<?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 12:10:12 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>Tales From the Back Creek Diary</title><link>http://castbulletassoc.org/blog/article/2017/5/81/tales-from-the-back-creek-diary</link><description>  Ed harris wrote this article which was published in the Mar/Apr 2009, #189 issue of the Fouling Shot. Properly designed hollow-point cast bullets expand at subsonic revolver velocities without requi....</description><content:encoded><![CDATA[<div class="row clearfix"> <div class="column full"> Ed harris wrote this article which was published in the Mar/Apr 2009, #189 issue of the Fouling Shot. <br /><br />Properly designed hollow-point cast bullets expand at subsonic revolver velocities without requiring +P charges.<br /><br />The standard of terminal performance from a concealable .38 Special service revolver was for many years the so-called “FBI load.”  It featured a 158-grain all-lead, hollow-point, semi-wadcutter at a velocity of 880 f.p.s. as obtained from a four-inch vented test barrel, which approximates what you can expect from a “wheel gun.” Winchester sold it under its symbol X38SPD. Remington’s equivalent was R38S12 and Federal’s 38G. Winchester and Remington loads are still available from Midway. Federal no longer makes it.<br /><br /><br /> </div> </div>	<div class="row"> 	<div class="col-md-6"> 		<img 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"> 	</div>			<div class="col-md-6"> 		The “FBI Load” expands “most of the time” to about 54-60 caliber from a four inch revolver and penetrates 12 inches of gelatin tissue stimulant. Firing it from a two inch pocket revolver reduces velocity about 50 f.p.s. Expansion is then less consistent and limited to about 45-50 caliber, when it Typical expansion of the occurs. Reduced “FBI load” expansion increases penetration, which can sometimes be a good thing. <br /><br /> 	</div>	</div>	<div class="row"> <div class="col-md-6"> 	Getting reliable expansion from common 3 percent antimony (11BHN) lead swaging alloy, requires a striking velocity above 850 f.p.s. Achieving this with 158-gr. bullets from a two inch snub requires a +P load unless cylinder gap tends towards the minimum assembly tolerance of .004.”   Tighter gaps cause cylinder binding if you fire more than a cylinder full or so of +P lead rounds.  Expect a Delta-V of ten f.p.s. per 0.001” of gap difference from the maximum industry assembly tolerance of .008".<br /><br /> </div>		<div class="col-md-6">			<img src="data:image/jpeg;base64,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"><b>Typical expansion of the “FBI load” </b> </div>	</div>		<div class="row">		<div class="col-md-12"> Lead bullets enable higher velocities within permissible non +P pressures as required for use in light frame revolvers. Hollow-point cavity geometry must also be optimized to enable low velocity expansion.  Swaging lead hollow-points with large nose cavities is difficult because the bullets tend to “stick” on the nose punch and therefore get mangled in the machine, unless the punch has sufficient taper or “draft” so that the bullet readily falls off. Meplat diameter and required punch draft limits prac-tical cavity size.  Large hollow-point cavities in soft alloy are easily damaged by normal handling, loading and shipment, producing higher scrap rates, reduced market-ing cosmetics, and lower profit margins.  Federal’s 125-gr. Chief’s Special non+P hollow point .38 Special had a good street record, but was expensive to make, a low volume seller, low profit, so was discontinued.<br /><br />To get low velocity revolver bullets which expand, you can make your own.  The trick is getting a design which actually “works.” That being said, I neither use nor recommend hand-loaded ammunition for defense.  I carry either factory wad-cutters or Winchester 110-grain non +P Silvertips in light alloy frame guns and the Winchester X38SPD +P in steel ones.  The purpose for casting my own lead hollow-points is for field use and to conserve my $33-a-box factory loads. <br /><br />My experience with Lyman hollow-point moulds was less than Ideal (pun IS intended). Using a Forester hollow-pointer is somewhat better, but with simple straight drills cavity shape still isn’t “right.” Best results were obtained taking a cast bullet with large meplat, holding it in a fixture and machining a cup point of a depth approximating 0.6 of meplat diameter using a sharp-pointed, 82-degree countersink.  This shallow cup point works well in soft alloy such as 1:25, but is tedious to produce if you want more than a few.  Then CBA member George Damron introduced me to Erik Ohlen, www.hollowpointmould.com .<br /><br />I contacted Erik, discussed ideas, and we agreed to collaborate.  I sent him several moulds, exchanged email and in a short time my modified moulds came back. I fired up the lead pot immediately and after preheating the blocks on a hot plate, it took only a dozen pours to get bullets good enough to hand lube, load and shoot right away.  <br /><br />The first mould I tested was a Saeco #358 cowboy bullet.  In original solid configuration it weighs 163 grains in soft backstop scrap. I had Erik modify the blocks from four cavities to three, to reduce its weight, while having  <br /><br /><br /> </div>	</div>	<div class="row">		<div class="col-md-6"> 		<b>(Photo right) Converted SAECO #358 mould</b><br /><br />the center cavity hollow-pointed using a removable core pin.  Reducing block size to 3-cavities improves handling so the mould is handier to use.  A 147-gr. HP is a good weight for fixed-sight .38 Specials and shoots to the same point of impact as Saeco #358 double-end wad-cutters I use for field shooting and practice. <br /><br />The other block I sent was a double-cavity iron block NEI #161A. In original solid configuration it weighs 188 grains at 10 BHN. Erik’s recommended “cup point” version of this bullet weighs 175 grains. Converting one cavity of a 4-cavity block can also be done, but is less convenient, because the core pin handle protrudes from the bottom and interferes with using a mould guide and a heavy mould is tiring to use without one.  <br /><br /> 		 </div> 	<div class="col-md-6"> 		<img 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"> 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"> 	</div>			<div class="col-md-6"> 		I solved this by stacking ceramic tiles underneath my RCBS bottom-pour pot to produce a non-stick platform to support the handle, which was readily adjustable as needed to fit the mould block.<br /><br />My intent was a flat-nosed bullet for tubular magazine use which would expand in quiet, subsonic field loads when fired from a cowboy rifle or using non +P loads fired from a short-barreled revolver.  I wanted to approximate the expansion of the “FBI” load using a home-cast bullet, without having to load to +P pressures which would loosen my old Colts. <br /><br /> 	</div>	</div>	<div class="row">		<div class="col-md-12"> <b>(Above left) Saeco #358 147-grain hollowpoint of "subsonic cavity profile" cast 1:25 and fired into water with 3.5 grs. of Bullseye from 2-inch Colt Detective Special expands to .58 cal., despite an impact velocity of less than 800 f.p.s.</b><br /><br />I loaded test rounds in .357 Magnum brass using 4.2 grains of Alliant Bullseye to approximate .38 Special +P velocity and shot them into water jugs from ten feet from a Ruger Security Six with 2-3/4 inch barrel.  Estimated velocity was 830 f.p.s. based upon previous tests.  Both bullets blew the first jug apart, split the next one length-wise and continued straight-on to give 20 inches of water penetration.  This approximates 13 inches of gelatin. Expansion was classic mushroom without fragmentation, to about 70 caliber. Repeating the water expansion tests again in .38 Special brass using 3.5 grains of Bullseye producing about 750 f.p.s. from, my 2 inch Colt Detective Special gave expansion to 54-58 caliber. This approximates the expansion of Winchester X38SPD service loads fired from a 4-inch barrel, but does so at lower velocity from a two inch snubby. <br /><br />I then did some accuracy testing using 3.5 grains of Bullseye in the .38 Special with the 147-gr. Saeco #358HP. An average of five consecutive 6-shot groups fired from my Colt Officer’s Model Match off sandbags at 25 yards averaged 1.72 with the largest group 2.55 and the smallest 1.13. I started from a clean barrel. The first two groups were the largest. As the bore became conditioned with the Lee Liquid Alox, groups settled down, which is normal. The last three groups were all less than 1.5 inches, which is what I expect with this revolver using good wad-cutter ammo.   Expansion of these non +P loads fired from the 6 inch revolver approximated what I got using .357 loads with 4.2 grains of Bullseye fired from the Ruger snubby. This hollow-point bullet does all I could ask of it. <br /><br /> </div>	</div>	<div class="row"> 	<div class="col-md-6"> 		<img src="data:image/jpeg;base64,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"> 	</div>			<div class="col-md-6"> 		Firing the .38 Special 147-grain loads from a 24-inch. Marlin Cowboy rifle (1000 f.p.s.) into water, blew off the expanded nose in large fragments, with the remain-ing shank retaining 55%-65% of original weight, depending upon depth adjustment of the core pin.  Changing the core pin to wider and shallower 82 degree countersunk cup point increases as-cast weight of the NEI #161A to 175 grains. In water jug tests it still enabled the bullet to expand very well, to 54 caliber, without fragmentation. Erik recommends the cup point bullet for rifle and magnum revolver use at supersonic velocities. With soft alloys up to 12 BHN it is effective up to maximum plain-base velocities. Using GC designs 12 BHN alloy can be used for hunting to about 1800 f.p.s. and 14 BHN to about 2000 f.p.s. with classic mushroom performance. Heat treated low-Sb alloys can be driven faster. <br /><br /> 	</div>	</div>	<div class="row">		<div class="col-md-6"> 		<figure>						<img 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"> 		<figcaption>							<b>(Above) Saeco #358 SSHP weighs 147 grains vs. 163 in solid.<br />Left NEI #161A SSHP weighs 172 grs. vs. 188 in solid.</b><br /><br />						</figcaption>						</figure> 	</div> 	<div class="col-md-6"> 		<figure>						<img src="data:image/jpeg;base64,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"> 	 		<figcaption>							<b>(Above) NEI #161A cup points cast of 1:25 alloy with 4 grains of Bullseye in .357 Magnum and shot into water illustrates expansion vs. velocity. Left to right, 2-3/4 inch snubby about 750 f.p.s., 4-inch revolver 850 f.p.s., 18-inch carbine 1050 f.p.s., 24-inch rifle 1120 f.p.s.</b><br /><br />						</figcaption>						</figure> 	</div>	</div>	<div class="row">		<div class="col-md-12"> Applying these principles to rifle bullets:<br /><br />Erik’s designs of hollow-point bullets agree with hunting experience. Traditional Lyman style, small diameter, deep core pins producing a cylindrical cavity shape or tiny tapered point often collapse in oblique impacts. They may expand if cast in soft alloy when they hit almost exactly point-on, but expansion at oblique angles is often unreliable. Larger, angular hollow-point cavities such as used in the Speer law enforcement bullets, when applied to cast designs, facilitate filling cavities with grease or wax to prevent their plugging with debris. Wax or grease behaves as a fluid to vector the impact forces outward against the cavity walls to enhance low velocity expansion. Sharp-edged meplats readily “dig in” on oblique impacts and are less easily deflected upon striking bone than a round-nosed profile. Erik can convert round-nosed moulds to flat-nose for safe use in tubular magazines or to provide a larger meplat. By using a larger diameter core pin, bullet length and projectile weight are reduced by truncating the original ogival curve at its new intersect point with the hollow point core pin.<br /><br />Americans are brainwashed by ammunition catalogs to want double-caliber expansion with 85 percent weight retention. Maximum expansion inhibits penetration, which can impair performance on large animals. Europeans have used fragmenting hunting bullets for many years and they are well proven. RWS H-Mantel and the original Nosler Partition bullets were designed to expand, and then slough off the expanded nose in large fragments, which cause secondary wound channels.<br /><br />Erik’s standard conversions are for a single cavity block or for one cavity in a gang mould, supplying one removable core pin with handle. Cramer-style multi-cavity hollow-point conversions are in development.  When sending moulds for conversion, it is necessary to specify the intended velocity to ensure that the proper design of core pin is provided.  Additional core pins of different shapes, size-lubricator top punches, and seating die punches which preserve the as-cast cavity, are available at extra cost.<br /><br />Erik‘s “subsonic” core pin design has a large, deep, tapered hollow-point cavity intended to ensure low velocity expansion at 750-800 f.p.s. using soft alloys approximating 10 BHN such as 1:25 tin/lead in calibers such as the .32 S&amp;W Long, .38 Special, .44 Special .45 Auto Rimmed.  Use of somewhat harder alloy such as wheel-weights, at 12 BHN, or 50-50 plumbers lead and linotype at 13 BHN, enable its use for magnum revolvers and gas-checked rifle bullets, while limiting fragmentation at supersonic velocities to approximately one third to one half of bullet weight.  