<?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 12:09:57 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>Adventures of PB Kaster</title><link>http://castbulletassoc.org/blog/article/2017/2/47/adventures-of-pb-kaster</link><description>  Deer Glenn,Well I finshed the first yarn, Ima thinkin its going to be as painfull to read as a mofth full of root canils chewin on bird shot, but youens askeded for it. I am sorrie for all mispeled ....</description><content:encoded><![CDATA[<div class="row clearfix"> <div class="column full"> Deer Glenn,<br /><br />Well I finshed the first yarn, Ima thinkin its going to be as painfull to read as a mofth full of root canils chewin on bird shot, but youens askeded for it. I am sorrie for all mispeled words. I tryed to use a diksunairy, but cudnint finda lot of words init. I think it was a pre civil war modell and just didnint have all the new modurn words we use now. Awlso some of the letters rara a missin bekause I used it as a target a time or to. I will right soon bout my first lernin bout castin bullits for that genuwine Britsh Endfield. Not sure bout includin picktures of some of myin burns <br /><br />I got when I was a strartin. They coud be usefull from a safety way of thinking cause yous shoudint cast while neked. Whatin do you think? I also got a new sekret inventsun. I almost have it finish. It is myin on ideer, connecking a castin mold to a handylubsizer. Ittle size them suckers as they fall outa the mold, all in one flik of yourin rist. Justa waitin on 19 more springs and 6 skrews Id ordered from Brownnells. Wenst theyra instaled, "pow ya", shesa redy for a migty casting sessun.<br /><br />If yous see John befor I do, let him knowin that spring Id borreded from is competisun rifle didint work on myin inventsun, thats if he sayes sumpton bout it. Otherwise (whew big wurd) don&#39;t say nuthin. I&#39;ll put it back when I sees him agin. He may not be a knowin I borroaded (another one) it.<br /><br />Yourin best shootin partnir,<br /><br />P.B. Kaster<br /><br />"Adventures with P.B. Kaster"<br /><br />I must tell ya something bout myself, so you knows I am not just a BSer and knows my stuff. Being a bonifired CBA member, I noed that they woudint let me in if I&#39;d didint nowed what I&#39;m talkin bout. Hell, the other day at a shootin match, ole CBA Pres John and fowlin shot ritter, Glenn says to me, "Ole P.B., you shud start rittin some artickles for the fowlin shot." I says, I anit got no rittin in me, hell I didint go past the 8th grade. They sais, "yued know alot bout shuttin, so share some with the other CBA members". I says, I just didint think it was a good idea. That when Glenn says he will just put it in the blog or blob to start, or some cumputin noncents. I says I don&#39;t have a cumputer, but Glenn says to mail it to him and he&#39;ll do the puttin. Well, what the hell, can&#39;t be any worsed than losin a turkey shoot with your&#39;n special rifle. So theys says to just start in the beginnin when I was a youngin. So here it is.<br /><br />When I was about 8, mine grandpapa started me to a shootin with crooked barrel ole .22 rifle. I knows that old rifle&#39;s barrul was croked, because it cudnint hit a sqrill no matter how much I tried. Hell, once I was shootin ata dear down in the bean patch and shot one of my pappa&#39;s cows, boy was she mad. That durned cow chased me every time she seedme, that&#39;s how mad I knewd she was mad ata me. But I sweart that dear was in front of me and that cow was a backin of me. I think the onliest reason my grandpapa giva me that there rifle to get a startin with was cause he couldint sell nor trade it.<br /><br />Anyway, when I was bout 12, I gots&#39;me a real WWI surplus Britsh Endfield rifle, .303 caliber and all. I traded that croked barrel .22 &amp; some beef from another cow I shot that got kilt, but I&#39;l have to tell that one later. But I will tell you that my pappa was mad this time, same reason I knowt, he chased me for a month every time he seed me. He&#39;d told my momma not to feed me supper and that I&#39;d coud just go and chew on that kilt cow. I thot&#39;boutit, but just didint coudint get past her eyes, justa starin at me. She was a purty cow. I did get a box surplus shells with the swap, so I didint have to bothur or get close to him for that month. I think he wasunt so mad when I brung in two dead crows with that box of shells. I figured theyed went a long ways to make up for that kilt cow. But now I think momma was mad, causin she said those crows werent fit for even a sandwitch and gave me&#39;d that "not on this Sunday" kinda look. Now I was mad atmyself, I was out of shells!<br /><br />But back to the rilfe and how&#39;d I swap&#39;d for it. You seed, my papa sent me to Mergatrioded&#39;s  Mercantill and tolt me to take some of that kilt cow meat and seed if I couldint swap if for a list of surpleyes he gaved me. It was usulls such as turpentin, cofe, sugar, chewin tobaca, flower, and other use less stuff. No ammo, no powder, no primers, no nuttin, just stufff. You seed, Mr. Merg, was a onest trader. He nevered tried to cheat any one in a swap, you seed, his bruther was the Babtist precher and I think he kept&#39;d a eye on Mr. Merg. Well, we was a dun tradin, he said that I had a dollar and 43 cents left over. Since I thout I had dun such bang uped job at a swapin, I deserved the left overs. Heck I got every thing on the list my pappa give&#39;d me, so I urn&#39;t it.<br /><br /> Now was&#39;n my turnt to start swapin. Now, you&#39;ed need to knowed that Mr. Merg was a sharp swapper to. My pappa always sayed, "Mr. Merg never got rich by fallin of the turnup truck". I didnint know exzackly what that ment cause he drove a 39 ford pikup and he didnint limp or own a turnup truck, by I did noed it me he was a good swapper. Well I spied that genuwine Britsh Endfield rifle, .303 calibur in all in the longarm rack. It was even purdier than that cow I kilt, purdier than Penellopie Marie, Mr. Merg&#39;s 14 year olt dauter, and shed was dam purdy. But bein onlinest 12, I wusn&#39;t sure why she was so purdy, but I knew why that Britsh Endfield was purdy, so I desided to swap for it. But, there was a swappin problum. You see that genuwine Britsh Endfield was $2.00 hole dollars and I ontly had $1.40. On top of that deal, the shells were another hole .50 cents. Now by my sifering, that was about $2.50 or close enuf for govrment work. After bout an hour more of sifering, I figured I wus bout $1.20 cents short or close enuf for govrment work. Bout 3 hours later, somethun in the supplies was startin to smell like my uncle Ralph. He had sumkinda religon that said he coudint take baths exceptin on the 5th Sunday of the munth. Momma said it was cuss pappa&#39;s brother was just weird. I am still not sure, but it was so bad, he coudint hunt. They&#39;d said that the critters knew him by name. <br /><br />Anyways time was runnin out and I had to make a move, checkers lingo for, "get off the pot". Then I sided to draw my ace in the hole, Mr. Merg had a thing for momma&#39;s