<?xml version="1.0"?><rss version="2.0" xmlns:content="http://purl.org/rss/1.0/modules/content/" ><channel><title>Cast Bullet Association Blog Rss Feed</title><link>http://castbulletassoc.org/blog/Rss2_.aspx</link><description>Rss 2.0 for the user blogs.</description><language>en-us</language><lastBuildDate>Fri, 25 Sep 2026 12:09:57 GMT</lastBuildDate><generator>Cast Bullet Association</generator><managingEditor>chefreiss@gmail.com(Cast Bullet Association)</managingEditor><webMaster>info@morganids.com (Richard Morgan)</webMaster><ttl>360</ttl><item><title>P.B. Kaster Makin Bullits</title><link>http://castbulletassoc.org/blog/article/2017/3/59/p.b.-kaster-makin-bullits</link><description>  Dear P.B.,I received your article for the blog and was surprised to say the least. In all my years of editing The Fouling Shot, I have never published an article quite like yours. I lack the words t....</description><content:encoded><![CDATA[<div class="row clearfix"> <div class="column full"> Dear P.B.,<br /><br />I received your article for the blog and was surprised to say the least. In all my years of editing The Fouling Shot, I have never published an article quite like yours. I lack the words to describe it, but I have to say I was on the edge of my seat the whole time I was reading it. Actually I fell of my chair more than once. If it was too difficult a task for you, I understand if you don&#39;t want to write anymore articles. The membership will just have to struggle on without your words of wisdom. Your invention sounds interesting. I think I saw something similar on the tv show, "When Things Go Bad", so please be careful. It sounds as if you can not afford anymore body scars. You should avoid John for a while. He needs to get over the feeling he got when he pulled the trigger of his custom made CPA rifle at the last match and heard nothing and only felt a mushy pull. I last saw him heading over the target berm with his rifle in hand, hollering you name. His cap was hovering about a foot over his head, I had never seen anything like it before. <br /><br />Sincerely,Glenn Latham<br />CBA Editor, The Fouling Shot<br /><br />P.S. - If you do wish to forge on, please no photos. <br /><br /><br />Dear Glenn,<br /><br />Glad you thout my first one was a real humdinger. I got purdy excited my self when I wasa writing it and whata cowinceident, I fell out of my chair to. Once when I wasa rechin for myin pencil and once when I fell aslep. So since you thout it was so good, I writted a nother yarn. Ima thinkin bout given up goat &amp; pig ranchen to become a bonifered arthur. I sent thata spring back to John, fast deliverin mail. I included instrukshuns on how to weld and bend it back to shape. Thata was the least I coud do since he leta me bowerin it. The dam spring was just to big. I awso sent him a pikture of my inventsun, since he so rich I think he woud want to invest to get richer. Anyways I included my newest publikashon for your blob. <br /><br />Yourin best shootin partnir,<br /><br />P.B. Kaster<br /><br />My castin carear begun when I wasa bout 12 yearin old. Sincen I runed out of shells for my Britsh Enfiled rifle, I had to do sumptin. Mr. Merg&#39;s store keep real ideel molds in stock real regulary. So I got me a ideel catolog, which I studyed real good. I setteled on mold number 31125. The oldtimers said this wasa the bullet to go with for the .303 calibur and it just so happened to be the same as myin Britsh Endfield rifle calibur and all. It was garentied to be accurate to 10,000 miles. That was what theyin call "advertisin hipe", to get you to buy it. I wasin smarter than that. I nuded that the maximum practickal range was more like from my house to old man Puthamington&#39;s house, bout 1 mile. <br /><br />Now I figured I needed sum powder, primers, some loadin tools, castin matearells and sum lead for the ideel bullets. Mr Merg carryed all my needs exceptin, the lead. Once I saved enuff money, I walked in to Mr, Merg&#39;s and told him to fix me up with all I need to load real Britsh Endfield .303 shells. But there was one problim, he didnint carrie lead. He&#39;d told me I coud get sum lead from Old man Kagnap&#39;s at his printin shop or from Albert&#39;s tire &amp; auto. Now this lead that Mr. Kagnap had was that fancie kind of lead, you know for Afreeca huntin like. It was also expinsive, bout .20 - .25 cent a pound. Since I didnint plan on goin to Afreeca for a cupole years, I figired I just didnint need any of this spechil linotipe or monotipe lead.