A fragmenting bullet is effective as long as half or more of original bullet weight remains intact to continue penetration.  RWS H-Mantels are so designed and are proven hunting bullets of outstanding reputation.<br /><br />Erik’s “high velocity cup-point” is intended for super-sonic velocities as produced by magnum revolvers. It also enables good expansion with deep penetration when used in gas-checked rifle loads using bullets having a large meplat, such as in the .44 Magnum and .45-70. It produces slower expansion with a classic mush-room shape with weight retention similar to conventional jacketed soft points.  It is best suited for heavier game, and enables alloy hardness to be adjusted as needed to match the velocity and pressure of the chosen load.  An alloy of 50-50 wheel weights + plumber’s lead with 1 per-cent tin added is recommended for revolver use and rifles below 1600 f.p.s. For gas-checked high velocity loads cast the same alloy hot and water quench bullets from the mould.<br /><br />As I have a chance to get more experience with other moulds in the works and Erik hears from other customers, you will see more results here. But I think he has something going.   􀀁<br /><br /> </div>	</div>]]></content:encoded><pubDate>Sun, 28 May 2017 02:17:24 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/5/81/tales-from-the-back-creek-diary</guid></item><item><title>How to Adjust and Maintain Bullet Molds</title><link>http://castbulletassoc.org/blog/article/2017/5/78/how-to-adjust-and-maintain-bullet-molds</link><description>  This is a short excerpt from "Cast Bullets for Beginners &amp; Experts" was written by Ken Mollohan. This has mostly to do with Lyman and other iron/steel molds with Lyman-style alignment pins. I kn....</description><content:encoded><![CDATA[<div class="row clearfix"> <div class="column full"> This is a short excerpt from "Cast Bullets for Beginners &amp; Experts" was written by Ken Mollohan. <br /><br />This has mostly to do with Lyman and other iron/steel molds with Lyman-style alignment pins. I know little about maintaining aluminum or brass molds. <br /><br />Any trace of oil or grease on a mold will smoke and cause severe wrinkling of the bullets.  Consequently, all molds must be clean and dry before use. Some casters never put any preservatives on their molds:  they just leave the last bullet cast in its cavity as a sort of protection.  I know one fellow who stores the dry molds in a box of heavily galvanized steel.  It seems to work, but most of us are more comfortable with some sort of petroleum based rust inhibitor for safe storage.  Which means it must be removed before the mold is used again.  <br /><br />I’ve used every solvent you can think of, and probably quite a few you never even heard of, trying to get the metal really clean.  Some shooters clean their molds with soapy water and a brush and report good results.  But the best way I’ve found was recommended in the American rifleman some years ago.  They suggested bringing a sauce pan with 2 or 3 inches of water to a rolling boil, and adding ‘some’ dish detergent - maybe half a teaspoon if you just HAVE to measure it.  Then open the mold (on handles) and set the blocks in the pan.  The water should cover the blocks.  Then let the pan come back to a rolling boil.  You’d think this is going to boil over and make a mess, but it doesn’t.  Let it boil for about a minute.  Then take it out and rinse it off briefly in scalding hot tap water, and sling it dry.  Be very careful not to give it a long rinse with cold water:  The metal will be so free from oils that if it’s kept wet, it will rust in a hurry!  But a hot mold will dry quickly, and will give you no trouble with rusting.  This takes only a few minutes, and is the best method I’ve found.   <br /><br />Bullet molds need to be adjusted now and again because they wear and get damaged.  Sometimes the mold doesn&#39;t close completely, sometimes the mold halves will move when the mold is closed, and sometimes the sprue plate isn&#39;t flat or has bumps. <br /><br />There must be no lead on the face of either half of the mold. Get the lead off by heating the mold and touching the lead with the tiniest bit of bullet lube. The lead will go away as you cast.  Ken&#39;s method is to heat the mold so hot the lead specks melt.  -Then wipe the molten lead away with a slightly oily rag after you’re done casting, so it will be clean for your next session.  <br />With the mold off the handles, check as follows: Hold the closed mold up to the light, look through the bullet cavity, and see if there&#39;s light coming through a crack.  Any visible light means that the mold isn&#39;t closing completely. Hold the closed mold in two hands, one hand holding each half, and see if the halves move when you try to twist them.  The slightest movement can be easily felt.  If the mould fails either test it should be adjusted for the best results. Remove the sprue plate and screw and washer from off the mould half. You&#39;ll need a small fine file. My file is eight inches long. A file with a "safe" edge, with no teeth on the edges, is preferred. <br /><br /> </div> </div>	<div class="row"> 	<div class="col-md-6"> 		<img 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"><br /><br /></div>			<div class="col-md-6"> 		Here&#39;s a picture of the file and the mold that we&#39;ll use for an example. On the mold half with the alignment pin holes (the half without the pins sticking out), hold the file flat on the surface of the mould and lightly file off any metal that projects above the surface. We&#39;re not taking much metal off. We just want to take off the bumps and make the surface flat. You will be able to feel the file take off metal, and you&#39;ll feel it when the file is done taking off metal. The alignment pin holes on a used mold are almost always burred<br /><br /><br /> 	</div>	</div>		<div class="row">		<div class="col-md-3">			<img src="data:image/jpeg;base64,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" alt="" style="">		</div>		<div class="col-md-3">			Here&#39;s a picture of that mold half after filing, the bottom alignment pin hole clearly shows the white ring left after the burr was filed off, the top hole looks the same but didn&#39;t photograph as clearly.<br /><br />Now file the face of the other mold half-the half with the alignment pins sticking out-, being careful not to file any metal off of the alignment pins.<br /><br />		</div>		<div class="col-md-3">Here&#39;s where having a file with a "safe" edge, with no teeth, is helpful. Just be careful not to remove metal from the alignment pins. File off any bumps at the edges of the mold half. When it&#39;s flat, stop. Less filing is better.<br /><br />To keep the alignment pin holes from burring again, get out your chamfering tool, or cricket, and chamfer the inside of the <br /><br /><br /></div>		<div class="col-md-3">			alignment pin holes-just a little bit! Above is the mold half and the cricket: (NEI and RCBS moulds come with the alignment pin holes chamfered, Lyman molds don&#39;t.)<br /><br />Before you adjust the alignment pins, make sure that the mold half faces are flat and burr-free as explained above. These steps must be done in the proper order.<br /><br /><br />		</div>	</div>	<div class="row">		<div class="col-md-6"> 		Adjusting the alignment pins:<br /><br />If you can feel movement when holding the mold halves closed in your hands-when twisting them-the alignment pins need to be adjusted. You will be able to feel which alignment pin is loose. Just fiddle with the mold for a while, twisting the halves in your hands. You can feel the slightest movement.  <br /><br />I use a punch, a hammer and a lead alloy ingot to adjust the alignment pins. Put the closed mold on the ingot and tap the punch on the alignment pin with the hammer.<br /><br /><br /> 		 </div> 	<div class="col-md-6"> 		<img src="data:image/jpeg;base64,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" alt=""> 		</div>	</div>		<div class="row"> 	<div class="col-md-6"> 		<img 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" alt=""> 	</div>			<div class="col-md-6"> 		It may take several whacks, maybe a hard whack. Eventually the pin will move. If the pin has gone out too far, so that the mold halves stick together when closed, then just tap the pin back into the mold half with the hammer. The goal is to have no movement of the two mold halves and no sticking when the mold is closed. (Some shooters adjust the alignment pins with an arrangement of ball bearings, shims, and a vise. I&#39;ve never tried it.) <br /><br /> 	</div>	</div>		<div class="row">		<div class="col-md-6"> Filing the sprue plate flat. Sometimes the sprue plate gets bumps and uneven surfaces and lumps at the outside edges. The sprue plate must be flat. File the bottom of the sprue plate until all the bumps are gone, and it is flat. <br /><br />			<img src="data:image/jpeg;base64,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" style="margin-right: 0.5em;">			<img src="data:image/jpeg;base64,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"> </div>		<div class="col-md-6"> Filing the mold top. The top of the mold sometimes gets burrs at the edges and around the sprue plate hole. ONLY after the mold half faces are filed flat and the alignment pins are adjusted, file off any burrs on the top of the mold. <br /><br />Filing chamfers on mould edges Some folks also file a chamfer on all four edges of the mating surfaces of both mould blocks; to make sure that no burrs will be raised to keep the blocks from closing completely. <br /><br /> </div>	</div><div class="row">		<div class="col-md-12"> <br /><br /><br /><br /><br /> </div>	</div>]]></content:encoded><pubDate>Thu, 25 May 2017 07:19:44 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/5/78/how-to-adjust-and-maintain-bullet-molds</guid></item><item><title>The SKS Match Rifle</title><link>http://castbulletassoc.org/blog/article/2017/5/77/the-sks-match-rifle</link><description>  The "SKS Match Rifle" written by Ed Doonan was published in the Mar/Apr 1996 #120, issue of the Fouling Shot.You may think this title is an oxymoron and, to a certain extent, you would be right. But....</description><content:encoded><![CDATA[<div class="row clearfix"> <div class="column full"> The "SKS Match Rifle" written by Ed Doonan was published in the Mar/Apr 1996 #120, issue of the Fouling Shot.<br /><br />You may think this title is an oxymoron and, to a certain extent, you would be right. But, you can make your SKS shoot well enough with cast bullets to be competitive in our 100-yard offhand matches at Wind Hill Range. <br /><br />I got an SKS because they are cheap, because I don&#39;t think the government wants me to own one, and I wanted to see how the rifle worked. My SKS is a low serial num­ber Chinese model with milled parts and a screwed in barrel. Local experts tell me it was probably made in the 1950&#39;s. It came with at least five pounds of Chinese grease packed every­where, including the stock. At one time it was blued because traces still remain under the stock. Basically the metal finish is bright. Strangely enough, it doesn&#39;t rust even in our humid mid­western summers. Despite the lack of finish the SKS shows no sign of having ever been fired. There was no copper fouling in the bore, no wear on the boh face, no carbon in the gas system - nothing. It does show signs of handling so it was proba­bly limited to use as a train­ing rifle. <br /><br />The bolt is simple in concept, with a strong ex­tractor. The SKS works much like the 99 Savage. In the Savage, the lever pushes the boh up to lock, in the SKS, the bolt car­rier pushes the rear of the bolt down; the idea is the same. The trigger mechanism is a mess and not easy to rework because of all the transfer and linkage problems. However, the safety is very clever, you know instantly whether it is on or off by feei and it can be moved into the off position without a sound.