strawberrie jam. So that&#39;s when I made my move. I says, " Mr, Merg", with a grown uped voice like my pappa ust when he newed momma&#39;s was mad bout suppin. I says, "Mr. Merg, I would like to trade &amp; swap for that there genuwine Britsh Endfield rifle, .303 calibur in all and a box of real .303 calibur shells." He says, "P.B., what do you have to trade". I says "I have that $1.40 youed gived me back" and then I choaked up for a moment like the preacher, when someone says, "Damit" outlowd, when there kid wont quit bein onery in church. Mr. Merg say&#39;s "P.B., I need more pig in the poke". Right then and there I nued I just had to have that genuwine Britsh Endfield, .303 calibur in all, with shells. So I just threw down the promiss of some of momma&#39;s strawberrie jam, 4 pints to be sure. Mr. Merg says, "Deal sun" but asked me when he would be a gittin the jam. Without hesitatin, I said next week. The swap was dun and so was I. I didint have nothin to swap momma for the strawberrie jam. But that thout soon left my head as I headed home with that genuwine Britsh Endfield and all throwed over my sholder. <br /><br />Yourin trueley,<br /><br />P.B. Kaster<br /><br /><br /> </div> </div>]]></content:encoded><pubDate>Fri, 24 Feb 2017 05:49:39 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/2/47/adventures-of-pb-kaster</guid></item><item><title>Sizing - How Much is Possible?</title><link>http://castbulletassoc.org/blog/article/2017/2/46/sizing---how-much-is-possible?</link><description>  	Sizing - How Much Is Possible?by CBA member, Jeff Brown, Christchurch, NZ.A few months back I happened upon a second hand, double cavity, Lyman 280468S, a Loverin pattern mould original cut for the....</description><content:encoded><![CDATA[<div class="row"> <div class="col-md-6"> 	<br /><br /><div class="edit"><div class="entry-meta"><strong>Sizing - How Much Is Possible?<br /><br />by CBA member, Jeff Brown, Christchurch, NZ.<br /><br /></strong></div><div class="entry-meta"><strong>A few months back I happened upon a second hand, double cavity, Lyman 280468S, a Loverin pattern mould original cut for the .270 Winchester. At 110 gr nominal weight it must have been a great bullet for small game</strong></div></div><br /><br /> </div>		<div class="col-md-6">			<img 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"> 	<b>Modified Lee crimping die. </b><br /><br /> </div>	</div>	<div class="row">		<div class="col-md-12"> <b> in the .270 Win and would be perfect for the new 6.8 SPC; neither of which I own but not one to pass up a bargain I bought the mould based on my hopes that it would be possible to size the bullets to .269 for my FAT 41 6.5X52 Carcano. 0.280 down to 0.269? How so? In recent times many very favourable reports have been posted involving substantial diameter reduction when nose first sizing of cast lead alloy projectiles in Lee push through style dies. Bullets designed for the  8X57mm (.323-.325 inch) are being successfully sized to .314 and shooting well, something that is in stark contrast to any of the historical readings suggested that even minimal sizing will be detrimental to accuracy. Traditionally the best accuracy is achieved from bullets cast as close to throat diameter as possible that require little or no sizing as the more a lead alloy bullet is handled the more likely it is to become damaged or distorted. In fairness the accuracy reports are not coming from winning targets at CBA matches and indeed until such material appears I will reserve judgement on primo accuracy however the vast majority of cast bullet shooters are not trying to achieve match winning results as much as field accuracy or groups to match jacketed ammo at least. Back to my new 280468S. The first order of work was to make a push through, press mounted sizing die. This I did matching it to the die body of a Lee factory crimp die I had on hand not being used. The sizing die fits snuggled into the FLC die body and is held neatly by an ‘O’ ring. Next a push rod was fashioned to fit in the spent primer hole of a case holder mounted on the press ram in similar fashion to the Lee system. The sizing die worked perfectly and sizing even heat treated alloy at near 20 BHN was easy enough.</b><br /><br /> </div>	</div>	<div class="row">		<div class="col-md-6">			<img src="data:image/jpeg;base64,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"> <b style="font-size: 14px;">L to R: 280468S base first sized .269 Lyman 4500,<br /></b><b style="font-size: 14px;"> push through sized .269, PRELUBED push through<br /> sized .269 (lube removed for photo), as cast .2805.</b><br /><br /> </div> <div class="col-md-6"> <b style="font-size: 14px;">From the outset the 280468S, sized 0.269 for the Carcano, showed potential but groups were not stella and tended to be inconsistent. Not until a fellow cast bullet chucker stopped in home for a chinwag did the situation remedy itself when he reminded me to completely fill the grease grooves on the bullet BEFORE sizing. The purpose of pre-lubing was to maintain the structure of the bullet as the lube is non compressible and as the bullet is squeezed down 0.011 from 0.280 to 0.269 the grooves remain fairly unchanged whilst the bullet length increases due to the displacement of the metal.   </b><br /><br /> 	</div>	</div>	<div class="row">		<div class="col-md-12"> <b style="font-size: 14px;">The displacement and growth is very controlled thanks to the lube and this control was the difference between average, inconsistent groups and primo results. The Carcano rifle is open sight equipped only but with a correctly sized bullet accuracy of around 1 inch at 50m is being achieved reliably. After 20 odd years of cast bullet shooting I thought I was a dedicated Lyman lube sizer fan but I can now see the benefit of the push through style dies. What this exercise has taught me is it’s not how MUCH you size but HOW you size. Anyone who has based first sized long bullets the likes of the 6.5mm Cruise Missile will know it is possible to bend a bullet in the process. Further, bullets with long bore riding noses can be and often are ‘bumped’ during sizing base first where the unsupported nose of the projectile squashes slightly during sizing and increases in diameter.</b><br /><br /> </div>	</div>	<div class="row"> <div class="col-md-6"> 	<br /><br /><div class="edit"><strong> This ‘bumping’ is dependent on the amount of inertia present during the process. Inertia is created by factors such as an oversized gas check requiring swaging down onto a bullet shank and/or oversized moderately hard bullets; the more you have to lean on that press handle the more the chance of ‘bumping’ that nose. In contrast, nose first sizing puts all the force, square and plumb on the base of the bullet without stressing the top end of the projectile. Food for thought ah?</strong><br /><br /><strong>Keep your powder dry. <em>Jeff.