<br /><br />The lead Albert&#39;s had was real cheep, free infact. It came in sevreal sizes of wheil waits, but all melted the same. Later on I figired I was gettin them whiel waits cheep cuse they was defektive. No matter how hot I got that kamp stove goin, parts of them whiel waits woud never melt. Them parts semmed to be much harder than them that meltied. I heard that linotipe and monotipe was hardear than wheil waits, so I figired thats what the not meltin parts were made of and rechoired special hi tempperture heat to melt um. It was not until I was bout 50 yearin old when I heared fello CBA member, Melvin Martinsun say them was steal clips and they was no good. O well, I halled all 9 pick up loads to the junk yard. It only took 6 days to shuval them into the pick up. But I figured I came out bout evin cause I got $28 cash for em!<br /><br />Back to the castin. Once I got that first 50 pounds home, I wus set. But it were hard, tring to hawl 50 pounds of lead on a bisiskel with one square whiel was hard, spescelly up that last hill. <br /><br />But back to the castin. I baroed Mamas biskit tin and made up some lead ingnots with them whiel waits. I then put the biskit tin back in the cup board beford she found it missin. Now I had 43 purdy lead ingots. At this point I figered I wasa set with lead for the next 10 years at lest. <br /><br />Back to the castin. I had the ladeel Mr. Merg set me up with, but it was hard, real hard to melt them ignots in the ladeel. That is when I got the genyus ideer to get one of Mamas pots to melt them ignots in. I was reel carefull to wipe it out reel good when I was done and put it back up so shes woudnint knows I barroed it. She was very pertikular about her cookin utensills. <br /><br />Back to the castin. I went back and studeed that Ideel catolog and figired that that ladeel was used for poorin the lead into the mold. But I got the hang of it reel quick. Once I got them cavitees filled, I woud close the top reel quick. Once the lead dried up to make reel bullits, I woud open the top and pound them bullits out. But here is a reel tip, insteed of poundin till they come loose and fall on the ground, use a punch &amp; chiseel to drive them out, it is much faster. Tip #2, keep them fingars out of the way. Now after bout four hours, I woud have bout 20-25 kinda purty bullits. The rinkeels made them reel custom made bullits. Evereeone I showed them too said they had never seen anything like um, thats bekause theys were custume made. <br /><br />Back to the casting. Nexted comed the lubrikating. Kuse I wanted to be ekonomical, I tried sevral homemade lubs. The first one was some pure buttar, but everee time I shot them bullits, I smelled Mamas homemade biskits and gots hungree. I think that was a combinashun of them lead ignots being made in Mamas biskit tin &amp; the buttar. Next I tried a honey/earl/lard mixtir. Lets just say it did not work good. Then I settiled on baring greese and jello (orange works best). This is how I did (do) it. It one of your Mamas or the wifes ccokin pots, mix about two heepin spoonfulls of barin greese with one package of jello. Stir it reel good. Then heat it up til boillin. STOP. Now wile it is coolin sume, set them bullits up, base down in one of your Mamas or the wifes pin ten. Now here is whare I runned into a problum the first time. My bullits were leanin left &amp; right. I solved this by hacksawin them bases flat. Tip. Becarefull of them fingars. Three weaks later when them bullits bases were flat, I set them up in that baroed pie ten. Next I heated up the baring greese &amp; orange jello till bollin. STOP, QUICK. Now when little cooled, poor the lub to the top of the pie ten. STOP. Now wrap sume ten foil over top and slip it in the icebox when your Mama or the wife is not lookin. HIDE IT WELL. If they spot it, tell um its some possum livers &amp; skunk hearts your takin to the huntin kamp. They will not touch it then and it will have time to get ready.<br /><br />Next time I will tell you how I got them bullets out of that kwivering hunk of joy and loaded some reel .303 Britsh Endfield shells.<br /><br />P.B. Kaster<br /><br /> </div> </div>]]></content:encoded><pubDate>Thu, 30 Mar 2017 07:09:37 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/3/59/p.b.-kaster-makin-bullits</guid></item><item><title>The .635 Nitro Express  Part 4</title><link>http://castbulletassoc.org/blog/article/2017/3/58/the-.635-nitro-express--part-4</link><description>  Appearing in The Fouling Shot #179 Jan/Feb 2006, this article was written by John Alexander. Part 4 of 4Every year I return to Indiana to hunt deer on the family farm where I started hunting squirre....