<br /><br /><br /> </div> </div>	<div class="row">		<div class="col-md-3">			<img 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">		</div>		<div class="col-md-3">			<b><br /><br /><br />Five shots from the bench at 100-yards v..;th the Lyman 311299 at 1,400 fps. </b><br /><br />		</div>		<div class="col-md-3">			<img src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD/wAARCAC+AL4DASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD8zfGM6HxTrlsqkJ/adyUDMRt/eN/n/wDVWK8zPbpD5Sh0ZmMgPJBAwCfQYP5/lu+NpYn8ba+hBWNdTuwQvT/WvzzXPvITt5+X65zQAwhs7GBX61JGqsjs0oG0cA5+b/PvSM6SMCeO57gU4ghXKuMHpx2zxQAm4rzh92cn5v8A61NLsTjefXBNDGR33bjluc03duB+XPTnuKAFjkdTuDMpA6j6U0HHJ59qcjMpwMEehFKV4DblUg9KAGqpxuJOM8kdqMkYIY5z3NOGF3KcknuKEIyc5JwaABRuwM4GQCc5qwYSoZgwKgcYzgd8cjvTY1Qj94WT0PpTQ/ysu1i2Rhs8jGaAJNxXLxSqcfMVGf8A9VNZH2bmfKnA5Pc8/wBKiRMtguMEHJpZDu5eQ/rQAwKdw3NwT17UbXB3EgBsjk+3/wBevYfgx+z9ffGe2b+wNVP2yCdElsYbSWedlYE70CjBxxkZz7VT+MP7P3jX4SkSaxa3D2Zk8sPLbvBIDjPMb4YdeMigDynBGWDYx7805tyvhyc4zwaRgjEtjbxwBS7WVMpz2JxQA8GQffL4YcZPf/CnlZZGCb3YsORk+nGaZEzhdwIz07Z/+v1qY5TEau0Y4KF8gsPX/wDV60AOlgS0uTCzs2wAkZ45Hr+PpUSxryc42jgbsHPtUrESRgRBm2/KDk8E59+M0y3VHdSMP5YLkH0HPTPIoA1dD0HVtZujDpGm3F7cQjzWjhG87BzkjHbHPPTFesfAGO4uPiDfLOqW7f2RK4iCFApM8W4YwehrybTdQvdHvjfaZPdWjyIyq8bAZUr8ynA5B4616D8FNRn0zxncX00YuzNpLqolZuhliOc9+mOD60Aed+NcL4w11gTk6ndZ44/1rVjFkIAwQx79v89a1/F7CTxTrMpY4bUro/nI1YoIbAxwD+NACjCrnGd3vSxE7hg4Oc59K7bwV8IPGHjKzn1q3tY9P0O1x9p1W/kEFsgOMYZvvtyMKuScj1rfeT4H+ALdJLWK+8da8FBDTA2ulQOGHO0fvZxjjBKL65oA890Pw3r/AIhuVstB0e7v7hzt8qCFpCT/AMBHH4135/Z48S6GqTfEjxHoHgmJnKlNUvQ9yAFBz9mhDykcgZ29c+hNZ3iX46/EHxAz2mnX8Ph3SyNsemaFCLO2jTsoCfM31dmPqSSa4C4u7m8mee8uJJ5ZDl3kYszH1JPJoA9Gv9J+BPh6RYbbxR4k8V3KfK72tpHp9ox5BKSSl5SBwRuiXOOdvZIPF/w8sL6GXSPhDDdCLMRjv9TmnEjZBBPl7MnAI44OR6c+bhh94rnkZ/rX1X/wTc8I/D7xn+0bY6f47gkunit2n0618kvFNOCAd+OmFJIPTigCpa+HfiJPoI8UeDPgt4Tv9CkVnu530J2WxZR86u8jZwFxyOcngA15y/x11zTL2Lf8OPA0UkDhvKk0CPDHGCGB7Hg/Ucd6/oe03wj4W0nSJtB0zw/Y22nS7t9tFbqsThvvblAwQcntX51ft1/8E6dY8c+PY/ih8GtEtvKvYBHqOl26iMLKg+WReR94dQMfd6c5oA/PSX9oC+m8yK5+Gnw/kRwVfGhqrMp4OCrZH1HTtSt8YPBF5HA2ufArwvK4bMz2VxdWzS9fSQhevYc49qyPiv8ABrxV8Jr+Oz8QQRkSABXB+63dSDyD9ff0rgzgqoDk7cnkcY//AF5oA7+48RfBjVGuJZ/AevaQ0gVYU0/WFkji9ciWMlu/8Q44zU8Hgb4R6/ZXE2hfFmTS72JWeKw13SJY/OxjCLLbeau45/iCjg5rzqWBoyHYRMckbUYHsOeKR1VcYlYueTkYAH9aAP3G/wCCZnhD4d6L+zppWpeHLSxuNZlZ/wC1L6NVaQzE/wCr3c5C88Z784IIHpf7Zfw88CeNfgR4su/F9lbH+y9NnubeVlbMcoA24KgkkkAdD1r8VvgD+1n8ZP2doNSsvh/4gaKw1YAT2kvzqkgI/exg5CSYBG7B68g4r6+tP+Cv03iXQG8P+O/hXFbm5IjnutPut6+Vx1ikHJOD3/LqAD859Wtbi3nMb6RLaL1RZVbOMnnkf5xVGPZDIryqzg9gcV+vOsfCkftPfC/7b8M/C3hHW4dWt41uNRiXZtJDNjBAKSBmwSpzlT3+Y+KP/wAE4pfD2g2ul/Emyube8gLf8THTnaZDEeQ0iKDjBwOOxPHQ0AfnpEslxc/uLbzCwJCAZGMf0606a1uI4I7l49qzEmM8fNjg8Dpj/Gv10+A//BL/AOD9zIPFXiu8v9T0p4VjtLaGVoDcDne8hwGGc4AG0kAZ5GT0P7RP/BMf9ne78IXGqfDzTbjwhqdtGTELaSSdJ3PQESMxXJ7j17CgD8YliblBjI74P+RUkRMIkVwdo7r/AHu34Zrf8d+D7zwX4k1HQrgysbK5NuzSKEcOOoZc5B/nWCbdnUyAfKB83zZx9cUAPhljLb98oYEEf4+2MV6N8E1im8VXnmum1rCRgWHI/ex49uRj8q85ikCFHhVSU45XJYe/+Fej/CBZp/GF2gkilb+znJZCAD+8i5oA5fUfDeteKvHer6doWnTXk8up3ARY1yvMp6t0Ud8kgACu2u9P+G/wYnuNN1m2s/G3ixI0PlpMG0rT5epRypP2l177T5fIGW5xW+J/xSiWXVvAnw70t9C0H7ZML19+bvU3WRvnnfsOf9WvyjjrjNeTsGIDMetAHS+OfiL4u+IV+moeJ9VM/lIsUMESCK3gRRgLHEoCoMegrmQx9c85xSAnGKCMUAL8uM55zSdKf5UpTzCp2+tIVZiAPmPTAoAdBJ5cySEBgrAkMMg/UV+1v/BOnSfgL8R/AOjfFfQfh34e0bxxpMZsL17Jf3iOgCebtH3fMBOM992M9R+KOwrgnGT29K99/ZX/AGrfH/7KviS81fw9axajZatahJNMuXPkSNu+WQ7eQQARnrg0Af0HxSEIyBgSeSAO3X/P4Up2qOTliAc/0r8cNS/4K7fFm11LUNR8OeDdJt5dRa3lmjuZXnhiKYDrCvBRXUdySCScnt6NpH/BaSWWyuY9e+DSJdBSYfseoEpnaeu4AgbsDjsfbkAh/wCCwHgvwNoX/CLeJtNSGDXdWmmW4hVgPMiVR8+zHHOBnjPvX5lFoAu6J5MYHysBkn/CvVP2jf2jfHv7Sfjmfxb4wv3NsHZdN0+NNsNnETkIo7npljy2M+w8jPynLDJ5yc96AJSxRF65BPQcYI6U2SRSnqSc54/H+lMOQRg9BTT93qM5oAkhlVXDuobac4Pf2NOWYxSmeMJ94HaVBGevQ9qg53ZwOv4VKx2v+7PA559aAP2R/wCCT3xX8O+JPhK/w/e4s7XWtHkZjaROiNNFuJEu0ckneNxOOg/D71ubm3tIJLm5uIoIIFLSSSEBVUDkknjGOv0r+ZnwR8RvGfw11qLxH4G8RXmjanCQVubWQo3BBwcdRkdD7+teseN/26v2ofiJ4TuvBPij4oXk+lXoCTwwwxwmRB/ASig7emR3oA/a0ftgfs1r4ruvBMXxV0RtXs9qz24clcnPAfG1iBydpJGRxyK8W/ae/b9+Enw+0TWtJtJZdV1GG6TT4BZXELmYSRlmmRgxKqmNpbGdxAxg5r8R7S/u7W7S8t7mWOaNtyyIxDKR3BHevWv+Ei8JfGjSmg8b6v8A2P44t1C22sSKotdUUYCx3O1R5cgA4l53E/NjrQB5p4m1SbXde1LXUa5Zb26knBmkLyfMSfmbufU1nRM0uEYFh3I/Or2u6DrfhfVbnRtbs5bK8tzh4X4OCMgj1UjkHoQaz4mMZwSVBPPHTgjp+NAE0rsCIpAD5bEfL3J/nXo3wYh2+MLxARn+znOc4BHmRelechAjNvKqjc46HGARx+NemfARUl8X3vBkA02QDOR/y1j/AM9aAOC8VbB4o1pXLf8AH/ccgZyPMNY/ygFc/jit7xrbmDxjrqyEgpqV0OR1xKwrCcFcbh2yQaAGKDngZp7xgAEHgDB470+Lhi6gquMMcZwKa424BQfNhvlPbmgASTB3M2GXBUgUrgFdyltxYk560ibXLAAlioA9uR/QUrMSQzKOp5zQBECcbce/SnLIygjcwB9KTIGSDjPp6U9RGxLbSVHHJxigBqFDIoYsFyMkdce1ScZbIAxxk0xotoByQT04r2j4X/s2658RvDNt4yk1CS20i6umsElhgM0izgMwDIP4TtPI6elAHjARurYzjdyeaAv97gdzivt34df8Ewvi34lhk/4SbSptHie8iMGpXM6pCLUnBLx4LknI4GCK+mNJ/wCCUXgrwhrtvNp+PFVpLbFLlNYujbwBsg7lMSl1JHTGe/IwQwB+RZjUKM7fm5Bz0HvTGUIcAnJHpX3z+1B/wTt8Y+C9Qutc8L6BomkeGltnuZrpL+WdIZEHT5l3jdxwcgZ9q+Db21exuZrV8M0LlCQeDg0AQHazfMxAx1xSbCV3AjGcdaUL5jd+mMe9NBwc4yPSgAPXIHAqZTiEFDg7xhcA9vzqPBTaQQdw7GlPyAMvB/pQAjK0ZDEfeFPAWP7rhwe+MY/OmmUsPmyaQFmUjbkdfpQB6T4U8Q+H/G1hB4H+IE0NtJDGYdJ111HmWrfwQzP/ABQZyMn7mTg7eByPi7whrfgfXbrw74hszBeWrYIVwyMOzKwyGU9iKxyYVUhSxbgj0r0fw34h0zxvosHw98YXQgvIDjQNWxnyJGI/0ec9TCex6o2OCuaAPPA5yPMCAYIGAOPrj+ter/s8GO68W3UMjtGU0uUghc5HnRcccj6dK821PR9U0TVLjRNTszBdW0hjnR+SCP8APHrmvTf2bVe58b30SOgRdJkI3Y/56w59O5NAHnnjo7/G3iIxuzKNUuyC3Ujzm7ev/wBesBACcMeD39BW74+Zj488SMh66tef+jnrCDDAwgGOCfWgAcAHKHg0rRsFDs4z6Z5pqxlmwCPqelKzHAQNwe1AD4zGu2QqD1BXP65pjADBXI4pzZj5U9Dj34pu9gpUjr6jpQA6TzFchucfLyaQCPaMM27PI7UwkenPcnnNW9N0nVNWuVtdLsLi6nY4WOGNnYn2A5oA2/CXhiXxDqum/aDFFp0t7b2tzIZoxsV3ClsMw7ZPYepHWv6Ifgp8H/Afwt8FaVovg+xijtYrSNUdRtDjbwxX+9gnJOT0yTgV+AcfwC+J9nDb6jr2iW+iW0yiaOXVr2K1V1P3ThmB54H1Nfo/8I/+CjVr8NPA+nfDnxlpvhyfUNKtUs7XVIPEsdxbShQAnnbIyy45ywDdB9aAP0jniglgMMscbIfvBlGPfr7f571xWleCNdsPFMmsjxVJd6b8xgtpQS8O7buG/wDiBxnn0B64I/Jb9oH9qj9oT4q6pex6B+0H4NtdIuU8ldM0HUmtkWMrtJMkyIzM27nB79sA1ieCfjJ+318LP7P1LRdU1LxXo2is0kcccqanbyKfl+YxsWI5BGeny0Afpd+3V8cPBPwb+BGvp4pia6uvEFlNpthZoqN5kzrgFg3GAcE8E9xX4A3DbpS+T8xzyea9M+OPxe+JvxX8WahqfxMnvxPJez3KWNw0mLIuRuijEmSqjaBj27dK8uJyaAFGQc96MZPHX0pVZx84/WhSd29gTzzzQAjAqcE/kaDnpmgH5wVGeelPI2rh0IPqKAE2DkEngZ/Gl+4p2sQTxjHamk7m6k/XrT3BjlZZFIYZBHoaAGqQVwSRjvQjOpEiPhgeMdc01TtPzDI708MocEA7c498UAex217ZfG3wfa+HxpcKeP8AQIyLSaLCDWrJVH7px90zxgEqeNykjkgVP+zFbvL8RdUhmXc6aTMGHTBE8I7V5BpOr6joeqWus6VcSW1zZzLNDLGcMrKcjn8K+r/hdp0HjnxpP8YPC2jpZwa3pstvq9lbH91a6oJIWk2AdI5PmdQR8oyMtjNAHzB47wvjfxDhs/8AE0u//RrVhK2DgZweo9a6LxpamXxp4gYKedUuiNp7GVzXbfs5fs1fEX9pnxwfA/gG3t4miiM93f3hdba0jHd2UHkngDHJoA8nJJXr056UbV25J5PSvvTxL/wR2/aP0mES+HvFHg/W22hmiS6lt3BwMgb48HHIznnjpXzt41/Yz/aZ+H1y9vr/AMINcby1DmSzh+0oATgcx5HagDxXB+4WwoJxXR+C/h/4s+IGqRaV4a0qW6dnVHmI2wwZ/ilkPyovcknHBrrfB3wkW1il8XfFxNR8P+GNNnWKePytt9fyHB8i2R8AnByznhAc8nCmL4h/GS98QWK+DPB1i3h3wXZzF7PSo3BeXn/WXMgA82Q4B5yB0GKAL+u+G/g/8M5ptM1DW18e67byCN10uUw6VGe488gPNj1TCk/xEdcXWPjZ4umijsPC5sPCtjCNqReH7cWTMpx9+Vf3sh4HLuenbnPBFhgg5+YDHpUZBHHUH9aALN/qupalIJtQ1G6u5AAN08rOfpkmqm4+tOCnlgvH8qPLfaW2nAIBPv8A5FADlVnwu4KDzk1o6T4i8SaKxm0TXdQsH6lra5eI5we6keprPUZC5BIPBA/pSEkgKMgH1NAHpOm/HvxtJpsmgeMIdN8ZaXIuPI162FxJEf70VwMTxHr91xkkkgmrdt4Q+GnxJljtfBeqnwx4guZXEel6rMDZSYGQsd2cbWPIAcAE/wAVeWKFYlm+UKOSB3pNykngn370AX9c8P63oF++n6vYzQTxsUw68NjjKnow9COMVnDc2F4/Gu88MfESA6VD4N8eWk2q+GgxWMpj7VYbjkvbsSM4JJ2MQrcj5c5Ffx58OLnwlBZa9pt/Fq3h/WFL2F/FgMR3SVAT5Ug7qSfbNAHFfMhB6Ecij5vvfrT1CKp353ZGPT8acrO8fkqv3jntQBFg56jmlIfODjnjOKmjRlYFAwIwcnsQf5USrGzKwyo2jJPOT6+1AEJIOBycDHWnLtJwenY46e9BUnptORgYp5dogV2qC6hTwDx6+1ACqQSEZiRj3x+Ve+fseeJtX0Hx1q9tZX0kUE+ku8kQXcCyzQhTtIIyAW5x3PrXgiYZTv3BQRyMfjXsP7L8lvZeOr6W7hldDpEq4VguG86E9Tx0oA8/8XzzT+MNbjQKpGp3TOyHapxI3J7dutfqD/wRl8OSW/gbx74oeyQfa9WgtLe5ZSd4SIs6BuhA3ISBznr2rwnVP+CUH7SGs+H7/wCIlpPoMOpXt1PdReH5rgrdGMyEqGYqI1YrzgtnoOp4/Qv/AIJ5/B/XPg3+zTovhvxTox0zXry7ur/UbeTG5HaQhc4/2FX1/HsAfR6gbgAOOnJ/nTzDC+SVySNpHGD/AI9TUiRq5PzcqMg4604opBK+vy+/+FAHM+JfAHgrxZataeKPCej6tb/MPKvbKOVRkYOAwOMj0xXhXjf/AIJ3/sheOS8l78H9O0yeQY83SJpLIg9ztjYJk+6n2xzX02iL5Q+YkhcHjPaocpHkLIw44Yd/rQB+U37Tn/BJex8J+HG8QfAC78Ra7f8AnpH/AGPc+VIVQsdzh/lLYHRQCetfnp8Svhf49+EPimXwT8RPD1zo+swRpI1rcY3BHGVIwcEH+lf0x7EKZDNgYGP8+1fhZ/wU38UyePf2u9d0rRrSWb+xra30tUjXc8kirubp7tQB8iLHKxZQDlQSR7Cl3bBtU/iK9PtvgLr2l2sWofEXXdJ8FWk7AKmrzMLph2cW8atKVHGTt9cZIxST+HP2fNKmhhuviR4q1lXi3SvpmgRRokn91TPOrH6lR0/IA8vJCnjPSrcMTTw+XEibtwG4jBwQe/pxXqtn4J/Zo1+OcWPxn8T+H7ksEt01zwwrwkkjDPJazyFVHOSEJGOAelY118GfF0Fvc6x4MurDxVplq5U3uiz+awXsXiIEseRz8yjofQ0AcBMrqPJdQjYBxyB+veoBH8m8HnOMVPPHJDIYJ0dXVsNG3Bz700rFvZoty91XPb60ANUFV3KuQvTJ6H6V2fw38ex+FL2bStfsI9V8Naooh1OwcA/ITxJGTykinBDDuBXG7g2QDgLwM9cGmyYG5V6A8Z60Add8SvBEPg3Wh/ZV4t/oeoR/a9Jv4zlbi3YnBPo6kFWXqGUg4rlI5FEYVzvXBwvPBPf/AD+tel/DGYeO9BvvhJqF1awy3Lm/0OaYtuF6Fx5IwDkSAbRnoQPpXnNzaXtq0lrNE6mByjIequDg5oAf5TGJY94ikiBcq5xnuMep5qv+8UcZwRjBzzTUVkYb04J4yOKdskEXzJhBkgnrQAh3JIjgbG3dF9scim5bjedwB7noaNzMu0jAAqQ5CohiBPPrkn/P86AHs7RExq5GSGOQOo6V6b8Appk8ZXgkyc6ZI2Sq5OZYjk5HPX615pEsKkb22E5UEdM+9enfs+RiPxje74mk3aZIwGDnBli5oA/pCkjDEAKCBUAQR4xnnt/hVmVlxtYlQTww9aiYlnILAYIJ96AI8P5h2jlujA8Dj0p67tpDZ6ZPA4NRzPKiSSx7CyglSeO3f2r4fn/4KufCnwr481j4e/E7wbrGgXmi38unT3lqyXdsXR2Bbgh8ABT0JO72oA+4tsm0qSFDdx2FRkYO7aFGRnIPbPGP61414K/bH/Zp+IQsU8OfGPw/JcX7mOC3nn+zzMwz8uyUKRkA16zp+taRq8CXWk6paXcEmVEkEyyKT9VPNAE9zOltbvPIUVY03O5OFGAec/41+D3x5+OPhnwf8TPHOofB+VtR8UeJtSuW1DxTdJue0QyMDb2AYsEXGAZTlzjgqMV+zn7R3jzR/h78DvG/iq+v4rdbDQ7zyi0ioxmaJljCliASWIx6+/Sv5vrl5LqWW5c5eWQuxzzk8mgCXUNR1TVrptR1XULi7nkb55ppC7kn1J5qqQEYZ5z/AJ5qSMDzY+VU5GO4+podo3Z3OS2QfY+tADXQbUzgZXsDzV3Sde1zw3di80TVbvT7jGPMt5DG2PqKpBjv3hgCP1/KnxlUCyrjepyVK5yP5UAeuQ+KPCvxm0u28P8AjRNO0HxdbqlvpviCKLyob4dCl/g43dMTKoxzvznI808Q+HNX8H63d6Dr1hLZ3tk5SSNuD7EHupByCOCCDWc2S4nB3Akkr05zyK9cv5D8X/hLca5Layy+KPAMdtDdzgg/a9JY+XGSB8xeJtgJ6bCOcgAgHkUUeVdthZVB6dj7moyWQuqEgEcgjnFDlB93OQOaQbdmQW359OMf5xQBPFcy2txFcWzMkkTh45F4YMDwc/UV6R8YjJrl7YfEuCxW0tPF9obl1iiMcS3aHZPtA6ZcFv8AgdeXmRyoTPHHFereGQvjD4G+KdCl3tc+D7u312zJjDAQTOLe4TPUEs8L+mEPcigDzFCHmVS3mHkAE9faiZTk74mjK4XafXHvUTgA7QFBHOQetSFAgR1kQFj0BPy/WgCNQxVtwOF68dD2FPjIA2k4ZeQ2fof8/WmhlZyZXOCCcjkk44/WhCykPsBGMYPIPHpQBO7CYhNgVmb+AE7jx0Gcdc9PWvWv2doVl8a3kc7xIyaTJ3Cn/XRZB+hz715SsaLIi+UQ7Yww4XH4/wD1q9d/ZsjSf4gahEIwfL0mZR5ZKjAni6A84oA/ounPOQe3p0qNWV3k2OCU4OO2ecH04IP40juGlz8vByeRXif7U/7UHgT9mL4d3Xi3xHdJcalKhi0nSkcefdzkHAA7IDyzdAB64oArftYftVeBv2YfAM2sa3epca7fI8WjaZE4825lAJDH+6i8ZYjHbrX4C+M/Gms+P/Fuq+M9dKzX2r3kt9cE5KmRjk9Tz/8AWr2L9sXx74k+Lvi3wx8VfEepPPceK/D8F8YQzCG1cSSI0USH7qApn35J614BBH5jKiryCfvchvw/OgC35t4kEXKr5TYX5SDnOcA98Vv+Gvir8TvB91FJ4S8f65pT/dX7LfSRKpJ9A2K5aNMloyyAdcsOuOeKfDIbe4WSN1zA4kHPUg9iKAPpD9s/4t/ETXvFth8PdY8c6xqemaJ4f0eO7t7qdmV702kbSuyliC4dyDnkEcjOa+ZHJCna+4Zzmvbf2itM1Hxx8eWh0UJeTa/ZaMbRY2JVXlsbcCPJ+6FYlT/CNvoK5Hx/8A/iv8NNSGl+J/B1/HI0SS74IjNHhug3plc+2aAOAVgY9oX588H+lI6vgEpjd04xn8KmuLeaBzDdW8kUicMHBBHtivYP2YP2XviL+0948g8L+EdOli0y2dH1bVpEP2eygzySx4LkfdUcn6A0AUPgn+y58b/2gxdy/CzwVPqlvY4E907rFAjk4Cb3wC3fA5rF+LvwS+KfwK18eGPif4UutFvWiEke/Dxyxn+JXXKsMg9Dxiv6Fvgr8GPA/wACvh/pfw48B6WlrYadGFkkK5luZiB5k0jd2Yj6AYA4GKwP2kv2Z/hz+0z4Fbwh47tCktvJ5un6lAq/abKTuUJ7MOCOhwPagD+c2TGOM4GcZGCfrXpP7OmrQ6f8VtJsbzJsNbSbRbxd2AYrmMxEntwXUjPcCuy/a2/ZB+IH7LPjFtM1iB9Q8O3rFtL1mJP3U6Yzsb+5IvQg+nGa8s+FcU03xH8LpbqzS/2xaBFTO4nzV6Ec/lQBieI9IudA17UtDuoykun3UtrIp6hkcqc/iKzgcHmuy+MAST4q+LvJIjj/ALZvAqlgcDzW444rjjtG0gfUE0AOBAI4HyjA5689a9C+Ct5dJ4j1XRbZCya5oWoafJFjO7dCzKcHgkMoYZHUDvzXnZY5GeMdK7z4IypH8SdKcs6oEuAxB7GCTP1HsePXigDhyvEhZwMHAHrTcHZndg+lSMu+R1Udztyeg9KjZWO5VXhOTjn8aAGqpJ4G7HJFToZDKHhjA2joOcDHJNMVjGpUDBOMcA+ueadGj7DPsJQHaTnuaAJjfTvIUDHYeNi8gfTP1r2f9llQPiDqIIR0TSJlD8c5ngPOa8UUkYjdnKBiwAIAHHWvbv2UIZW+IuoxM4DNosshO0E586Dvj3oA/cD9pz9pLwV+zP8ADm78ceLX8+5IMOnadE4E17P2UZ7Dqzdh+Ar8Gvj38ZPGnx9+I2o/Efxfc3U812cRQu37u1j4CxRgcBRx9ep5Nd9+2V+0n4j/AGlPi9q+q6g8lnoOjXElnpOn+YG8lUYqWbJ5ZtpJxx9cZPg2+CQKjSqHCldpUFMccjsOc8/SgD07xlp13q/wC+H/AIptlU/2Te6jodw6uCVO8TR5H8PDtj6HmvJzI5gQRw4ZDy+TlvQY9s/Xk16/8EWt/FvhPxv8Hb+4t3k1KwGs6EpwT/atqdwVG65eAzpgZBO3kYrxto2RsM65XgqVwBzjntQBJI7NIymLDSY5YnP+FOhMJdPNiLZchjuI44pDkTl0K4Y54xxg9OOnNSW11HYzxymzt7xVcSYmUkP04bBBx7e9AH7H/sMfsmfDi7+G3hr4jeI9Kub3UpLFVM8sgKXHJ2MhUAhVXAx6j659R/a28HeMfCHwn1DWfgpd6dpV3axyTvFMMjailm8sbSWc7R1OB+NfDn7LX/BRq/8AhN8J4PB2vS2d1Hpd7HFaWspkMltZPMN+xmYbwik7VLZ+ig49I/bR/wCCgC+LfgdHo/w68Pahbab4yeazk1Z7hVKwpg7U2E/OwPKk5A6/eGQD4z+B3wD8UfthfE228O+GY75Lx5zdeJtavZAbe1gLcsqqM7j8wC55OBxya/c34MfBnwL8CvAdh8P/AIeaSlnp9kg8xzgy3MuPmlkbqzH9OgxX5B/8EzP2m/BfwG+LmpeHfHV0ljonjGOK1GqSqAtrMpJj804yFJJUnoDjtzX7X2N9Y6hZpf6fdRXVvMgeOWJw6Op5BDA4INAFtFPlggc8/T0/pUbKWXJX5scAU8H5g2B1HQj0+tPwoy4IBwM9OfzoA474l/DLwX8WPCt94L8daJb6npd/EY3jmQEpkfeU/wALehHNfkb8Qf2KNV/ZS+Ow+IGr+fe/DjSbe81yy1CAgNFJEp8i2k3DHmGQxjHRh05r9oWjJYEMOnHPT1rl/iN8O/C/xR8Ian4F8YWMd9o+rQGC4hY8sO3J6EHBB9elAH8z+q30+rand6reSM8t3M8zu3VmYkkn86qiMyMVB6V9N/ts/saeJ/2Y/HlzNpVhe3/ge+ZX0/UjHuERYZMMrDOGByAT1GPpXzIArYy+CTg+gHrQA3A6nkA4IzivRPgVCieOjqcy5h0zS9RvZMjhVS2k5J47kdxXnroEwGIJxwVOQa9P8ATp4U+GPjPxVcW4M2r2yeHtOmDLujeZw8+F64MUZUtxjfjPJyAeYF/nJb5gT0zToyEchlyNuD83uPTrSqIsuzk9Mrx3piIWOAM7jjigB2/5SVAAxtOT+tSm1dGARw5KjG3nPGaYow3lM5C8BuP6VNGI2j85p8urjIdOvPXPP8qAHwJNuQJFgxk565OcE8fSvbv2SRNdfEzVtqthdFl/D9/BgV4jcuFkk8mcKh4YR45Bxgj1r279jzfH8TtUVtrj+wpsF2A4+0W9AHkPi+Qr4w11sMQdVuTgHg4lasyaWFlH7gA5+YKeD/hWh4vQt4s11wMgajcnI7DzWFY5LkAE4GOgoA1PDGtz+FfE+neILXLNp13FcJjI3hHBx68geo613Hxz8E2nh3xHa+LPDn73wr4wiOqaRMoACqx/ewHk4eJyUPPYHvXmsmCoAIBHGCe/t7cV6t8JtTsfHeiXPwU8VX0MMepS+f4cvbubbHp+oYI2bmOEjm4V/cIe1AHlqMioMFgN/XPUen/16bKilQsZJGOPYd81e8RaBqnhbV7zw9rVjLZ39jM8M8Ey4ZGUkEH/ADg1nmSQ5IJCnGcLwPagBGXYgJbDH5sEY4rv/h18WbrwpaXHhTxJpMXiHwjqUiNe6RcSEbCD/rbd/wDljLjjeBz0INcBvJyWkb2z0xTQOAxIGc4xxQB7BqXwl8F+Nb03vwQ8aR3n2t3MWha0yWmoW4H8AcnypgM4DKwJAyVHSvrn9jf9rP4x/swXsPwy/aA8HeKH8GyMkdpeS2Tu+mnkAK2MNGeO/ABwDmvzqVTG5bzNrJyMHB9eK6zQPjH8V/DKJFoXxG8SWMUf3YotSm2KOeilsdz27mgD+k/Rtb03XtHtda0i8ivLK8jWa3miIKujDP8An3rSVgVwExk8Z9++a/EX9jn/AIKL/EX4Q+Njpnxe8San4j8GavNm7Fx++nspGPM8XcjJyy9DyevX9nvCHjLw9488OWHirwpq9tqGl6nCs9vcW7bkdGGR0/UdQfpQBuneVAJPA6Hr+JpmDjYoPJwM9vrSs27qMgZ7dsf/AK65z4h+OdD+G3g7VvGfiG7ht7HSbZ7iWSQ4X5egJ9zgfjQBw/7VukeAtX/Z98cW3xHEY0VNIuJJpHAzGyoSjrn+INjGOa/nMlP7x/LwULcV92/GT9or4r/tg+KJfDurjWLb4bW6tPBY6VbsqX8in5C5PzSLkj2GM4BHHxr4z8G654S124sdb0GfRpFxMkFwCjGM9Cu7rQBz0NrPPcpawQu7ysoRFGWYnoAB1r074wSJ4b0Lwz8JkjQXfh6F7rVWR87r24wzK2OCyIET25FN+GWnReD9AuvjPrdpbTxabP8AZdCguHU/aNSwCrbDy6RjDntnaD1wfN9T1DUNVv7nVNSu5bi7upGlnlkYl5HY5JJ7nNAEMmw/PFGdv8W5s8+3AqPHyliPmzjGKcCXbO3HHQDgU6UANsUEEjgHt9aABSDg52n7rEnP+f8A61GN42B1OB6daagwSGUYH6GpFWNsZlQ4HC7Tz3x/T8aAHXCsrIZACrYyF4zj/wDXX0H+xpHHP8UtSwDk+HZchgCOLi2HoPavBo7aK5V288gxDIXDAfQehr3/APYphmvPitq8VoEXy/D0v3lHT7Rb56470AeGeJxGPFeuGTAYahcDBJ6eaemPx6nvWQDGCAu0r156j2z/APWrS8ThpPGGrsWOW1K4zz6yNWff2gtJ5Yt2TG20EDAI5/woAhPlGVvLJEe44DHJx2/GpElEZZ41K9NpB5U9v5UxkYJ5m7PVeRTcuRnIwMcdulAH2L+yn4c8HftmfEnwx8NfipDdJ4g0OP7RJq1sgJ1bTLdPmt7k9fNHyhZeSRkHkA1+sp/ZA/Zql8Op4ak+DPhj7DEmwL9jUPjjnePmJ46561+Z/wDwRz0KC9+PviTX5G/ead4blWJSM/6yaIE59eBX7J/KrqpHA4HPT/OaAPjLxv8A8En/ANlnxOgfQdM1rw1OHyz2d60isOcjbJkd8j0IGQRlT4N42/4Iro928ngD40CGB2JWDVtMLGMZ4G+N/m+u0V+pcaZVUAHGMk/n+NNZDnBx3oA/EXxb/wAEkv2qNBeaXRY/DeuwRKSHtNRKO2PRJFU5I5xXzv48/Zq+P/w2Ej+M/hT4hsIUbY87WTPHxk/fUEdjzmv6QSm1uT9xSSBwD1/wqOa0tbmExXMKTITt2yICPyOaAP5epraa1kMV1C8UqkAxyAg//Wr6a/ZE/bk+IP7L2qppSJPrfgu4kL3WkO+Cjf34WIOxumRyDz9a+kv+Cxnwg8D+GJfB3xM8OaPb6bq2s3FxYX5toVjW5CIrCRwoGX5Iz3HWvzTjlkWL73zbsq38Q9vTHSgD+g34XftpfAL4n+AIPH9t470zR18std2OpXKRXNqyjLK655x1yMgjH0H5x/tv/trXn7RHjmL4X+CmUfDjT7+OO4m8wr/aDh1DSvyvyLu+UE45yfb4YkaSFECyt/pA55P+T+OaqvM52gEqwIU4PWgD+i/4F/DTwB4Z+GGj2egWFleWk9lFiRoo3DRtGPkDADcvzNjP94+tfK3/AAUv+CHwzsPhdZ+OLbTLCwvNMvFm+ZGLTruXdGvPfJGMd8jpg/OX7In7YPxf/Z5+DV1da9LZeJvB1vKw06wl3/bLd8N8iynAWMlc4IfGeMcivE/2rv21fiL+0prttcyXE+jaDYxlbLTImACE4yzEfeYkA569hgUAeL/EHxpN4wv7fZpNvpWnadEbaxsYAVWGIksMg9WOclu/euS6deoPA9akeYzZMpZnP8RP0/H0pVbjfjockc4+lACR4UmRyBgZA/HoKlZBOVeOLCM3Toc+g7UyWV2Xy+MDIz3OTTiRA+1xuPII6DPY/pQAHhJEhRjyM4fgDnjGOaeLfaVEhjy4DLznJxx26f8A1qgS4KHIQdcsOecc/wCcYqw0sjNuyBhAx65II6Z64oARULtjeuYyeG9/SvoX9iHK/FbV4gArDw9N823I/wCPm37V89KzlYlGB5hK5yc9e/5171+x9I9h8VtXWGYpt0KdM+WrZ/0i37H6UAf/2Q==">		</div>		<div class="col-md-3">			<b style="font-size: 14px;"><br /><br /><br />Ten shots offhand at 100 yards.