</em></strong><br /><br /></div><br /><br /> </div>		<div class="col-md-6">			<img 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"> 	<b style="font-size: 14px;">The load is 14 gr of Alliant 2400, air cooled wheel weight alloy, over a CCI large rifle primer and a crimp into the third grease groove. Velocity is 1750 fps and the gas check is made from rather hard 0.010 aluminium formed in a Freechex III die.</b><br /><br /> </div>	</div>]]></content:encoded><pubDate>Sat, 18 Feb 2017 01:52:49 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/2/46/sizing---how-much-is-possible?</guid></item><item><title>Speaking Frankly by Frank Marshall Jr</title><link>http://castbulletassoc.org/blog/article/2017/2/45/speaking-frankly-by-frank-marshall-jr</link><description>Adventures on a Chicken Farm or Cast Bullets Out of the Wind  (Editor’s Note: This article originally appeared in The Fouling Shot No. 27, August 1980. It introduces what Frank referred to in many of ....</description><content:encoded><![CDATA[<div>Adventures on a Chicken Farm or Cast Bullets Out of the Wind </div><br /> (Editor’s Note: This article originally appeared in The Fouling Shot No. 27, August 1980. It introduces what Frank referred to in many of his subsequent writings as the "coops” range.)<br /> <br /> During my formative years, a fellow with a chicken farm sold out to my Uncle Will. Will didn’t give hoot about chickens, but he’d dreamed of a 100-yard indoor range, which those level sheds next to the woods would be. Also, Will would rather shoot than eat, given a choice.<br /> <br /> With the partitions in the ends of the buildings removed and a stout steel plate put up on a 45-degree angle into a sandbox in the end of the last shed, voila, we had our indoor range! Will didn’t know it then, but we were about to learn the true accuracy of cast bullet loads and all other manner of things which you could only see when shooting out of the wind.<br /> <br /> Besides the obvious novelty, we found we could shoot in bad weather, and at night, with the help of a few lanterns, since this location was quite remote. The fun ended when the hurricane of ‘38 swept up past Long Island Sound, wrecking its havoc on the Utopia which was Massachusetts, and our rifle range in a chicken coop was no more.<br /> <br /> While it lasted, the famous chicken coop range confirmed the credibility of the legends of the schuetzen era, and left a less known legacy of its own. The most notable impression indoors was the fantastic accuracy of the common 1400 f.p.s. plain-based load. At the same time doubts were raised about certain dogma and rules which had arisen with black powder, which had somehow survived into the smokeless powder era. These we later found out were not suited to modern bolt action rifles shooting lead bullets with smokeless powder.<br /> <br /> As to conditions contributing to success with smokeless loads in "modern” rifles such as the ‘03 Springfield and Winchester M-54 bolt guns, the primary rule was a close bullet fit, regardless of groove diameter, and a snug necked chamber for abrupt leade cone rifles, such as the .30-30, .32-40, .38-55, etc.<br /> <br /> Many lead load notables avowed that the "no throat” chamber system was the most accurate. It may have been under the breech-seat system, since the bullet was not then dependent on the chamber or case concentricity for a perfect launch. When seated normally, with the front driving band pressed snug against the lead-cone, and with a neck which fit snug when combined with a bullet .001” over groove diameter, it was a very accurate combination. This system also 164-5 works with fixed ammo when the above requirements are met.<br /> <br /> However, I was, and still am, convinced that a throat diameter of .001” over groove diameter and a case neck .001” under chamber diameter, is the ideal set-up for fixed load accuracy. This neck size lets the bullet leave the case without having to squeeze it down, but it is uniform as the case expands the .001” or so allowed with a bullet .0005” under throat diameter. This actually gives a very close fit, though not quite the CBC (cast bullet chamber) approach, since you must size the case neck. This close fit, however, does give a positive gas seal, which I feel is essential since if any gas can get by the bullet in the throat, you can’t depend on the bullet’s not being gas cut or deformed during the initial acceleration. This also gives a tight enough assembly that the bullet isn’t easily pressed back into the neck upon chambering when seated out to engrave on a fixed load, per CBA rules.<br /> <br /> The throat being .001” over groove size leaves only the lands full height for the bullet to engage with a gentle leade cone, no sharper than 6° as in standard .30-’06 chambers. The difference in accuracy is obtained mainly by uniform release of the bullet by the close neck and throat and gentle swage down action of the leade.<br /> <br /> Will found in his experiments in the chicken coop that the close neck, proper throat fit was the main element, and was indeed part of Harry Pope’s technique of using one case, repeatedly reloaded, for his best fixed ammo, cast bullet work.<br /> <br /> Some allowance for neck expansion when combined with the close throat out shot the tight neck, no throat rifles in Will’s experience, and I think would still be true today. Why not allow some neck expansion in the no throat type chamber you ask? Simply because no perfect coaxial support exists other than the case body with the chamber, which is asking a lot. The idea is to eliminate the variable of bore/chamber/bullet alignment. Even with coaxial throat support, the case must also be concentric, and this dual assurance of a concentric launch gave this system the edge, or so we thought.<br /> <br /> It was this controversy that led Will to build his .32-40 bolt gun with a special chambering consisting of a modern style throat of groove diameter with a heavy bull barrel fitted onto a Winchester Model 54 .30-30 action. The standard throat for the .32-40 then, and today, is simply a 15° leade taken from the chamber mouth diameter, with no throat just as are the .38-55 and .30-30 factory throats. Will’s cohorts at that time thought the "no throat” system had proven itself with the .32-40 and .38-55 cases, and that further experimenting was futile. Of course, none of them had ever tried out Will’s idea in a bolt gun, and all their experience was based on single-shot rifles with all their inherent quirks, two-piece stocks, light striker fall, etc. Will’s contention was that since his objective was fixed cartridge accuracy, the .32-40 had never been exploited to that end with a properly throated rifle, so he’d simply go do it the way he felt right, to see if indeed it worked. Of course, I’ve reported his results before in FS No. 19 in April 1979, but recounting that issue, he had an easy minute-of-angle outfit, using the Ideal 319247 cast of 1:20 alloy, with 12 grains of SR-80, giving perhaps 1450 f.p.s. in his 28” barrel with a 16” twist.