</description><content:encoded><![CDATA[<div class="row clearfix"> <div class="column full"> Appearing in The Fouling Shot #179 Jan/Feb 2006, this article was written by John Alexander. <br /><br />Part 4 of 4<br /><br />Every year I return to Indiana to hunt deer on the family farm where I started hunting squirrels and rabbits over sixty years earlier. The farm has always been about half woods and the adjoining properties are also heavily wooded. While I was growing up no deer had been seen in that part of the Midwest for over fifty years. Now, in a half hour walk through the woods you are likely to see at least one whitetail disappearing into the trees. Wild turkeys and coyotes, although unheard of forty years ago, are also abundant. <br /><br />When the time came for my annual deer safari to the wilds of Indiana I was still frantically trying to find the ulti­mate cast bullet handload for the NEF slug gun. I was sure there was still room for improvement if I could find the right combination. However, my best loads were averaging two inches at fifty yards and, although I am a little nutty about accuracy, I knew, from a practical stand­point, this was good enough for a woods rifle.<br /><br />I decided to go with the 0.635" balls cast of wheel weights and quenched in water from the mold. These were a few thousandths over groove diameter, weighed 370 grains, and had a Brinell hardness of 28. The ball was loaded over 26 grains of Blue Dot, a PGS gas seal, and two 8 &amp; G soft fiber wads. Velocity 15 feet from the muzzle was 1,240 ft/sec for the 370 grain ball. This com­bination substantially exceeds the energy of a 44 Magnum pistol. so I reasoned it would be adequate for deer at moderate ranges.<br /><br />It takes two pretty good days to drive the 1,300 miles from Old Town to the cabin my brother, Arch. had built on the old homestead. The cabin overlooks a small lake in the woods Dad and I built over fifty years ago. It is not only a pretty place but the fish can be fed from the front porch and a metal gong, across the lake. provides a tar­get for informal shooting. It would be a great place to hang out even if the surrounding woods weren&#39;t infested with deer and turkeys. I planned to get there a day early to recuperate and spend time checking out the woods and the permanent tree stands as well as provisioning the camp with adequate supplies of Oreos, chips, Snickers bars. drinks, and other staples to maintain our strength for the rigorous hunt ahead. <br /><br />On opening day we rose at the customary ungodly hour and after stumbling around finding boots and other necessary items managed to wake up enough to enjoy the traditional breakfast of biscuits and gravy prepared by Arch&#39;s wife, Linda, as her once a year concession to the madness.<br /><br />I hunted all day mostly out of the tree stands and saw several deer but only one legal buck which was too far away and mostly hidden by brush and trees. This was a real change of pace from hunting in my area of Maine where you can sometimes hunt for several days without seeing a deer but the result for the day was the same - no dead deer. <br /><br />The next day we were up at the same insane hour but without the deluxe breakfast. About an hour after getting settled in my tree stand. the first deer came into sight. The sun was just climbing above the horizon. The deer was coming directly from the east and the glare made it hard to tell if it was a legal buck. As the deer cir­cled more to the north around the stand it turned out to be a small doe. She hurried past within thirty yards of the tree stand. occasionally looking back over her shoulder as if saying in deer talk ··come on guys if you can catch me we can have some fun." Since I expected a following buck, I removed the bulky outer mitten from my left hand to be able to work the hammer and trigger in case one appeared. Yes, I am left handed.<br /><br />Within a minute or two. a small fork horn appeared. He also came directly out of the rising sun and the glare again made it difficult to see him clearly. He was walking quickly in the same general direction as the doe but not following directly, obviously trying to appear cool and dis­interested. He was following a trail towards an opening, fifty yards from the stand. where I had shot two deer in previous years with Arch&#39;s .357 Max TC Contender. As he approached the opening. I raised the rifle and was horrified to see only an orange glare through the scope which I assumed was caused by the rising sun. I could see the deer rapidly approaching the opening with my other eye but no amount of twisting or straining my eyes could eliminate the orange glare that blocked my view through the scope.