</b><br /><br />		</div>	</div>		<div class="row">		<div class="col-md-12"> Right away, a tight fitting bore patch revealed something I didn&#39;t like. At first I thought it was the gas port, but it turned out to be the cross pins used to attach accessories to the barrels. Oversize pins had been driven in with such force they formed bulges on the inside of the bar­rel. <br /><br />Probably the greatest de­terrent to accuracy is the very poor manner in which the ac­tion is held in the stock. Basically the trigger assembly clamps the receiver in place; somewhat like the Ml Garand. This allows the rifle to be field stripped with nothing more than the point of a bullet. Great from a military point of view, but poor from an ac­curacy standpoint. <br /><br />I removed the bayonet, cleaning rod, and gas piston, and took the rifle to the range. I had heard the SKS was a sturdy little rifle but, I was not overly impressed with the machining. I paid $89.95 for the rifle and, if it was going to fail, I was going to break it before I put any work into it. <br /><br />I started with a 200 grain 311299 bullet at 1,400 fps and worked up slowly until I reached approximately 2,000 fps. The rifle was never designed to shoot a 200 grain bullet that fast. I am merely reporting what I did and certainly don&#39;t recommend anyone else trying it. Groups measured between four and six inches, which is about what I had expected. At this point the brass was still okay, but the rifle was really hard to open. Remember I was using it as a straight pull single shot. I checked the head-space, locking lug, and the bolt and nothing had changed. <br /><br />Satisfied with the rifle&#39;s strength, I re-worked the trigger so I only had one stage of creep instead of three and I mounted a Lyman #75 sight on the receiver. I glass-bedded the stock, free floating the barrel and gas tube assembly. While the front stock ferrule is still in place, the stock doesn&#39;t actually contact it. The gas tube was shortened slightly so it had a perceptible back and forth movement.<br /><br />Fellow SKS conspirator, CBA member Wes Harms put a plastic replacement stock on his SKS. Since the stock lacked the through-bolt in front of the trigger guard, and was quite limber, he simply epoxied the receiver to the stock and floated every­thing else. This worked well, you can still field strip it and if you need to take the stock ofl: just put the rifle in a freezer overnight and then give the action a good rap with a wooden mallet and the stock will literally drop off.<br /><br />I wanted to eliminate the pin bulges in the bar­reL so fire-lapping was next. In my experience with fire lapping, the worse the barreL the greater the improvement. Fire lapping made a great improve­ment in this barreL cutting group size in half I do not shoot open military sight well, so at least part of the improvement in accuracy was due to the Lyman receiver sight. Shooters have asked me if the lap­ping removed the chrome plating in the barrel. I really don&#39;t know. It appears it did not, at least at the muzzle. Still the pin bumps were gone and the bore absolutely sparkled. <br /><br />Even while fire lapping I was getting groups that were better than expected. Groups were run­ning 2-2 W&#39;, with about 80% of the shots grouping averaging around 1 W&#39;. I was surprised; I hadn&#39;t ex­pected the rifle to shoot well enough to serve any useful purpose. I consider two minutes of angle to be perfectly adequate for my offhand shooting. If you are a hunter and are willing to use the SKS as a straight pull rifle, it should make an adequate deer rifle. From what I read, persons who know say that a 180 grain bullet at 1,800 fps works for deer. <br /><br />I know you military purist are probably shuddering in horror, but I see nothing wrong with a straight-pull, magazine feed rifle, even though it was meant to be a semi-auto. In fact I shot an Ml, in NRA competition for years, with the gas plug vented. It shot more accurately, I didn&#39;t have to worry about my 600 yard load bending the operat­ing rod, and the brass was easier to find. <br /><br />The real problem with magazine feeding was the overall length of the cartridges I was using; of course, there are cast bullets designed specifically for the SKS. My rifle will just accept the Lyman 311291 without the gas check going below the neck of the case. If you shoot the SKS as a single shot, the length of cast bullets become less of a problem In fact the 7.62x39 is very friendly to any sort of cast bullet that will fit. You will be amazed at how easy it is to find a good cast bullet load for this small case. <br /><br />One problem that can happen when shooting overly long rounds, is that, while it is possible to load the round, if for some reason the bolt won&#39;t close, or the rifle won&#39;t fire, it is very difficult to unload the rifle. The round is too long to eject and the back of the case is firmly held in place by the SKS&#39;s sturdy extractor. You will have to pry up the extractor with a small screwdriver, while holding back the bolt. This sounds easy, but it takes one more set of hands than humans are issued. <br /><br />I have to admit I have never developed the ul­timate load for the SKS. Just as it is, it shoots so much better than expected, any additional load de­velopment seems futile. It&#39;s a shame, the rifle shows signs that it wants to shoot. <br /><br />I don&#39;t hunt and I certainly own rifles that are better offhand rifles than the SKS. I bought the rifle on an impulse and fully intended to pass it on after playing with it a while. I am not particularly inter­ested in military rifles, still the SKS continues to intrigue me. Offhand scores with it are comparable to many rifles that shoot better from the bench. It is great fun to shoot against the $2,000 single shots. If you lose, which I quite often do, you can say "Oh well, it&#39;s just and SKS", but if you should happen to beat one of those expensive rifles - mercy! They would never hear the end of it. @ <br /><br /><br /> </div>	</div>]]></content:encoded><pubDate>Sun, 21 May 2017 08:34:51 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/5/77/the-sks-match-rifle</guid></item><item><title>Lapping Bullet Molds</title><link>http://castbulletassoc.org/blog/article/2017/5/76/lapping-bullet-molds</link><description>  The portion of the book, "Cast Bullets for Beginners &amp; Expert" by Joe Brennen Jr., was written by Ric Bowman. There are several reasons to lap bullet moulds: new moulds with machining errors and....</description><content:encoded><![CDATA[<div class="row clearfix"> <div class="column full"> The portion of the book, "Cast Bullets for Beginners &amp; Expert" by Joe Brennen Jr., was written by Ric Bowman. <br /><br />There are several reasons to lap bullet moulds: new moulds with machining errors and burrs, corrosion and stains, equalizing volumes of multi-cavity moulds and casting problems. Other than for casting problems, most lapping has been done for cosmetic appearance and for match bullets, made as round as possible. I think everyone loves to make beautiful shiny bullets with zero runout, but it doesn’t make them shoot much better for most of us.<br /><br />I have never been able to make moulds cast bullets larger than 0.002 inches greater than originally cut, and still keep them round, by lapping. If you need a bigger bullet, buy a mould that casts a bigger bullet as manufactured. However, lapping can make bullets drop from the cavity easier and remove baked on material from the surface of the cavity. <br /><br />Lapping is not a “spur of the moment” decision, but takes some planning and forethought. The first thing you will need is ten of your best quality bullets cast and separated for each cavity you are working with. Wheel weight alloy is just fine except for polishing, and then linotype alloy is probably best, as bullets are larger, harder and more closely conform to the cavity.  The three most useful lapping compounds are “Clover” brand automotive valve lapping paste in “fine” grit, Brownell’s 800-grit water based lapping paste and “JB” bore paste or “Flitz” polishing cream. (See picture)  <br /><br />To drive the lap, I use a small sheet metal screw that has a quarter inch head with a socket and “T” handle wrench. A small electric screw or nut driver may be used if you are careful and check your work often. <br /><br /> </div> </div>	<div class="row"> 	<div class="col-md-6"> 		<img 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"> 	</div>			<div class="col-md-6"> 		Let’s talk about mass produced aluminum moulds first. One problem is that they are cut with the mould halves compressed tightly together. No one can hold the handles together as tightly as the fixture that was used in manufacture. This is the primary cause of out-of-round bullets with these moulds. In addition, the manufacturing process doesn’t always have the sharpest tooling and best chip removal process and that leads to burrs. <br /><br /> 	</div>	</div>		<div class="row">		<div class="col-md-12">  These burrs hold the bullet into the cavity. The other problem is that unless you are using a perfectly clean pot, ladle and alloy, every bit of dirt, slag and carbon seems to stick to the surface of the mould cavity. It not only makes ugly bullets, they are not in balance, and bullets stick to the mould making you hit the handle joint trying to get them to drop. While powdered graphite or mould preparation compound can coat the cavity, it doesn’t last all that long, besides occupying space that should be part of the bullet.<br /><br />All aluminum moulds are soft and easily cut with lapping compounds. That is both their strength and their weakness. Very easy to get results but very easy to mess up and ruin also. When I get a new or a “new to me” aluminum mould, I clean it with hot water and automatic dishwater soap and a toothbrush. I scrub until clean and then hold it under the hot water tap, scrub until all the soap is gone, and about two minutes more. I dry it with a hair dryer I bought at a yard sale. Then prepare it for casting using what ever process the manufacturer suggest. When it starts casting well filled bullets separate ten good ones. Out comes the micrometer for measurements. Are they round? Now put them on an accurate scale, are they a consistent weight? Did they release from the cavity easily? Out comes the five-power loupe to look for flaws, burrs and problems. If the decision is made to lap here is how I proceed. <br /><br />Remove the sprue cutting plate if possible, if not, you will have to work carefully not to let it get in the way and to make sure nothing get under it to mar the top of the mould. A bullet is placed in the cavity and a 1/16-inch drill bit is used to make a pilot hole as close to the center and as close to vertical as possible. I used to do this in a collet with a drill press, but found that doing it carefully by hand worked just as well. Do not let the bit come close to the bottom of the grooves or touch the mould in any way. It just needs to be deep enough to be the pilot for the screw. The screw needs to have a small shank and only needs about three threads deep to hold it tight. Place the bullet into its cavity and tightly close the mould. Start to screw the screw in the bullet with the socket. As it goes in it will expand the bullet. Now you will have to adjust the size of the pilot hole or shank size of the screw so that you do not deform the bullet. Increase the size of the hole until you can get the screw firmly into the bullet without expanding it too much. This is a “feel” process. You are not trying to hold the earth together, just enough to keep it straight in the bullet and rotate the lap.  <br /><br />Coat the lube grooves, driving bands and bore riding part of the nose with lapping compound. A volume of about half the size of a pea in plenty. Try to avoid the end of the nose. Place the bottom of the mould blocks on a flat surface such as a Formica workbench top, steel plate or square of plate glass. This will help align the mould blocks as the pins or guides will not be in full contact as they are closed. Insert the bullet into the cavity and hold it firmly together with the handles. <br /><br />Now the “art” and not the “science” part of the project begins. The objective is to evenly squeeze the halves together, maintaining alignment, just tightly enough for the lapping compound to cut without jamming the bullet. I have used both a helper with an extra set of hands and small rubber bands evenly applied around the mould blocks. When turning the screw do not apply any more downward force than necessary, just enough to hold the socket on the screw. You are not trying to push the bullet down, just make it rotate. If you squeeze the handles too tightly, the bullet will seize in the cavity. You want it to have good contact to cut evenly, but not to keep turning the screw into the bullet. Ideally about 25 complete revolutions of the “T” handled socket driver will allow you to close the mould with about the grip of a firm hand shake, or the amount of pressure you use to hold the mould close when casting. If you are using the 800-grit compound, the coarsest I ever use on aluminum, you have increased the smallest diameter of the cavity about 0.001 inch.