<br /> <br /> These results reported in FS 19 were all obtained only on calm evenings, or in the chicken coop, out of the wind, but in doing this, it was possible to evaluate small changes in loading technique as they affected accuracy, since wind was no longer a factor. Although Will tried slightly over-sized bullets just over throat size, then deep seated, these were not as accurate as a throat/groove size bullet allowing adequate neck release without any swaging down of the bullet upon entering the leade. When seated to give best accuracy, the #319247 bullet had two bands out of the case neck, just pressing the front one into the leade.<br /> <br /> The significance of the chicken coop shooting was that outdoors we never would have realized the clear superiority of the bolt gun over the falling block single-shot, the accuracy difference was so slight. This wasn’t based on eyeballing just a few shots, but in comparing hundreds of groups shot with both types of rifles.<br /> <br /> The memorable lesson I learned in the chicken house was that less than perfect bullets would shoot well if carefully weighed and indexed. This lesson has paid off even to this day. I accept the fact that my #311284 mould isn’t perfect, nor is my old Winchester Model 70, but I did pretty well with that outfit for some time. It has only been recently that Bob Sears, Sid Musselman and some of the other Fairfax crowd have come far enough to better what I did with that rifle. Sears has done especially well, which speaks well for the excellent rifle he has, his good eye and the quality of bullets from Sid’s new mould.<br /> <br /> Cast bullet loading at present is a compromise condition of using average rifles and imperfect bullets, but now that we are beginning to learn, and take care to make perfect, concentric chambers and exercise care to get good round bullets which aren’t deformed by excessive sizing, our accuracy level will take a grand leap forward. That Bob is getting the truly outstanding results he has is of no surprise to me whatever. It was inevitable, since he has a good rifle, a good eye and a good mould.<br /> <br /> Getting back to the old days, I’d hesitate to quote the sizes of groups we obtained, since the targets didn’t survive and there’s no documentation to support them. I can distinctly remember matches in the chicken coop being tied with several one-holer groups for first place. We didn’t have any Sweeny calipers to measure them, but they would be good by today’s standard. The notable thing was that these exceptional groups which were so uncommon outdoors, could be done with relative ease out of the wind.<br /> <br /> Of course, outdoors it was a different situation entirely. We didn’t think of the 1100-1800 muzzle velocity as wind blown, only as accurate, but we did a lot of shooting of our "good” loads outdoors to see how much we had to favor the wind. We did find that loads in the 1000-1100 f.p.s. area were markedly less wind sensitive than those up around 1400 f.p.s. with plain based bullets. We didn’t know why then, but of course, we do know now, since Bill Davis explained the intricacies of drag in FS No. 13.<br /> <br /> Most of our accurate 1000 f.p.s. loads were cartridges using heavy bullets with a good ratio of length to diameter in calibers from .25-20 up through the .30-30, .32-40, .38-55 and .45-70. The 405-grain .45-70 does very well at around 1000-1050 f.p.s. with light loads approximating the old 55-grain black powder carbine charge, but we used only smokeless. Today you could do well with 18-21 grains of SR-4759, 22-24 grains of IMR-4198, 29-32 grains of RL-7, or 33-36 grains of IMR- 3031 or 4895. Any of these charges will give about 1000 f.p.s. with a 410-grain bullet in the .45-70 with any of these powders other than 4759. These loads would all be OK in older rifles such as the trapdoor Springfield.<br /> <br /> We attributed the good accuracy of our light loads to the ability of the heavy bullet as a wind bucker, though now we realize that the subsonic velocity was probably the dominant factor. The 405-grain bore-ride nose bullet 457193 for the Marlin rifles was more accurate than the undersized nose 457124.<br /> <br /> We shot a lot of subsonic loads using unmentionable fast pistol powders in our attempts to get uniform ignition and minimum fouling to get the optimum accuracy with these subsonic loads. If a suitable powder existed today this might have promise. Robert Burmeister’s trials with 700X parallel what we did years ago, but very fast powders are something you must use with great caution. Their pressure peaks very, very fast and it’s easy to get into trouble. You should start with a very light load, perhaps even one which sticks a bullet in the barrel, which you can drive out easily enough. Then work up with a chronograph carefully and don’t go over 1050 f.p.s.<br /> <br /> Our best results in the chicken coop were obtained with the longest, heaviest bullet, which would be stable in a particular rifle at moderate velocities, with a proper fit as described. Still, the single-shot shooters wouldn’t believe the inherent superiority of the bolt gun until they were shown. Even after they were beat they still believed Will had something else going which he hadn’t revealed to them. He silenced the skeptics, but they still wouldn’t believe what they saw.<br /> <br /> I’ll long remember the pleasant days in that shooting house. By opening a backdoor of the shooting shed and a skylight at the target end, a soft draft was created that wafted the smoke and light fumes down the sheds, which was quite comfortable. During the long New England winters we used a potbelly stove to break the chill, and put up a new partition in front of the bench with a foot-square hole to shoot through. Will used to use swimmer’s earplugs then, even with the light loads it got noisy in there, but from outside you could hardly tell what was going on. It was heaven for a gun-crazy kid.<br /> <br /> We might have to go to this type of range eventually to eliminate noise pollution and to keep on shooting in urban areas. Personally, I’d sure like to see a 100- yard indoor range someplace so we could test some of our good modern guns out of the wind. It’s interesting to speculate what our really good rifles of today would have done in the coop, with no wind, and nobody to blame but yourself for a blown shot...<br /> <br /> <div>As ever ---------<br /> 	Frank Marshall Jr.</div><br />]]></content:encoded><pubDate>Wed, 22 Feb 2017 06:47:43 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/2/45/speaking-frankly-by-frank-marshall-jr</guid></item><item><title>Cast Bullet Use In The SKS</title><link>http://castbulletassoc.org/blog/article/2017/2/44/cast-bullet-use-in-the-sks</link><description> 	This article originally appeared in the July/Aug 2006 #182 issue of the Fouling Shot and was written by Paul Brasky Kingston, NY 		Brief History and Variants 	 	 The SKS or more properly the 7.62 Si....