<br /><br />Needless to say, I was in a highly agitated state as the deer walked unscathed into the opening and then, still unscathed, through 1t and down into a steep ravine and out of sight. When he disappeared, I stood up and positioned myself to shoot if he emerged from the ravine where I could get a reasonable shot. Instead, he climbed out the other side of the ravine in thick brush. <br /><br />Although I could see him through the scope, the intervening limbs and trees made a decent shot impossible before he dis­appeared unimpeded on his quest for love. Although I wasn&#39;t thinking calmly, it finally occurred to me that I had been looking in the same general direction when I saw the deer clearly through the scope coming out of the ravine, without a trace of the blinding orange glare. As I stood there puzzling over what had eliminat­ed the glare when I had stood up to shoot across the ravine, I noticed the oversized thumb of my orange over mitten still on my right hand. Putting the gun back up in the same sitting position I had tried to shoot the buck from - there was the infernal orange glare completely blocking my view through the scope. To paraphrase Pogo, I had met the glare and it was me. <br /><br />This was the only shot, or even good view of a buck, I had had in two days of frigid waiting. and I wasn&#39;t in the best of moods. Since I had never seen the Bambi movie, the thought that my incompetence had probably allowed love to blossom for the two young deer didn&#39;t ease my frustration I was heading back to Maine in one more day and it was beginning to look like I might not find out this year if the .635 Nitro Express would kill a deer. I was so agitated, that in spite of the good hunting story this fias­co would obviously make, I immediately vowed to myself to never admit how I saved a deer&#39;s life by sticking my thumb in front of the scope. <br /><br />Of course time heals the most embarrassing wounds and here I am giving a detailed account of my blunder for coast to coast distribution. In addition to the passage of time, improved luck later in the day also helped ease the regrets and made it easier to confess my bumbling per­formance.<br /><br />Around noon, Arch who was hunting to the south of my position, froze out of his stand and decided to still hunt in my general direction. Neither of us had heard or seen anything except the two small deer, whose life the thumb of my mitten had spared. However, as if by magic, two nice bucks miraculously materialized out of nowhere perhaps moving away from Arch. <br /><br />As I watched their approach, one conveniently posi­tioned himself broadside to me in an opening. He was well beyond the fifty yards where the gun had been zeroed to group shots a couple of inches above the point of aim. Not having much time for range estimation, I aimed a couple of inches higher than what I considered the ideal spot behind his front leg. <br /><br />At the shot he went down. I was surprised and quick­ly reloaded (quickly is a relative term with a single shot) and got ready to shoot again when the buck got back up. Instead, he kicked a couple of times and laid still. I was stunned by his instant and unexpected demise. <br /><br />The ball had hit a couple of inches above the point of aim, gone through the middle of both lungs and lodged under the hide on the opposite side. Although flattened a bit, it was in one piece. Although the damage to the lungs was severe, it is not clear why the deer died almost instantly, since the bullet&#39;s path was at least eight inches below the spine. I would have expected it to run at least a short distance before succumbing. The deer was hit, and died, 90 of my steps from the tree stand or a little over 75 yards. It was about 160 pounds field dressed and would have been a small six point if one point had­n&#39;t been knocked off.<br /><br />A single deceased deer is obviously the smallest of samples and his unexpected instant death may have been a fluke. However, judging from the autopsy, a sixty three caliber ball propelled by a conservative load from a twenty gauge rifled barrel does more than enough damage to promptly and humanly kill a deer at seventy five yards if hit properly. Seventy five yards probably encompasses 95 percent of opportunities for a shot in the woods we hunt.