<br /><br />Clean and dry everything just as at the beginning. Closely look at the cavity, as your goal is to have between a third and a half of the circumference of the cavity showing the different surface texture of having been worked. If it has not been touched, repeat the lapping process with another new bullet lap until you have about two thirds of the surfaced worked. When you reach that point, clean again and cast bullets until you start getting good ones and measure them to your specifications. If they are round enough for you and fall reasonably easy from the aluminum mould, it is time to polish. If not to your satisfaction, use another newly made lap. If you are trying to make the cavity larger in diameter, you must be careful. As the cavity gets bigger, you cannot keep the lap perfectly aligned with the mould and bullets will begin sticking or losing concentricity.  If they meet your dimensional needs, it is time to polish. <br /><br />Polishing is to remove burrs and improve the surface finish of the cavity. Make a new lap and coat it with your polishing compound. JB is commonly used because most shooters already have it for bore maintenance, but others prefer Flitz because it is faster acting. The process is the same as using coarser grit but it takes about 100 revolutions to get an acceptable finish. This is where a small battery powered screwdriver comes in handy because you can check your work after five seconds of rotation. You do not have to make a new lap for polishing, but you must insure that the face of mould is clean so that the halves meet correctly. Laps made from linotype last longer and may be used several times. However if you have increased the diameter of the cavity very much, you will need a lap made from its new bigger size. Again, clean and dry your mould and test for bullet quality.  (A quick note on bronze moulds. All modern bronze moulds are made by custom and semi-custom makers. The nature of the material and the quality of manufacture are so good that only once have I ever had to work on a bronze mould. That was to remove one small mark on the center flat of a flat nosed bullet. Once you have used one of these jewels, you will know why so they are so popular.) <br /><br />Ferrous metals are the traditional materials for moulds and have one great advantage; they are hard, tough and will take more abuse than softer metals. However, they have one large fault, they rust, at times in as little as six hours! To work, they have to be oil free and that leaves them vulnerable to oxidation. I feel the leading causes of failure of the bullet to release from the cavity are burrs and “staining” or shallow oxidation of the surface of the cavity. These are easily removed with lapping. When iron based moulds rust they are both pitted and the surface of the cavity is raised by the creation of ferrous oxide that occupies a larger volume than the underlying material. Even if we remove the bump caused by rusting, a pit will form when the rust falls away from the surface metal. This pit tends to lock the newly cast bullet into the mould and makes bullet removal difficult and lapping can only ease the problem and not remove it.<br /><br />Let’s look at an iron mould that we are trying to save. Prepare it for casting and make the ten of the best bullets possible. While it is cooling, prepare your first lap. This is where the Clover fine grit comes into play. It is about 340 to 400 grit and it will imbed into your lap. Using your first lap, rotate it about 50 revolutions. Clean the mould in petroleum based solvent like isopropyl alcohol. Closely examine the cavity through your magnifier. If not all of the red colored rust is gone use another lap of the Clover compound. If only light staining is left, you can now proceed to using an 800-grit compound and a new lap. Fifty revolutions will normally even out the cavity surface. Then the polishing compound, another new lap, should get you to a workable finish. To get the best possible finish, you will have to cast a couple of new bullets to use for the final polishing laps. <br /><br />How many revolutions, or how long do you rotate the lap? This is in the “art” and not in the “science” category, unless you want to make the calculations yourself, as it is to complex for me. Here are the factors: The larger the diameter of the lap (bullet) the faster the outside surface is going at a set number of revolutions. A 45-caliber lap cuts faster than a 30-caliber lap. <br /><br />The coarser the grit the faster it cuts. The more pressure closing the mould haves, the faster the cutting takes place. The harder or larger the lap, the faster the cutting takes place. An excess of compound does NOT make the lap cut faster. The lap will only imbed so much, and the rest is thrown out by centrifugal force. <br /><br />The first mould 30-caliber iron mould I ever lapped I used medium grit Clover valve grinding compound and a quarter inch drill motor. I squeezed as hard as possible without running the screw deeper into the wheel weight alloy lap. The motor ran exactly 30 seconds. What a mess when the next bullet was cast from that mould! The nose was 0.0015 larger on one side and the bottom driving band was 0.003 larger on the opposite side. The mould block had to be hit with a mallet to release the bullet. Too fast of rotational speed, too coarse of grit, and lack of control with the drill motor set up some bad vibrations making the lap wobble in the cavity. Since then, I have learned that lapping with a “T” handle driver or low speed battery screwdriver is less error prone.  <br /><br /><br /> </div>	</div>	<div class="row"> 	<div class="col-md-6"> 		<img 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"> 	</div>			<div class="col-md-6"> 		Picture 2 shows a used wheel weight lap charged with JB compound that has been turned 100 revolutions in a Hensley and Gibbs #119 30-caliber mould to clean out 50 plus years of crud, rust and surface staining. The scrap lead bullet cast from the lapped mould shows acceptable surface finish and falls easily from the cavity. <br /><br />While I only use single cavity moulds, or one cavity from a two-cavity mould, to make match bullets, others don’t like to do that. Moulds cut with cherries do not always have identical cavities due to <br /><br /> 	</div>	</div>		<div class="row">		<div class="col-md-12"> the manufacturer not insuring that there are no chips in the cutting fluid and moulds faces meet perfectly at the final cutting. Once you develop some skill at lapping, you can equalize cavities. This is done by alternating laps made from front and back cavities. It is a lot of work, but if careful you can get cavities to cast bullets within 0.1% of average weight over a sample of 10 bullets from each cavity.<br /><br />If you have the ability to cast decent bullets, you have the ability to lap moulds. Think about what you are trying to accomplish and take your time. Remember it is a lot easier to take more metal out than trying to put some back. <br /><br /> </div>	</div>]]></content:encoded><pubDate>Fri, 19 May 2017 02:06:15 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/5/76/lapping-bullet-molds</guid></item><item><title>Speaking Frankly On Straight Cases</title><link>http://castbulletassoc.org/blog/article/2017/5/75/speaking-frankly-on-straight-cases</link><description>  The following was taken from The Fouling Shot No. 19, April 1979 and was written by Frank Marshall Jr.The .25-20-86, .32-40-165 and 38-55-255 created such an impression among riflemen during the fab....</description><content:encoded><![CDATA[<div class="row clearfix"> <div class="column full"> The following was taken from The Fouling Shot No. 19, April 1979 and was written by Frank Marshall Jr.<br /><br />The .25-20-86, .32-40-165 and 38-55-255 created such an impression among riflemen during the fabulous blackpowder era into the smokeless schuetzen period that even today, mention of these legendary rounds con­jures images of thumbnail sized groups. <br /><br />My Uncle Will was not immune to this fever, and when Winchester introduced the Model 54 in .30-30, he arranged to have a heavy octagon barrel 1885 Winchester Hi-Wall dismantled, and had the .32-40 bar­rel put onto the .30-30 Winchester M-54 action, and stocked with an early version of what later become the famous Winchester Marksman stock. The idea was to find how accurate the .32-40 really was. and Will had already deduced this could not be done within the inher­ent difficulties of the single shot rifle, its two piece stock, etc. <br /><br />Will knew all the tricks related to coaxing bullets into the X-ring and had devised some not known outside his domain, as he never knew when the outcome of a friend­ly wager might depend on a trick of the trade as yet unre­vealed to his competition Will had a minimum .32-40 reamer made up with a short groove diameter cylindrical throat. and a gentle taper leads cone. instead of the orig­inal .32-40 chamber with no throat. The lead cone begins right at the case mouth with the .32-40 and most other blackpowder breach loaders. and the practice was carried over to some early smokeless calibers like the .30-30. Many .243 Win. rifles are still made that way. <br /><br />The .32-40 barrel had the standard 16" twist with a . 311" bore and .319" groove, and as fitted to the 54 was a stiff 28" long. The rifle weighed 14 lbs. with its Lyman AS scope. That spring and summer was devoted most­ly to that rifle at Will&#39;s camp range, and was intently noted by area accuracy buffs Will&#39;s trick in mind was to use the common Ideal 319247. the standard flat-nosed .32-40 bullet at .319" and 168 grs. cast from 1 :20 tin/lead. He loaded it with the two front bands out in the throat with the front band snug in the gentle leade cone. assuring concentricity, but not actually engaging the lands, as was popular at that time, using a modification of the breach seat system which required soft 1:40 two­ diameter bullets that could not be trued or lubed in the normal way. Will claimed that a close throat, a gentle lead and a chamber that uniformly took a bullet of throat diameter in a case fired from that chamber without resizing was the optimum condition assuring a concentric launch. The excellent efforts of present-day cast bulleteers not withstanding, the cast bullet chamber, or CBC as it&#39;s now called, is not a new idea. but really dates from the 1920&#39;s, if not before. <br /><br /><br /> </div> </div>	<div class="row"> <div class="col-md-6"> The normal springback of the case neck to bullet diameter indicated adequate neck expansion for uni­form bullet release. This amounted to only about 1-1/2 to 2 thousandths in his .32-40 and may be about opti­mum with very uniform brass according to his results. I mention these particular aspects because he was in fact using fixed ammo in cast loads, which makes things pertinent to our CBA rules.<br /><br /> </div>		<div class="col-md-6">			<img src="data:image/jpeg;base64,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" 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style="margin-right: 1.5em">			<img src="data:image/jpeg;base64,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">		</div>	</div>	<div class="row">		<div class="col-md-12"> His favorite powders were Dupont No. 80 and Unique, with no particular preference to either, except No 80 gave off a particularly pleasing aroma, as those who have used 1t will remember. Charges of No. 80 used in the .32-40 in those days ran from about 9 grains and 1100 f.p s up to a maximum of 13 grains for about 1450 with the #319247 bullet. In the late 1940&#39;s SR- 4759 replaced No. 80 but its pressure curve doesn&#39;t peak quite as soon, though pressure per charge is about equal with the same bullet weight.<br /><br />Will decided that about 1450 f.p.s. w,th the 168-gr. 1 ·20 mix bullet in his 16" twist was optimum. but if he had 11 to do over again he&#39;d have gotten a 12" twist to take heavier bullets. Even so, on calm evenings he could cut the 1" ten ring out of the 100 yd. target with that outfit. without any of the fliers he&#39;d come to expect as a fault of the weak hammer blows of old single-shot actions and two-piece stocks. As sweet a trigger as the old Ballards had, the blow was only OK with thin cup primers used with blackpowder, and was not suited to the thick cups of later smokeless type primers. Many riflemen at the time didn&#39;t realize weak ignition with the single-shots was a problem. <br /><br />Will promptly proved that his concentric. close chamber theory with a sized one-diameter bullet was equal to or better than the partial or full breech-seated soft two-diameter bullets of the old single-shot system . Later, It became evident. however, that the bolt action itself that was the factor. and not the loading system ... <br /><br />Ironically, Will also had then a 4-groove 1 O" twist .30-06 Type T 28" barrel Bull gun with common throat and chamber. It would shoot right with the .32-40 on calm evenings and often beat it under average condi­tions. He attributed its success to the long heavy Ideal #311282 plain base .30-40 Krag RN bullet. This bullet. with a gas check base added, later become #311284. <br /><br />But, when sized to throat diameter and seated in a neck-sized case. #311282 had the required concentricity. An added plus with this Hudson bullet, of course, was. its large diameter bore riding nose that gave it superior guidance in the bore. Will worked up a load with this plain base bul­let and the government corrosive primer with about 10 grains of Unique for around 1300 f.p.s. which. on a straight-up day or 311282 evening, would stay around 1" for 10 shots at 100 yards from sandbag rest with the AS SX scope His best .32-40 loads would often match that on a good calm evening, but the 220-gr .. 