</description><content:encoded><![CDATA[<div> 	<div>This article originally appeared in the July/Aug 2006 #182 issue of the Fouling Shot and was written by Paul Brasky Kingston, NY</div><br /> 		Brief History and Variants<br /> 	<br /> 	</div> <div>The SKS or more properly the 7.62 Simonov System Self-Loading Carbine, Model 1945, was designed by Sergei Gavrilovich Simonov, a Senior Master Gunsmith whose specialty was semi-automatic weapons using the 7.62x39mm (M43) cartridge. In the Soviet Union, the AK-47 replaced the SKS as the primary military arm in the 1950’s, but Russia continued to produce the latter for export until the late 1960’s. Some of the major differences between SKS 45 variants are summarized below:                        <br /> 	<br /> 	</div> <div>Albania - Produced approximately 17,000 rifles between the1960’s and 1979 at the Umgramsh Arsenal. However, as many as 2/3 were destroyed or given away. These differed from the Model 1945 in that milled steel components were used. The stock was lengthened as was the hand guard, which is also distinguished by three vents on the bottom. Other differences include an AK-47 style bolt knob, a butt plate with two "doors,” a rear sling swivel located on the left side of the stock rather than the bottom, a different magazine profile as well as a spike bayonet.<br /> 	<br /> 	</div> <div>China - The Type 56 SKS was developed in the mid-1950’s and manufactured on Soviet-supplied equipment in China until 1971. Those with serial numbers of 9,000,000 and higher had spike bayonets; lower serial numbered rifles have blade bayonets. Barrels are pinned rather than threaded.</div> <div><br /> 	Romania - Produced between 1956 and 1962 in Cugir, Romania and distinguished by shallow cut-outs on the hand guard and a blade bayonet.<br /> 	<br /> 	</div> <div>Yugoslavia - The SKS M 59 and 66A1 was manufactured by the Zastava Ordnance/Red Banner Works between 1967 and 1970. The M 59 and M 59/66 were clones of the Type 45. Most had beech wood stocks, but those exported to Africa had teakwood stocks. Nevertheless, there were significant differences between the Yugoslav products and those made in the Soviet Union. To wit, the former didn’t have chrome-lined barrels as there was no chromium in Yugoslavia and it was difficult to obtain from Russia given the political differences between the two nations. The M 59’s and 66’s also had stronger, heavier actions since Yugoslavian M43 ammunition was loaded to a higher pressure than its Soviet counterpart. In addition, the A1 was fitted with tritium sights, both front and rear. Lastly, Yugoslavian made rifles have a gas cut-off valve at the front of the gas tube, whereas other SKS variants do not.</div> <div><br /> 	Ballistics and the 7.62x39mm - (M43) Cartridge There is some debate as to what the 7.62x39mm cartridge is capable of. Can it be safely loaded to equal the ballistics of the venerable .30-30 Win. for example? Let’s look at what various reloading manuals have to say about this controversy. The fourth edition of Hornady’s "Handbook of Cartridge Reloading, Vol. 1 (1996)” states, "In factory or military form, it offers a 123 gr. FMJ bullet at 2,300fps. Reloaders can easily equal this, but it is difficult to substantially surpass due to limited powder</div> <div>capacity.” (p. 379) Hodgdon’s "Data Manual #26 (1993)” says substantially the same thing (p. 383). The late Frank C. Barnes in Cartridges of the World 7th Edition,” added somewhat confusingly, "…the M43 can be loaded to nearly duplicate the .30-30 with most bullet weights up to about 150 grains. However this is only possible in a strong single shot or bolt-action rifle. Semiauto (sic) rifles must stick to the original ballistics, which are marginal at best for deer-size animals.” (p. 272, italics mine) To reiterate Barnes’ statement, the SKS wasn’t</div> <div>designed to handle the pressure of the .30-30 Win. For safety’s sake, don’t even think about making yours into something it’s not!</div> <div><br /> 	Reloading - Reloading for the 7.62x39mm is straightforward and full-length resizing dies are available from all of the major manufacturers as are shell holders (#6, Hornady; #12,</div> <div>Lee; #3 Lyman; #12 Redding and #32, RCBS). Be advised that FL die sets come with two expander balls, one for .308” bullets and one for .311” bullets. If you’re loading cast bullets, use the .311” expander. You’ll also need some means of flaring the case mouth so those cast bullets can be seated without shaving lead, which isn’t conducive to accuracy. The Lyman M-die, specifically M 1 C 91, works perfectly and won’t overwork your case mouths when properly adjusted. <br /> 	<br /> 	 	<div>Cast Bullets and the SKS <br /> 		<br /> 		 		<div> 			<div>One of the myths surrounding cast bullets is that they can’t be used successfully in semi-automatic rifles because they are inaccurate, will leave lead in the bore or will render the gas operating system inoperative because of lead fouling there. While it’s true that you must not exceed the port pressure for a gas-operated semi-automatic rifle with jacketed or cast bullets, that doesn’t mean you can’t obtain excellent results with the latter. Certainly one of the main determinants of cast bullet accuracy is how well the bullet fits the bore and throat</div> 			<div>of the rifle. (Barrel quality and condition are also important.) Bullet fit is at least as important as bullet design (shape), perhaps more so, since poorly fitted bullets are notoriously inaccurate. On the other hand, properly fitted [cast] bullets are likely to be accurate ones. These principles apply single shot, bolt-action as well as gas-operated rifles and carbines, including the SKS. <br /> 				<br /> 				When you consider that the SKS was produced by at least five nations over a period of thirty-four years, variations in bore dimensions will come as no surprise. Therefore, before you purchase a particular bullet mold hoping that it will fit your SKS, slug your bore, breech and muzzle (i.e., two slugs). Both should measure about the same, with a slightly larger breech slug being ideal. This will tell you the minimum dimension a cast bullet must be to fit the bore. Generally the cast bullet is sized from .001” to .003” larger than that minimum. Once you’ve done this, you’ll be in a better position to determine which mold and/or bullet design will fit your rifle (carbine). Unfortunately there aren’t a plethora of mold choices available, which, to view it in a more positive light, eases the burden of choosing the "right” mold. However, the SKS tolerates a wide variety of cast bullet designs and weights, so long as they fit the bore and throat and can be loaded so that they can feed from the magazine. On the other hand, very long cast bullets and overall lengths necessitate single loading: Simply place them in the follower and release the bolt.</div> 			<div><br /> 				A personal example may help illustrate the above. I purchased my Type 56 around the time C.E. Harris developed and published his cast bullet design for the SKS in the pages of "The American Rifleman.” Lee Precision, Lyman, and LBT later produced it. After slugging my bore and studying the published dimensions of the Lee and Lyman molds (.312”), I knew that neither would fit my rifle. Somewhat reluctantly (because of the price, not the quality or service) I sent those slugs to Veral Smith/Lead Bullets Technology so that he could cut a mold whose bullets would fit my SKS. In brief, they do (sized to .314”) and shoot into 2 minutes of angle from an "as issued” Type 56 purchased new.