-20 etc. The .30-40 Krag and .303 British dies each will load the other. There may be other possibilities.<br /><br /> </div>		<div class="col-md-6">			<img 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">.<b>Mouth resizing.</b><br /><br /> </div>	</div>	<div class="row">		<div class="col-md-6">			<img 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"> <b>Powder dippers can be made from fired cases.</b><br /><br /> </div> <div class="col-md-6"> Todays Lyman 310 tool has aluminum handles machined from a die casting, with dies being offered only in the popular Cowboy calibers.  http://www.lyman products.com/lyman/dies/lyman-310-tool.php.  The 310 Shop http://the310shop.com/ offers new dies and han-dles as well as complete sets in most traditional and modern calibers, including many never available from Lyman.  A link with more practical information on using the 310 tool is http://www.lasc.us/Brennan_Lyman 310Tool.htm.<br /><br /> 	</div>	</div>	<div class="row">		<div class="col-md-12"> Lyman never produced carbide sizer dies for its tong tool. Because they only neck-size, you must use cases originally fired in your gun, unless you full-length size range pickup brass on another press first. When using plain steel dies, fired cases must be clean and lubricated to avoid grit scratching the dies or your brass. Mechanical advantage and extraction power of the tong tool is very limited.<br /><br />While you can brute-force an over-expanded empty into a 310 tool, you probably wont get it out, because the extractor hook will jump off the rim and the handles dont have enough mechanical advantage to either force the case in or to pull it out!  A shooting buddy from high school days recalled in his reloading for a .44 magnum M29, that to use the 310 without excessive cursing, it was important to load revolver cartridges conservatively.<br /><br />Five chambers in that M29 kicked out empties which worked fine with the 310 tool, but chamber number 6 was the one which had survived an overload a mutual friend, the previous owner, tried to demonstrate what Elmers real .44 magnum load should be! The inability to drag stuck cases out of the muzzle resizer is why it is critical to clean brass well (both inside and out!) to avoid intro-ducing grit which will make cases stick in the muzzle resizer or on the expander plug!<br /><br />And, dont eat fried chicken while priming with the 310, because you are handling the primers with your fin-gers! Dont ask me how I know It is important to clean primer pockets because the priming chamber engages only half of the case rim at a time, so you must push, then rotate the case and squeeze again to seat the primer so it is fully bottomed, flush and square.<br /><br /> </div>	</div>	<div class="row"> <div class="col-md-6"> 	In Franks day it was common to dip measure powder when using the tong tool. As long as you know that your charge cup and powder combination produces a safe and useable load, this is OK. The Lee dipper set and charge tables are recommended these days.  For my nostalgia trip I soldered up some home-brew charge cups from empty cartridge cases and copper wire and weighed some samples. The results are fascinating!<br /><br /> </div>		<div class="col-md-6">			<img src="data:image/jpeg;base64,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"> 	<b>Mouth expanding allows hand-starting cast bullets.</b><br /><br /> </div>	</div>	<div class="row">		<div class="col-md-6">			<img src="data:image/jpeg;base64,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"> <b>The seating chamber will also apply a nice roll crimp if desired.</b><br /><br /> </div> <div class="col-md-6"> An empty .22 LR case makes a dip measure which throws about 3 grains of Bullseye. This is a safe load for a .32-20 revolver, .32 H&amp;R Magnum or .38 Special with standard-weight lead bullet for the caliber.  It also works well to improvise cats sneeze loads with single-0 buck-shot in almost any .30 cal. rifle case.  <br /><br />A measure made from a .32 ACP case throws 6 grains of Bullseye, a full charge load for modern cowboy revolvers and lever-actions chambered in .44-40 and .45 Colt, and a nice plinker in the .44 Magnum.<br /><br /> 	</div>	</div>	<div class="row">		<div class="col-md-12">  It also makes a great small game load with 110-120 grain cast bullets in .30 cal. rifles of .30-30 size and up.<br /><br />A .32 S&amp;W Long case throws 11.5 grains of #2400, a very useful medium-velocity load with standard-weight lead bullets in the .357 Magnum. It is also fine for soft, plain-based bullets in the .30-30, .32 Winchester Special, .32-40, .30-40, 7.62x54R, 7.7 Jap, 7.65 Argentine  or .303 British<br /><br />.A 7.62x25 Tokarev case throws 14.5 grs. of #2400, a full charge .357 Magnum load and fine, mild gas checked bullet plinker in any .30 cal. from 7.62x39 to .30-06.<br /><br />A .38 Special case throws about 21 grains of #2400, a full charge load for the .44 Magnum revolver, or a use-ful jacketed bullet or gas-checked cast-bullet plinker in the  7.62x54R,  8mm Mauser or .30-06.A 7.62x39 case throws 29 grains of RL-7, which is a full charge load with 150-grain jacketed bullet in the .30-30. This also makes a good heavy hunting load with gas-checked bullets in any .30 cal. rifle from the .30-40 Krag through  the .30-06.  It also throws 28 grs. of IMR4064, which is a full-charge, gas-checked  load using the #31141 bullet in the .30-30, and a good target load with gas checks in any .30 caliber from the Krag up through the .30-06.<br /><br />Far better than the old tong tool, more versatile and highly recommended for modern users, not into fire-side cowboy nostalgia, is the Lee hand Press.  See:http://www.cabelas.com/presses-dies-lee-hand-press-reloading-kit-3.shtml http://www.ehow.com/how_7622520_use-lee-hand-press.html You-Tube demo here http://www.youtube.com/watch?v=K6IoNCtFHwU .<br /><br />The advantage of the Lee hand press is that it uses standard 7/8-14 thread dies and shell holders, so that you can use dies you already have.  I recommend car-bide dies in pistol and revolver calibers, whenever pos-sible. The Lee tool has ample leverage to full-length resize pistol cases and smaller rifle cases. The 9mm, .45 ACP, .357 Magnum, 5.56mm or 7.62x39 brass size rela-tively easily. While .30-06 brass fired from an M1 can be sized on the Lee hand press, doing so takes significant-ly more effort.  The Lee hand press is an affordable starter-outfit, well designed for its task.  <br /><br />A complete portable kit with dies, primers, powder, bullets, small loading block, etc., store easily in a .30 cal. ammo can, or in Franks WWII GI gas mask bag, thrown over the shoulder or attached with a snap-link onto your wilderness ruck. Frank will forgive your buying the Lee hand press and passing up the buy on that 310 tong tool at the gun show.  He felt it a shame Lyman never made .223 Remington or 7.62x39 dies for it... In his later days Bill Rugers Plinker (Mini-14) and the Chinese Hurdy Gurdy (SKS) did strike his fancy.<br /><br />Another approach for reloading out of the box to use Bob Sears clever term for it, is to use a small arbor press with hand dies, such as those made by L.E. Wilson.  This set-up is popular with bench-rest competi-tors, and is best suited for bolt-action rifles, neck-sizing, match-prepped brass for one rifle only.  Setting up for a precision rifle this way is quite practical, but more expen-sive than using the Lee outfit.  <br /><br />Some descriptions and how-to articles of the arbor press equipment are at these links:<br /><br />http://www.brownells.com/.aspx/pid=37764/Product/Sinc lair-Arbor-Press <br />http://blog.sinclairintl.com/2011/12/29/sinclairwilson-hand-dies/ <br />http://www.shooters-supply.com/using_wilson_dies.html <br />http://www.shooters-supply.com/reloading_equipment. html#wilson  <br /><br /> </div>	</div>]]></content:encoded><pubDate>Sat, 10 Feb 2018 09:32:30 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2018/2/138/reloading-out-of-franks-ditty-bag</guid></item></channel></rss>