30-06 was more consis­tent in the long run. Will felt a fast twist .32-40 with a heavy 220-grain bullet like the 311282 would have been the ultimate in a bolt rifle. It would indeed have been interesting. After the crash of 1929 he was unable to complete his investigations, so we never found out.<br /><br />But in view of what I witnessed in that rifle, I believe that the thrust on the bullet base with the straight or straight-taper case 1s more evenly borne on the bullet base. than by the venturi action of the conical shoulder of a bottleneck case. This would, of course be more sig­nificant with an unprotected, plain base bullet of soft alloy, than with our harder gas check bullets used today This effect on bullet base deformation in the throat, 1f not uniform, would have a pronounced effect on accuracy. <br /><br />Most of the plain base bullet shooting with straight cases was done within the limitations of the soft alloy bullets, which topped out about 1300-1450 f.p.s. As we now know, this velocity level is most susceptible to wind drift, compared to subsonic or higher supersonic veloci­ties above about 2000 f.p.s. This would mean the accu­racy potential had to be very good 1n spite of it, since the old timers were not phenomenal wind dopers, Just good mechanics and hard holders. 1 agree with what Howard Thomas said In Newsletter 18 and think new investiga­tion with straight cases would be very worthwhile My personal choice for such an outfit would be to use the .32-40 case with its straight taper to the base of ,ts cylin­drical neck. but to hold a .30 caliber bullet. The .30-30 case could be run in a .32-40 die, as Carl Johnson did in making his .30 Johnson, but leaving 1t full length This would be an alternative to using scarce .32-40 cases. In reforming it would stretch towards the 2.130" length of the .32-40. but will still be a trifle short, but there&#39;s no real problem there. <br /><br />To incorporate the multiple benefits of a heavy cast bullet, I would go with a 1 o" twist for maximum sta­bility of long 220-gr. bullets like my standard #311284 which holds a number of CSA records, and would stick to the proven combination of a medium -hard alloy and a velocity about 1600 f.p.s. like my .30-06 match loads. The smaller case capacity should permit using some­what slower burning powders than the SR-4759 I use In the b6, while filling the case better. and at low pressures. <br /><br />Like my Uncle Will, who was mesmerized by the old lore and legends and had a real favor for the Schuetzen style cases, I am awfully tempted to play with a straight taper case and traditional style cast loads. However. I have a 5/8 m.o.a .. 30-06 Winchester Model 70 which has won my complete confidence under match pressure, and that&#39;s a powerful antidote. <br /><br />------------as ever, Frank Marshall Jr.<br /><br /> </div>	</div>]]></content:encoded><pubDate>Tue, 16 May 2017 01:46:44 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/5/75/speaking-frankly-on-straight-cases</guid></item><item><title>Observations on Gas Checks</title><link>http://castbulletassoc.org/blog/article/2017/5/74/observations-on-gas-checks</link><description>  This article was written by Ed Doonan in the Mar/Apr 1999, #138 issue of the Fouling Shot. In so much of cast bullet shooting we violate the first rule of solving engineering problems - we don’t und....</description><content:encoded><![CDATA[<div class="row clearfix"> <div class="column full"> This article was written by Ed Doonan in the Mar/Apr 1999, #138 issue of the Fouling Shot. <br /><br />In so much of cast bullet shooting we violate the first rule of solving engineering problems - we don’t understand the problem. So it is with gas checks; we know the effect gas checks have, but we don’t know the how or the why. Until we understand the HOW and WHY it is nearly impossible to make improvements except by blind experimentation. There are shooters that simply don’t care —- they may be the smart ones as it is very difficult to change the present system. Still at matches you hear shooters speculating on the effect of gas checks and plotting ways to make them better. A lot of this is generated by the jacketed bullet shooter’s experiments on wall thickness of jackets.<br /><br />There are many theories on how gas checks work. Some of the more common sense ones are; 1. It strengthens the base of the bullet, 2. It provides a gas seal, 3. It is a scraper.<br /><br />There are some things we know for sure. Plain base bullets are very accurate. If you are ever in a match with a good plain base bullet shooter and the wind doesn’t blow too hard he will teach you. We all know that at some point you must put on a gas check to increase velocity with accuracy. The only exception to this being the paper patched bullet. There are plenty of very, very smart plain based bullet shooters.  If there were a way around this they would have found it by now.<br /><br />Attempts to protect and provide a gas seal for the base of the bullet using a wad have been made from the start. There’s nothing new about a wad. Nearly everything that could possibly work, and some that couldn’t, has been tried. Wads appear to allow a slight increase in velocity with plain base bullets. Yet it is apparent that any kind of wad or filler does not do the same thing as a gas check. After shooting thou-sands of wads I finally ran a test where I could prove that the wad hit the bullet after it left the bore of the rifle. Never in those tests was a load with a wad more accurate —- they were either as accurate or less accurate. The slight increase in velocity simply wasn’t worth it.<br /><br />Another theory is that GCs are a pressure seal and scraper. I think this is correct, never the less I think all bullets leak pressure before they can start to move.  I’m not sure about soft lead breach seated bullets at low velocity and pressure but I think this is true for fixed ammo shot from a leade at 1600 f.p.s. and above.  Here we have a bullet sitting perfectly still and suddenly it is hit in the butt by 30,000 to 60,000 Ibs. of pressure that wants to accelerate to 1600 / 2500 fps. The gas is not at the speed of light but it is pretty darn quick. No bullet sitting in a leade is a perfect fit. If it was it would be as hard to pound out of the leade as it is to pound on down the barrel. Since the bullet is not a perfect gas seal it simply has to leak some before it can start to move. <br /><br /><br /> </div> </div>	<div class="row"> <div class="col-md-6"> The bullet is the weakest component compared to the breech, the case and the bar-rel.  It has to give but cannot move at the speed of the gas instantly. Gas leaks around the bullet almost certainly eroding and carrying tiny particles of lead with it and down the bore ahead of the bullet. We know that this very thing happens to steel (the source of barrel wear) so it’s nearly impossible to believe it doesn’t happen to lead.  We get away with this because the gas check comes along and scrapes the bore clean each and every shot. <br /><br /> </div>		<div class="col-md-6">			<img 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" style="margin-right: 1.5em">	</div>	</div>	<div class="row">		<div class="col-md-12"> The better the bullet fits the leade theless lead is deposited in the bore in front of it all other things equal - and the more accurate the load will be.  If the bullet fits badly, enough lead is left in the bore that the gas check runs over it and lead is left behind.  Bullets recovered from a sawdust trap with a load that leads show lead on the side-walls of the gas check. Bullets from accurate non-leading build-up loads do not.<br /><br />This theory assumes that all loads lead and it starts in the leade. In my experience it does, but I have seen bores leaded at the range where only the last 6 inches or so appeared to be leaded so there are probably other factors at work. Most theories of leading assume that lead is rubbed off in the bore by a mechanical action. With a really rough bore this may be true. Leading from bullet blow-by usually occurs in the first six inches of bore and is easily felt with a cleaning patch as a tight spot. This can usu-ally be wiped out with one dry patch, at the most - one wet patch followed by a dry patch. However this does not have to be done, as this is a normal shooting condition. The rifle can be shot indefinitely, without cleaning, up to the accuracy potential of the load and rifle. This ‘tight’ spot cannot be seen from the breech, in fact the bore appears to be perfectly clean. Looking across the muzzle in a strong light the bore appears black.  When you run a patch there are no flecks of lead, just a gray paste. Obviously this type of leading is not stuck to the barrel steel (soldered); it’s sort of floating on top. This is the condition that the gas check acting as a scraper can clean out each and every shot.<br /><br />While I am sure that the check is a scraper, it does not necessarily have to be made of a copper-based alloy nor does it have to be made in a cup shape. Gas checks custom made of aluminum seem to work exactly like regular checks. I have had both Dan Hudson and Larry Jennings check my results in their custom rifles. Checks made in the shape of a ring or washer and swaged on the base of the bullet seemed to work equally well. A boat-tailed bullet of this design was on the cover of TFS #97.<br /><br />If my analysis of the problem is correct it also explains some rather unusual characteris-tics of paper patched bullets. Col. E. H. Harrison established in the 60’s that a paper patched bullet with a rather soft alloy could be shot at nearly full jacketed bullet velocities with hunting accuracy from a .300 Win. Mag.  If alloy strength were as important as some people claim this simply would not be possible. Certainly a tube of paper does not add any great structural strength to a column of lead!What it does do is to keep the lead insulated from the gasses at the time of ignition. It does not stop blow-by but it stops lead from being in the blow-by.<br /><br />In summary probably all fixed ammo loads leak gas at ignition carrying particles of lead. The gas check acts as a scraper taking most of this out the bore with each shot. If the lead is more than the gas check can handle (bad bullet fit in the leade or excessive pressure) true leading at the fleck or bore coating level results with subsequent inaccuracy. No manner of wad or filler has to date worked as well as a gas check. No other theory that I’m aware of can explain the rather novel properties of the paper patch bullet.<br /><br /><br /> </div>	</div>]]></content:encoded><pubDate>Thu, 11 May 2017 09:41:48 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/5/74/observations-on-gas-checks</guid></item><item><title>Resurrecting a Veteran Swedish Rolling Block</title><link>http://castbulletassoc.org/blog/article/2017/5/73/resurrecting-a-veteran-swedish-rolling-block</link><description>  CBA member, by Tom Davis of Carnegie, PA wrote this article in 2005 and it was published in the July/Aug #176 issue of the Fouling Shot. I acquired my first Swedish Model 1867 Rolling Block rifle in....</description><content:encoded><![CDATA[<div class="row clearfix"> <div class="column full"> CBA member, by Tom Davis of Carnegie, PA wrote this article in 2005 and it was published in the July/Aug #176 issue of the Fouling Shot. <br /><br />I acquired my first Swedish Model 1867 Rolling Block rifle in early 2002. I once had a rare Norwegian one, but it was museum-quality and I would not have felt right shooting it, so I sold it to a well-known author of rolling block books instead.<br /><br />For those of you who may not be familiar with the Swedish Model 1867 rifles, they are well-made, impressive pieces. The first ones were made in New York State by Remington for the Swedish government back in the late 1860’s, but the Swedes were later licensed by Remington to make them for themselves. They started off their local manufacture with about 10,000 Remington-made actions before they got into full production in Sweden. My rifle is one of the early ones that were made in Sweden – but on Remington-manufactured actions. As a result, the receiver has Remington markings, but the barrel has Swedish manufacture markings. My particular rifle was assembled at Sweden’s Carl Gustafs Stads Armory, and is a full-length version (just over 53” long, with a 36” barrel and three barrel bands). It even has matching unit marks burned into the buttstock and stamped on the cleaning rod!<br /><br />The caliber designation is 12.7x44R, sometimes shown as 12.17x44R. The bores on these rifles are interesting: hexagonal in cross section<br />– similar to British Whitworth rifling. I availed myself of O. H. McKagen’s slug measuring service, and learned that my bore measured .513” across the grooves and .482” across the ands. Twist is approximately one turn in 42 inches.