</div> 			<div><br /> 				Which cast bullets are appropriate for the SKS? So long as you achieve a proper fit in both bore and throat, many cast bullet designs will suffice if not excel. Don’t overlook the following molds: Lee’s C.E. Harris-designed C312-155-2R or CTL312-160-2R (tumble lube) or Lyman‘s #311410. Also, if you have Lyman #311291 or #311041 and if they cast large enough, try them by all means. If you don’t mind single loading (because the OAL exceeds the length of the magazine), Lyman #314299 will give 3 to 4 minutes of angle accuracy. Lastly, even the very old Lyman #321232, a plain-base, flat-nosed, tapered Loverin (tapers from .319” on forward band to .322” at the rear), which was made for an entirely different rifle (.32-40), shoots surprising well from the SKS because it can be sized to fit the rifle.                      </div> 			<div><br /> 				</div> 			<div>Maintenance</div> 			<div><br /> 				Making sure the rifle is unloaded, I remove the bolt cover, spring and bolt assembly every time I fire my SKS, not because such maintenance is required, but so that I can clean the barrel from the breech rather than the muzzle. I also check the gas piston for lead, which will be deposited on its face. While you may not be able to entirely prevent lead deposition, you can make any accumulation easier remove by coating the piston rod, especially its face, with white lithium grease. Clean and regrease the bolt assembly and put things back together in reverse order and you’re ready for another session. Cycle the action manually to make sure all is correct.</div> 			<div><br /> 				</div> 			<div> 				<div> 					<div>Powders</div><br /> 						</div></div> 			<div>Consult several reloading manuals for appropriate powders and powder charges. Lyman’s "Reloading Handbook, 48th Edition” (2002) is recommended because of the variety of cast bullet loading combinations it contains. Having written this, I must confess to having tried only a few powders, mostly because I was rewarded with immediate success when using them. I must also say that I use my SKS strictly for informal target shooting so I have no need for high pressure/high velocity loads. With the C.E. Harris-designed, but LBT produced, bullet mold (145 gr. gas check bullet) I’ve basically used only two powders, namely Alliant 2400 and military surplus WC 820 (burning rate similar to Accurate Arms #9, but different lots may be faster or slower than AA #9). In either instance, 14 gr. gives excellent accuracy, reasonably clean burning and reliable ejection. Velocity hovers around 1,550 fps. incidentally, Alliant 2400 burns much cleaner in rifles than it does in revolvers and no crimp is needed either.</div> 			<div><br /> 				 				<div>Chronograph Data </div><br /> 				</div> 			<div>I used my Shooting Chrony Model F-1 to test the LBT 145 gr. bullet as well as the venerable Lyman #321232 (175 gr.). The load was 14 gr. WC 820 in once-fired Winchester brass atop Winchester Large Rifle primers. Ambient temperature was 25 degrees [Fahrenheit] and the chronograph was 15 feet from the muzzle. Velocity Std. Dev. E. S. LBT Bullet, OAL = 2.125” 1,514fps 40fps 137fps #321232, OAL = 2.19” 1,473fps 29fps 107fps Note: Seating #321232 to 2.10" will boost velocity by 50 - 60fps.<br /> 				<br /> 				</div> 			<div> 				<div>Conclusion</div><br /> 				</div> 			<div>The SKS is a robust, fast-handling rifle, which can shoot cast bullets to a high degree of accuracy if the owner takes the time to assess its requirements. Happily, hose are few and easily mastered. Primary among them is fitting the cast bullet to its throat and bore and not trying to turn it into a "short magnum” variant of the .30-30Win. Keeping an eye on the gas piston and removing any lead deposits that accumulate there and in the barrel will go along way to insure that your SKS remains trouble-free and a joy to shoot.<br /> 				<br /> 				</div> 			<div> 				<div>REFERENCES</div><br /> 				</div> 			<div>Frank C. Barnes, Cartridges of the World, 7th Edition.</div> 			<div>Edited by Mike Bussard. DBI Books, 1993.<br /> 				<br /> 				</div> 			<div>Hodgdon Data Manual No. 26, Tom Shepherd, Editor.</div> 			<div>Hodgdon Powder Company, 1993.<br /> 				<br /> 				</div> 			<div>Hornady Handbook of Cartridge Reloading, Vol. 1, Todd</div> 			<div>Georgi, Editor. Hornady Manufacturing Company, Inc.,</div> 			<div>1996.<br /> 				<br /> 				</div> 			<div>Michael E. Kreka, "7.62 Simonov Self-Loading Carbine,</div> 			<div>Model 1945” at Jamie Mangrum’s site, (no longer online)</div></div><br /> 		</div><br /> 	</div>]]></content:encoded><pubDate>Mon, 13 Feb 2017 01:16:06 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/2/44/cast-bullet-use-in-the-sks</guid></item><item><title>Tales from the Back Creek Diary</title><link>http://castbulletassoc.org/blog/article/2017/2/43/tales-from-the-back-creek-diary</link><description>		This article was written by By C. E. “Ed” HarrisAnnandale, VA and appeared in issue #187, May-June 2007 of the Fouling Shot. The .32 S&amp;W Long “The sweetest shooting revolver…I have ever handled…....</description><content:encoded><![CDATA[<div class="row">		<div class="col-md-12"><div>This article was written by By C. E. “Ed” HarrisAnnandale, VA and appeared in issue #187, May-June 2007 of the Fouling Shot. <br /><br /><b>The .32 S&amp;W Long</b></div> <br /><br />“The sweetest shooting revolver…I have ever handled…”Julian S. Hatcher, Textbook of Pistols and Revolvers, (1935) <br /><br />The black powder version of the .32 Smith &amp; Wesson Long was introduced in 1896 and was followed by a smokeless version in 1903 for the Model I, Hand Ejector revolver, adopted by the New York City Police Department. The Regulation Police, as it was also known, was the first service revolver standardized by the NYPD. Until the 1930s when law enforcement officers were faced with heavily armed criminals driving metal automobiles, the .32 S&amp;W Long was the smallest revolver then deemed adequate for police use.<br /><br />Old references give differing accounts as to its ballistics,due to use of various barrel lengths, and listed catalog velocities being obtained from solid test barrels,rather than revolvers, or vented test barrels, as are used today. Hatcher’s Textbook of Pistols and Revolvers(1935) stated the original charge as 13 grains of blackpowder for 790 f.p.s. from a 4-1/4 inch barrel. Hatcher said that the .32 Hand Ejector was “the sweetest shooting revolver at fifty yards I have ever handled,” and that it was the “ideal home defense gun for women.” Which …“should be used when possible with the flat-point .32 Colt New Police, which nearly doubles its stopping power.”