<br /><br /><br /> </div> </div>		<div class="row"> <div class="col-md-6"> 	Originally rim-fire (as is mine), many later had their blocks converted to center-fire, and some were reworked completely to handle an 8mm smokeless cartridge (specifically the 8x58R – also know as the 8mm Danish Krag cartridge).  Luckily, I also have a center-fire breechblock for my rifle.<br /><br />The Swedish case is similar to the American .50-70 Government case — not identical, but similar. In fact, you can successfully reload for the Swede using standard .50-70 dies (but not .50-70 cases!).<br /><br /> </div>		<div class="col-md-6">			<img src="data:image/jpeg;base64,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"> 	<b>Open breech of the Swedish Rolling Block action with rimfire block in place.</b><br /><br /> </div>	</div>	<div class="row">		<div class="col-md-12"> I obtained my brass from Buffalo Arms. It’s made up from .348 Winchester brass, and is top quality! (Case length averages about 1.725” or just shy of 44 mm.) References indicate a proper length of 41 or 42mm for the rimfire cases, and 44mm for the centerfire. It’s unclear to me if the chambers themselves were different lengths. My rifle is still in its original rimfire configuration, but the longer 44mm cases from Buffalo Arms work just fine in it.<br /><br />I had an interesting time working up some low-pressure smokeless loads for 100-yard target shooting. My few references showed original bullet diameters from 12.17 mm (.479”) to 12.75 mm (.502”). In addition to a few Lyman moulds used for my .50-70 NYS rolling block. <br /><br />I had some commercial, pre-lubed .50 caliber lead bullets on hand for a .50 caliber muzzleloader I once owned. I miked these, and found bullet diameters in the .506” to .510” range.<br /><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"> <b>Pictured from left to right, next to one of my Buffalo Arms cases, are: 1. Heavy, 515-grain bullet from Lyman mould 515142; 2. Standard .50-70 Gov&#39;t. 440-grain bullet from Lyman mould 515141; 3. 365-grain bullet from Lyman mould 518145; 4. 370-grain Thompson-Center Maxi-Ball - .50 caliber; 5. 385-grain Hornady Great Plains bullet - .50 caliber; 6. 350-grain Buffalo Bullet Co. hollow-point, hollow-base lead bullet - .50 caliber.</b><br /><br /> </div>	</div>	<div class="row">		<div class="col-md-12"> I initially decided to use a tried-and-trusted load of 12.0 grains of Unique behind these various bullets. I got this load years ago from O. H. McKagen — who swore by it in the old black powder cartridge military rifles: from .45 caliber to 11mm and .50 caliber. I had successfully used this load in a Remington .50-70 New York State rolling block rifle, my 11 mm Dutch Beaumont, and other, similar guns. It seemed to me like a good place to start with the Model 67 Swede, too.<br /><br />I was able to use my standard Lyman .50-70 full-length sizing die, and neck expander die to prepare the unfired Buffalo Arms brass. The Lyman bullets were all sized .515” (the only sizer die I had on hand in this diameter range) and Winchester large rifle primers were used in all loads. The .515” bullets chambered a little tightly, and I consider this diameter to be the maximum safe bullet diameter for my chamber. Your chamber may be different! Do not fire cartridges loaded with oversized bullets which will not chamber easily. Excessive, dangerous pressures may result.<br /><br />I wasn’t sure what to expect from the different bullet weights. My few references indicated an original bullet weight of 345 grains.<br /><br /> </div>	</div>	<div class="row"> 	<div class="col-md-6"> 		<img src="data:image/jpeg;base64,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"> 	</div>			<div class="col-md-6"> 		The sights on these old rolling blocks are pretty basic, although at least the Swedes equipped their rifles with a dovetailed front sight – so it is possible to make some windage adjustments. I shot off the bench at the 100-yard outdoor range at my home club: Library Sportsmen’s Association in Library, PA (south of Pittsburgh). My results from this old war horse were encouraging! Although all of the different bullets performed well, the 365-grain Lyman 518145 showed the most promise. I used a slightly-hotter load (12.5 gains of Unique) in the <br /><br /> 	</div>	</div>	<div class="row">		<div class="col-md-12"> Cast Bullet Association’s 2002 Postal Match No. 10 (Military Big-Bore Benchrest). This particular postal match involves shooting four 5-shot groups off the bench at 100-yards with an “issue” rifle (no alterations, including to the sights). All four groups are then averaged. I came in third with 3.286” behind a Remington rolling block in .50-70 Government and a Model 1873 Springfield trap-door in .45-70 Government. <br /><br />The Lyman 518145 mould throws bullets a few thousandths bigger than .515”, and I had been “full-length resizing” them in my .515” resizing die. I decided to experiment by just “heeling” these bullets: only resizing the first two bands to .515” and leaving the forward bands slightly larger (also creating a slightly longer loaded cartridge). I prepared and fired a selection of heeled and non-heeled bullets, some lubed with Thompson-Center lube and others with Alox, using 12.5 grains of Unique with some, and a roughly-calculated equivalent load of 24.3 grains of XMP-5744 with others. My best load turned out to be the Alox-lubed, heeled bullets over 12.5 grains of Unique. Although the ten-shot group pictured came in at an unimpressive nearly 5” overall, seven shots grouped inside of 1-3/4”, and five of those made a “one jagged hole” group of just over 1-1/4”. I consider this load to be my best one so far — in spite of some obvious “operator error.”<br /><br />If you have one of these old big-bore war horses, consider bringing it back to life, and shooting in our Postal Match No. 10 for “Big Bore Military Rifles.”  􀀃<br /><br /><br /> </div>	</div>]]></content:encoded><pubDate>Tue, 09 May 2017 03:04:28 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/5/73/resurrecting-a-veteran-swedish-rolling-block</guid></item><item><title>HOW TO BUMP BULLETS IN THE LUBRICATOR SIZER</title><link>http://castbulletassoc.org/blog/article/2017/5/72/how-to-bump-bullets-in-the-lubricator-sizer</link><description>  This short excerpt was taken from the 3rd edition, vol. 1 of the "Cast Bullets for Beginners &amp; Expert" by Joseph F. Brennen Jr. and published by the Cast Bullet Association. 4.3.2 HOW TO BUMP BU....</description><content:encoded><![CDATA[<div class="row clearfix"> <div class="column full"> This short excerpt was taken from the 3rd edition, vol. 1 of the "Cast Bullets for Beginners &amp; Expert" by Joseph F. Brennen Jr. and published by the Cast Bullet Association. <br /><br />4.3.2 HOW TO BUMP BULLETS IN THE LUBRICATOR/SIZER <br /><br />I have only used the Lyman 45 and 450 Lubricator/Sizers, but understand that the Saeco and RCBS machines will also bump bullets. The problem with bumping bullets in a Lyman machine is that the handle, a flimsy proposition at best, will easily break. <br /><br />Ken Mollohan: The warning that Lyman handles are too flimsy for bumping, and will break is correct in my experience also. But my remedy was to weld a reinforcing strip of steel across the top of the handle above the pivot holes, which is where the handles is thinnest, and the breaks occurred. These strips were the same size and thickness as the original handles, and perhaps an inch or an inch and a quarter long. Welding was completely across the surface. This simple alteration has prevented further problems for several decades. <br /><br /> </div> </div>	<div class="row">		<div class="col-md-3">			<img 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">		</div>		<div class="col-md-3">			Here&#39;s my Lyman 450. Note the repair/braze area where the handle broke-several times.  The ADJUSTING SCREW adjusts how far <br /><br />		</div>		<div class="col-md-3">			<img 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">		</div>		<div class="col-md-3">			down the bullet can be pushed in the sizing die by the TOP PUNCH. Note that the TOP PUNCH fits into the sizing die and into the NUT. I use the<br /><br />		</div>	</div>	<div class="row">		<div class="col-md-12"> NUT; it fits inside the SIZING DIE LOCK NUT; to stop the downward motion of the ram and TOP PUNCH. Then I adjust the ADJUSTING SCREW to limit the downward movement of the bullet in the sizing die. When the bullet is all the way down, and there&#39;s space between the ram and NUT, further pressure on the handle mashes the bullet shorter and bigger in diameter. Other and better arrangements are made by those more mechanically inclined than I.   <br /><br />Bumping the nose. The example is the Lyman 311299 bullet, with a bore-riding nose that should be about .300", and a set of three bands over .308" in diameter. I&#39;m assuming here a 30-caliber barrel of .300" bore and .308" groove. <br /><br />My 311299 molds produce bullets with varying nose diameters and bands over .312" that are sized .312" in a Lyman 450.  <br /><br />In the process of sizing and lubing the bullets, with no undue pressure on the handle of the 450, bullet noses increase one thousandth of an inch minimum. They get bumped up. By fiddling with the lubricator/sizer and increasing the pressure on the handle, it is easy to increase the nose diameter of the bullet by three to four thousandths of an inch. Somewhere around four thousandths of an inch the nose starts to bend into a banana shape, and/or the handle of the machine breaks. <br /><br />With bullets under .312" band diameter, sizing normally, without undue pressure on the handle increases band diameter at least one thousandth of an inch. All my 30 caliber molds make bullets that have the base bands "shined up" in the lubricator/sizer. <br /><br /> </div>	</div>	<div class="row"> <div class="col-md-6">	 <div class="row">			 <div class="col-md-8 right">				 Bumping the bands This Lyman 319289 bullet has bands of constant diameter. Let&#39;s assume that the bullet is .321" in diameter, and we want it larger. Run it through a .323" sizing die, and make sure that all the lube grooves are filled. Then set <br /><br /><br />			 </div>			 <div class="col-md-4">				 <img src="data:image/jpeg;base64,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" style="margin-top: 1.4em;" width="92" height="212">			 </div> </div>		</div>		<div class="col-md-6">	 <div class="row">			 <div class="col-md-4">				 <img src="data:image/jpeg;base64,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" style="margin-top: 1.4em;">			 </div>			 <div class="col-md-8">				 the lubricator/sizer and force the handle down to expand the bullet to sizer diameter, .323". Again, three to four thousandths of an inch is the maximum increase in diameter before the nose gets to looking funny or the handle breaks.  <br /><br /> <br /><br /><br />			 </div> </div>		</div>	</div>	<div class="row">		<div class="col-md-12"> I have bumped many bullets using conventional sizing dies in the Lyman 450, calibers from 22 to 45, and never increased accuracy. Others have had great success. I like the Lyman 311299 and 314299 bullets, and have worked with them a lot. Here&#39;s a picture of the 311299, the 314299 looks exactly the same. This story is about the 314299. I have been working with a Winchester M54 rifle in 30/30, casting bullets in 25:1 lead: tin and linotype. The nose of the bullets measure .3032"-.3036", and cast in either of the alloys the nose is lightly engraved when the cartridge is chambered. With 25:1 and bullets sized .312", a cartridge overall length of 2.895" chambers in the gun, mashing that front band into the throat. With linotype and bullets sized .312", that front band stops the cartridge from chambering at an overall length greater than 2.865"-it won&#39;t be mashed in. So I sized bullets of both alloys down to .309" in search of a longer overall length for the linotype bullet, and for accuracy in general. The linotype bullets easily chambered at 2.895" overall length, but the 25:1 cartridges had the bullets pushed way back into the cases when I attempted to chamber a couple.  <br /><br />Now, after sizing to .312", the bullet noses grew from .3032"-.3036" to .3040"-.3045". But, after sizing to .309", the 25:1 soft bullet noses had bumped up to .306"-.3092", the bullet jammed in the rifling when chambered and was pushed back into the cartridge case.  The linotype bullet noses were still about .305" and chambered with no problem. <br /><br />I&#39;m telling this story to illustrate the notion that sizing bullets can change dimensions of the nose enough to affect how the bullet fits in the gun, and the maximum overall length. And that alloys of different hardness are affected differently by sizing and bumping, and that hardness affects how easily the bullet is engraved by the rifling. Change the sizing diameter and other things change. I seated bullets of both alloys to 2.875" and crimped the case necks slightly to keep the bullets from being pushed into the cases, loaded them up and shot five 5 shot groups with each yesterday, 4/18/07. The 25:1 bullets averaged 1.32" groups at 100 yards; the linotype bullets averaged 1.1". <br /><br /><br /> </div>	</div>]]></content:encoded><pubDate>Sun, 07 May 2017 03:03:54 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/5/72/how-to-bump-bullets-in-the-lubricator-sizer</guid></item><item><title>Base Upset in Cast Bullets</title><link>http://castbulletassoc.org/blog/article/2017/5/71/base-upset-in-cast-bullets</link><description>  This article was written by the late, longtime CBA member, Ken Mollohan and was published in the July/Aug 1997, #128 issue of the Fouling Shot.Upset in cast bullets has been around a long time. Earl....