<br /><br /><br />A Western Cartridge Company catalog table in Sixguns by Keith (1955) shows the smokeless powder 98-grain. Lubaloy roundnose at 820 f.p.s. from a 4” barrel,the 100 grain flat nosed .32 Colt New Police at 795 f.p.s. and a wadcutter at 770 f.p.s. from a 6” barrel. Keith said, “of the .32s only the Smith &amp; Wesson Long and the.32-20 are worthy of mention.” Of the S&amp;W Long Keith said, “the #313445 with 4 grains of Unique is a wonderful small game cartridge…it works nicely with solid bullets on small game, but lacks killing power on anything larger.”<br /><br /><br /><br /><div><br /><br /> </div></div>	</div>	<div class="row">		<div class="col-md-6"> 	Gun Digest article several years ago (Gun Digest No. 49, 1995, pg. 47) I have obtained several small frame S&amp;W .32 revolvers, which seem ideal for the recreational “kit gun” role. I shoot mostly.32 S&amp;W Long ammo in my Ruger Single Six to simplify ammunition supply. In about 30 years of playing with the .32s I feel it is a much more effective small game load than the .22 LR, especially since I now have a handy single shot rifle too (the subject of a future article).<br /><br />			<img src="data:image/jpeg;base64,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" 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</div>		<div class="col-md-6"> In fixed sight guns zero is affected more by bullet weight than velocity. Lighter bullets shoot low, and heavier bullets shoot high. Most fixed sight .32 Long revolvers shoot close to point of aim at practical small game ranges from 50 feet to about 25 yards with 85 to 100 grain bullets. The heavier 115-120 grain .32-20 slugs shoot about 3”high at 25 yards, enable a 6 o’clock hold at fifty yards and shoot “on” to point of aim at 100 yards.<br /><br />In the pre-1957 S&amp;W revolvers which don’t have the model number stamped in the yoke cut, don’t attempt to load over 850 f.p.s. with a 98-grain lead bullet. This provides a useful, but modest improvement in performance over the factory loads,and has ample penetration for small game.<br /><br /><br /><br /> </div>	</div>	<div class="row"> <div class="col-md-6"> I prefer the Saeco #325 98-gr. SWC for hunting because it has the largest meplat to best let the air out of bunny wabbits.But for pure recreation the Meister 94-grain .312” diameter LFNs are an excellent choice. The bullets are available directly <br /><br /> </div>		<div class="col-md-6">			                    <img src="data:image/jpeg;base64,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" 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" 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">		</div>		<div 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"> fromMeister (http://www.meisterbullets.com/). The moulds to cast this bullet are available from Magma Engineering (http://www.magmaengineering.com/). The Meister is a dead ringer in shape for the factory flat nosed bullets once loaded in the .32 Colt New Police.<br /><br /> </div>	</div>		<div class="row">		<div class="col-md-12"> The Meister is a dead ringer in shape for the factoryflatnosed bullets once loaded in the .32 Colt New Police.It has a long ogival nose compared to the Saeco #325’sshort SWC and leaves more airspace in the case, whencrimped in the crimp groove. Therefore, it takes about one-half grain more Bullseye powder with the Meister to reach the same velocity obtained with the Saeco #325seated deeper in its crimp groove. For older S&amp;W “I”frames, good loads are 2 grains of Bullseye with the Saeco #325 and 2.4 grains with the Meister.<br /><br /> For longer range plinking I use the heavier 120-gr.Saeco #322 LFN .32-20 bullet. I do not use this bullet in the older S&amp;W “Eye” frames. In the Ruger Single Six and modern post-war.32s I use 2 grains of Bullseye and seat the bullet out, crimping it in the lubricating groove. Its 1.35” cartridge length protrudesout the front of older “Eye” frame cylinders,preventing you from doing something stupid.It gives about 720 f.p.s. from a 4-inch revolver and is nearly silent at 850 f.p.s. from my 26” H&amp;R custom rook rifle. This overall cartridge length, the same as .32 H&amp;R Magnum ammunition, works fine in S&amp;W J and K frames,as well as the Ruger Single Six. It also feeds from the Marlin 1894 Cowboy, which steadfastly refuses to feed.32 Longs.<br /><br />Somewhat heavier field loads are useable in the stronger S&amp;W Models 30 or 31 and post war Colt D frames.A charge of 2.5 grains of Bullseye with the Saeco #325 or 3 grains with either the Meister 94-grain LFN, or Hornady 85-gr. XTP provide about 900 f.p.s. and shoot flatter to 50 yards or more. This is my standard working load in my Ruger Single Six, being just below .32 H&amp;R Magnum levels. Cylinder gaps vary in old revolvers and have a dramatic effect upon velocities obtained.<br /><br /> </div>	</div>	<div class="row">		<div class="col-md-12"> <img 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</div>	</div>]]></content:encoded><pubDate>Wed, 22 Feb 2017 06:49:41 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/2/43/tales-from-the-back-creek-diary</guid></item><item><title>Mr. Peabody and Me</title><link>http://castbulletassoc.org/blog/article/2017/2/41/mr.-peabody-and-me</link><description>The article was written by John Morgan of Arco, ID and published in the Sept./Oct. 2001 #151 issue of the Fouling Shot.    I found my Peabody rifle while attending the Sahara gun show in 1989 in Las V....</description><content:encoded><![CDATA[<div>The article was written by John Morgan of Arco, ID and published in the Sept./Oct. 2001 #151 issue of the Fouling Shot. </div> <div> </div> <div>I found my Peabody rifle while attending the Sahara gun show in 1989 in Las Vegas, Nevada. I thought I paid a very high price at the time, but I had only seen two others in my life, and having a bad case of "gotta have”, I purchased it. It has increased in value to about four times what I paid for it, so it has been a good investment, at least that’s what I tell my wife. </div> <div> </div> <div>The gun was in very good shape, but little did I know just what a gem I had acquired. Upon cleaning a hundred and thirty years of grime, a new gun in unfired condition came to light. The stock, action, and lock were coated with cosmoline, with a tar like consistency from drying on the parts. As I slowly dissolved the gum with lots of Hoppe’s No. 9, the color case hardening saw the first light of day since it was made. The parts were almost breathtaking in their quality and finish. It surpassed anything in modern mass-produced arms of today. As I cleaned the pieces I wondered how a gun like this, even a military arm could escape any use and survive intact until this time. </div> <div> </div> <div> 	<div>In my search for information on Peabody a pair of publications were discovered in the Dixie Gun Works catalog. In the Providence Tool Co. Military Arms by Edward A Hull, I discovered my gun to be a Spanish Model, made for France during the Franco-Prussian war of 1871. Mine has a 70,000 serial number found under the forearm, and was part of a contract order being sent to France when the hostilities ceased. The contract for the rest of the rifles was then canceled. The rifles in transit were then stored somewhere in Europe and forgottenfor over fifty years. Around 1925 Frances Bannerman advertised "Brand New Peabody Rifles,” still packed in their original zinc lined cases, for military collectors. By this time no ammunition was available, as all stocks of the obsolete cartridges were long gone.