</description><content:encoded><![CDATA[<div class="row clearfix"> <div class="column full"> This article was written by the late, longtime CBA member, Ken Mollohan and was published in the July/Aug 1997, #128 issue of the Fouling Shot.<br /><br />Upset in cast bullets has been around a long time. Early experimenters, using muzzle loading ri­fles, tried many schemes to force undersized balls to expand and take the rifling, but a Frenchman, Cap­tain E. C. Minie had the first real success. Captain Minie employed an iron cup that was driven forward into the hollow base of a conical bullet upon ignition of the powder charge, expanding the base of the bullet to fit the bore. The Minie ball made possible the accurate rifled muskets that could reliably hit individual men hundreds of yards away. Even later, double-rest heavy bench rifles, weighing 20 to 40 pounds, worked best with two-piece swaged lead bullets with bases made of the softest lead to assure expansion. Some men could cut their initials into a 200-yard target with such outfits. That&#39;s accurate by any standard! The best rifles and marksmen we have today would be hard put to match it, but, today the expanding base is condemned as a major cause of inaccuracy!<br /><br />How did expanding bases go from giving the best possible accuracy, to their current reputation for de­stroying accuracy? Well, to be specific, it is almost entirely the work of one man, Dr. Howard Mann. If you haven&#39;t read his book, &#39;The Bullet&#39;s Flight from Powder to Target, you should order a copy right now. Dr. Mann was one of the few truly scientific investigators into the factors affecting accuracy, and his book is still the best on the subject. He was the first to point out that the major cause of poor accu­racy is inconsistent bullets. He also found that one of the reasons for inaccurate bullets was the way they upset in the bore. He recovered and measured fired bullets, discovering that the more the base of the bullet is out of square with the body, the further away the bullet will strike from the impact of a bullet with a perfectly square base, and he was right! <br /><br />Dr. Mann also showed that flaws in the base of the bullet are far more injurious to accuracy than similar flaws in the nose of the bullet. He would drill holes in bullets to duplicate defects and by orienting these defects in the chamber, he could produce large groups like donuts, or he could shoot small groups and move the groups around on the target at will, without changing the sights in any way. Today&#39;s shooters equate large groups with damaged bases, and have locked onto the idea that for good accuracy, the base of the bullet must be perfectly formed and perfectly square to the axis of the bullet; but, that&#39;s not what Dr. Mann said. He said that the bullet had to be consistent, not perfect. His book shows many ex­amples of fine accuracy with deliberately damaged bullets. He purposely damaged the muzzle of a rifle with a hammer and a punch to prove the point. The punch mark cut a huge groove, from nose to base, in every bullet he fired. This obviously destroyed the balance of the bullet, yet he reported that accuracy was still good; he only had to shift his sights to match a new point of impact. <br /><br />Dr. Mann believed that the pressure from the burning gunpowder upset the base of the bullet in the throat of the rifle "like a hammer blow on a ball of putty." He tried to prove this by firing bullets from shortened barrels. Some of them were so short that the end of the bullet actually projected out of the muzzle before the trigger was pulled! And brother, did he get upset bases! His bullets looked like opened umbrellas! Even heavy .30 caliber jacketed military bullets were badly upset. The case seemed open and shut: If the pressure of the load is high enough to upset the base of the bullet, it will be unbalanced and inaccurate. Period! <br /><br />Scuse me, Dr. Mann . . . . Those upset bullets in your photo are a lot bigger than the throat of the rifle. Looks to me like they expanded after they left the throat. Actually, it looks like they didn&#39;t expand much until after they got out of the bore altogether ... Oh, I see. It just shows that the pressure in the throat is high enough to make even a jacketed bullet expand as much as it possibly can.<br /><br />Hmmm. If jacketed bullets expand with high pressures too, why do they shoot so much better than cast bullets. Oh, the softer bullet can&#39;t take the pressure as well as the tougher jacketed bullet, and naturally it deforms more and shoots worse? Hmmm. But if jacketed bullets and cast bullets both expand to fit the same throat and the same bore, aren&#39;t they deformed exactly the same, no matter what their strength? And, how come you can load a cast bullet to 40,000 psi in an Ml carbine and get good accuracy, but the same bullet isn&#39;t worth a hoot at 40,000 psi in a Ml Garand? Won&#39;t the amount of upset and accuracy loss be the same in both guns when the deforming pressure is the same? And looky hyar, Doc: Look at these .308 caliber jacketed bullets that I shot in a 7.65 Argentine Mauser. It is obvious that the bullets were rubbing on the lands, but it hardly touched the grooves. If the base upsets com­pletely like you said, why aren&#39;t there contact marks all the way around the bullet? And how do boat-tailed bullets make it through the throat without . . . Oww! My ear! No need to be that way about it, Doc! I wuz jest asking! <br /><br />Like a lot of other shooters, I&#39;ve done a fair amount of bullet recovery too. I&#39;ve fired into swim­ming pools and mountain streams, swimming down to recover the bullets. I&#39;ve even shot guns completely underwater, much to the dismay of some bluegills. I&#39;ve recovered bullets from dirt and deer, from wood, sand, snow, sawdust and pretty near everything in between. With low pressure loads or with soft bullets, what I found pretty much goes along with Dr. Mann&#39;s findings, even if I do have some questions about the conclusions he drew from the data. But, he dealt mostly with low pressure loads, -the .30-40 Krag was a pretty hot number in his day- and sometimes his results don&#39;t translate too well in high pressure and high velocity cast bullet loads.<br /><br />Oh, Dr. Mann&#39;s tests and reports are excellent, and still completely valid; however, we have so dei­fied him, that some people look at a loss of accuracy and jump to the conclusion that they&#39;ve exceeded the strength of the bullet and are upsetting the bullet base. After all, if Dr. Mann said that is what causes inaccuracy, who are mere mortals to say otherwise? <br /><br />Well, I have recently read articles by a number of competent people who feel that matching the strength of the bullet to the pressure of the load to get some upset gives them the best accuracy; and don&#39;t forget those Minie balls or black powder bench guns. A lot of things can injure accuracy besides base upset. We shouldn&#39;t be so quick to assume that poor accuracy means the base is upsetting. <br /><br />I think it was Gen. Julian Hatcher who reported some tests in which he plugged the bore of a .30-06, and tried to clear it with a case that had the bullet and part of the powder charge removed. Usually, the pressure pushed the plug out nicely, but not so with one obstruction, a long lead plug to simulate several bullets stuck in the barrel. Several shots failed to dislodge the plug, but left a distinct bulge in the barrel. Guess where it was? It wasn&#39;t at the base of the super heavy lead slug like theory would indicate, it was in the middle! Why? I dunno. I just know that the base upset theory doesn&#39;t seem to explain away quite eve­rything yet.<br /><br />For example, Lyman 311291 linotype slugs that group 3/4" at 50 yards at 2200 fps were tested in hot­ter loads that were hardly able to stay on target. The best ( control) load gave no leading at all. With two more grains of powder, the bore began to take on a whitish look, and group size almost doubled. With more powder, shooting was wild, and both bore leading and muzzle flashing were severe. Recovered bullets were too damaged to provide definitive infor­mation concerning base angles, but the gas check shanks showed little or no sign of a step that should have formed at the edge of the gas check if the base had upset. Miking the top of the gas check shank and lube grooves near the base gave no evidence of any upset, no matter what the power of the load. The biggest difference I found in the recovered bullets was that with the accurate control load, the engraving on the bullets exactly matched the rifling in the bore. Very tiny etched spots were found on the gas check shanks, right at the edge of the gas check itself, where engraving from the lands created a groove. <br /><br />These spots grew progressively wider and deeper in more powerful loads until they formed a ring around the base of the bullet, between the gas check and the lower band. At the same time, engraving from the rifling on the bullet grew progressively wider by the wearing away of the metal on driving edges of the rifling. On the trailing side of the rifling, the engraving at the gas check began to extend forward to, and through, the driving bands on the body of the bullet. Lead flashing was noted at the muzzle. <br /><br />There were no obvious differences in the bullet bases or their squareness to the body of the bullet that came anywhere near correlating with the change in accuracy. To correlate the bullet bases with accuracy, going from excellent to wild, the bases would have had to go from almost perfectly square to obviously very crooked. This simply did not happen. It didn&#39;t even come close to happening. I don&#39;t know that my Linotype bullet bases upset at all. I do know that even if they did upset, it was only very slightly, and not enough to tum my fine accuracy to shotshell patterns. I have deliberately damaged bases far worse and gotten better accuracy. I have done a lot more testing with similar results that I don&#39;t have room to relate. <br /><br />My best guess? I think that in hotter loads, bore leading was deforming my bullets like Dr. Mann&#39;s bullets were deformed by his punch mark. But, his punch marks were uniform, so, even though de­formed, his bullets were consistent and his accuracy didn&#39;t change; he just had to re-set his sights. How­ever, once my bore started leading, it grew worse, becoming more severe with each shot. The leading, as it increased, imparted a different deformation and imbalance to each bullet, and each had a different point of impact! <br /><br />Now I need to qualify my next statement a bit. Accuracy is a relative term. I&#39;m not a benchrester, and I don&#39;t plan to apologize for that, so I use the word "accuracy&#39;&#39; to mean something useful in the field; which could mean groups up to 2.5 moa, depending on what I plan to hunt. That won&#39;t take many CBA events, but I shoot a lot more deer and groundhogs than I do matches, and I don&#39;t lose any of them from inadequate accuracy. I find that I can get the hunting accuracy I require from hard cast bullets at high ve­locity. <br /><br />Why shouldn&#39;t I get good results? Col. Harrison&#39;s articles in The American Rifleman on paper patched linotype bullets at full power (near 3000 fps) in the .300 Magnum, tell me that linotype is strong enough for high velocities and pressures. If base upset doesn&#39;t destroy match accuracy in a 3000 fps loads in a .300 Mag, then it won&#39;t cause any major problems at 2600 fps in my &#39;06 either. I may or may not get good re­sults with my &#39;06, but if I don&#39;t, it darn sure isn&#39;t be­cause the alloy is too soft, and lets the base upset. I need to look elsewhere for the causes of poor accu­racy. <br /><br />I&#39;m beginning to get a handle on where to look for the causes of cast bullet inaccuracy. The paper patches on Col. Harrison&#39;s .300 Mag bullets were not for strength, but to prevent bore contact and subse­quent leading. We can argue about how it works, but the main thing is that paper patching does prevent leading and permits good accuracy at much higher velocities without gas checks than simple lubes can with gas checks. Note that one of the most remark­able things about my Cream-of Wheat loads is their lack of leading and fouling, combined with high velocity, decent accuracy and a lack of gas checks. Does anyone else see a pattern here?<br /><br />Many things can cause poor accuracy with cast bullets, including leading, gas check (copper) fouling, poor lube and the like. I&#39;m sure that any base upset that does occur makes its contribution to the accu­racy equation, just as any other irregularity will. Base upset unquestionably occurs with soft alloys and hot loads, but I don&#39;t think it&#39;s the major cause of inaccu­racy, and with hard bullets in moderately powerful loads, and I think there&#39;s cause to question whether it occurs at all. <br /><br />Next time, I&#39;ll use my myopic magnifying glass to take a look at bullet lubes. Are they really lubricants? If they aren&#39;t, what are they? How do they work? Why do they work? Why do we need them at all, and what makes them fail? My ideas may surprise you. See you then. Molly @ <br /><br /><br /> </div> </div>]]></content:encoded><pubDate>Thu, 04 May 2017 01:50:42 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/5/71/base-upset-in-cast-bullets</guid></item></channel></rss>