</div> 	<div> </div> 	<div>I made a chamber cast, and found the chamber didn’t match any known cartridges that I could find listed. I checked Nonte’s Cartridge Conversions, Hoffman’s Reloading Notes, and the Handloading Manual of Cartridge Conversions, by J. Donnelly. The .43 Remington was the closest match. I obtained a box of Bell brass, and made a mold to cast a .439” diameter bullet weighing 370 grains. I fire formed three of these, and didn’t like what l saw! There was about .012” expansion ahead of the web, and it looked like a snake had swallowed a pickle. This wasn’t any good at all and the neck had expanded to .447” inside. The barrel has three lands and grooves and appears to be around .446” or .447". I</div> 	<div>needed to do something a heck of a lot better than this.</div> 	<div> </div> 	<div>After looking at all the modem cases the .348 Winchester was the only one that came close, but its case head in front of the rim was .018” larger than my chamber. It also looked to be about .050” short, but I could live with that.</div> 	<div> </div> 	<div>The first problem was the rim in the chamber. It was cut .100” deep, indicating a Mauser "A” base thick style of rim. The head measured .527”/.528”. I made a brass washer in the lathe to match the rim dimensions in the chamber, and parted it off at .030” thick. I cleaned the rim relief with a stainless steel brush and acetone, and soldered the brass ring into the rim recess with low melting temperature silver tin solder that melts at around 600 degrees. Then I cut the extractor groove through the brass ring. This left me with a rim counter bore that would match modem rims.</div> 	<div> </div> 	<div>I then set about making a swaging die in the lathe to reduce the head of the cases. I ordered a hundred cases from Midway Arms, and when they arrived I was ready to start. I lubed the cases, and with a large press, I ran each case into the die, but found I couldn’t swage clear to the rim. The die stopped about a sixteenth in front of the rim, leaving behind a nice radius. In sectioning one of the cases, I could see I had moved the web over, but the solid head stopped my die. I then realized I could remove material from the radius to the head with a lathe tool.</div> 	<div> </div> 	<div>I made a fixture for turning the cases by turning a piece of material with a button the size of a primer. The fixture was held in the lathe with a three-jaw chuck. The button went into the primer pocket, and a tight fitting rod went through the case neck and pushed on the case head from the inside. A live center was used to push on the rod, the cases were turned in the lathe, and the head was reduced to .001 smaller than the chamber. The next step was to expand the case mouths to .446”. I made up expander buttons that would screw on a decapping stem in a universal die. I made a .375”, a .410” and a .446”. I annealed the cases between each expansion, and it paid off, as I lost only one case in the first hundred. I chucked each case in a collet, and using a round nose tool, I removed the Winchester logo from the case head. This left the heads</div> 	<div>with a "bulls-eye” contour that is very distinctive. I then sized the cases in a .43 Spanish die until I could close the breech. The cases were fire formed with 20 grains of 2400 and a 385 grain paper patch bullet. The case mouths were then squared up, using the shortest case as my standard</div> 	<div>length. I now had good strong cases to shoot, great! Does anyone have a clue to what this round might be? The rim is .610”, base .527”/.528”, shoulder .515”, neck OD .468”, case length 2.250”? I would sure like to know what the original round was.</div> 	<div> </div> 	<div>I made up a number of molds for the Peabody, and am still playing around with loads. One of my most successful loads is a 385-grain pure lead slug, paper-patched with 100% rag bond paper and loaded with 28 grains of IMR 4198. In working up loads, I used .45/70 information as a guide, as the case holds about seven grains more black powder than the .45/70, but I think the pressure range should be held to the black powder</div> 	<div>pressure levels, not to the loads designed for the later and stronger guns like the 86 Winchester. I use 100% rag bond paper measuring .002”</div> 	<div>thick. The paper is soaked in water to expand the patch, and it is then rolled twice around a .440” pure lead bullet. The tail is twisted tightly around the base. They are then placed in a cartridge block, tail down, the weight of the bullet keeping the tail from unwinding.</div> 	<div><br /> 		</div> 	<div>After drying for twenty-four hours, the tail is clipped off as close to the base as possible. I then run the bullets through a .447” sizing die which irons the patch smooth. I tried dipping the paper-patched bullets in lube, but quit when I found some recovered rounds with the paper still glued to the base. I want to try automatic transmission fluid on the patch, as a substitute for the sperm oil that was used in the last century. I killed a</div> 	<div>fork-horn buck with this load two years ago, after missing another buck earlier in the season. I misjudged the range and shot right over his back and he didn’t give me another chance. The one I shot was only about a hundred yards from my house. The bullet went through both</div> 	<div>shoulder blades and wasn’t recovered. The buck went down at the shot, but regained his feet and ran about twenty yards before going down for good.</div> 	<div><br /> 		</div> 	<div>Like most rifles made for the military in the 1800s, this rifle is sighted to hit on at about 200 yards with the lowest sight setting. This puts the impact around eight inches high at 50 and 100 yards. That makes it hard to hit anything, at least for me.</div> 	<div> </div> 	<div>Dixie Gun Works came to the rescue. I was able to purchase an original rear sight, mainspring, tumbler, firing pin, sear, and a few screws. I took the replacement rear sight, and milled as much material as I could from the bottom of the sight. By shorting the screws, and doing a little filing, I had a sight that hit dead on at fifty and one hundred yards.</div> 	<div> </div> 	<div>My best loads shoot around two inches at one hundred yards. The fire formed cases are not resized, but merely decapped and primed and loaded with 4198 or SR4759. The bullets are started by hand and finish seated with a .43 Spanish die.</div> 	<div> </div> 	<div>My Peabody has given me many hours of pleasure, and I hope it will for my son and grandson, when I pass it on the next generation of shooters.</div> 	<div><br /> 		</div></div>]]></content:encoded><pubDate>Thu, 02 Feb 2017 12:29:47 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/2/41/mr.-peabody-and-me</guid></item></channel></rss>