<br /><br />With further load development, I believe it will be possible to find a low cost handload with the needed accuracy and flatness of trajectory to extend the practi­cal range of a good twenty gauge rifled gun to well over 100 yards. If so, the twenty gauge slug gun will equal the effectiveness of many rifles m traditional deer hunt­ing calibers. Low cost handloads and the mild recoil of the twenty gauge will make it practical and pleasant to confirm the accuracy of the combination, secure a solid zero, and practice to build skill and confidence.<br /><br />The $2.50 per shot cost and punishing recoil of the twelve gauge with factory loads make it much harder to confirm accuracy, zero, and practice effectively without developing a flinch. either from the thought of that much money flying out the muzzle or the pain. <br /><br />The excellent performance on the deer strengthens my contention that a twenty gauge is the appropriate gauge for a slug gun for deer Few twelve gauge slug gun hunters have practiced enough to become really good with their gun and load. The twin difficulties of high cost of ammunition and the painful recoil takes all the fun out of such practice and makes proficiency unlikely. <br /><br />If a hunter grits their teeth and practices with a twelve gauge, there 1s a high probability the punishing recoil has bequeathed them a world class flinch which they are probably not aware of. Either way there are probably few hunters that should take a 100 yard shot at a deer with a twelve gauge slug gun. To be responsible. those with a bad flinch should probably limit their shots to archery range. Most hunters would be more effective with the milder recoiling twenty gauge.<br /><br />In summary I believe it 1s possible to find handloads for the twenty gauge slug gun that have both the power and accuracy of many conventional rifles being earned in the search for deer. I admit, I would be happier carrying a high quality modern rifle that I knew had the capability of making a three hundred yard shot if a deer foolishly appeared in an open field. However, I no longer feel abused by the misguided Indiana game laws which rule out such a rifle. I know my slug gun has both the accu­racy and power needed to humanly kill a deer at the ranges I am likely to see one, and I have developed quite an affection for my short, ugly, cheap little .635 Nitro Express. @<br /><br /><br /> </div> </div>]]></content:encoded><pubDate>Tue, 28 Mar 2017 02:40:22 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/3/58/the-.635-nitro-express--part-4</guid></item><item><title>The Versatility of Lee Sizing  Dies</title><link>http://castbulletassoc.org/blog/article/2017/3/57/the-versatility-of-lee-sizing--dies</link><description> 	 		This article written by CBA member, by Paul W. Brasky of Kingston, NY, appeared in The Fouling Shot #170 July/Aug 2004 issue.   			 			In preparing for the Seasonal Military Postal match several ....</description><content:encoded><![CDATA[<div class="row clearfix"> 	<div class="column full"> 		This article written by CBA member, by Paul W. Brasky of Kingston, NY, appeared in The Fouling Shot #170 July/Aug 2004 issue.  <br /> 			<br /> 			In preparing for the Seasonal Military Postal match several years ago, I discovered that the noses of my cast bullets were no longer nicely pointed, but rather were a bit blunt or rounded. Although this made little difference in my scores. the aesthetics of it bothered me a great deal. The problem was caused by sizing Lyman bullet #314299 from .3145" to .311", sometimes in several time­ consuming steps, and always with the wrong nose punch in my lube-sizer. (Did I mention that I&#39;m thrifty?) <br /> 			<br /> 			Coincidentally, Lee Precision had begun to offer it&#39;s line of press-mounted essentially "nose first" sizing dies, but as I had some concerns about whether they would apply gas checks and knowing no one who had experi­ence with them, I was hesitant to try one. (Did I mention that I&#39;m thrifty; well, O.K., cheap?) In the meantime, siz­ing from .314" to .313" to .312" to .311" was fast becom­ing intolerable. Having had enough, I purchased a .311" Lee sizing die kit and was immediately rewarded with perfectly sized, gas-checked, and undistorted bullets. Since then I&#39;ve acquired several other (Lee] sizing die sets and heartily recommend them for one specific pur­pose, namely bullet sizing. Lubing, even with a close ­but-not-exact nose punch, is done as a separate step in a conventional machine; unless of course, you don&#39;t mind the liquid Alox "procedure." <br /> 			<br /> 			As good as the dies are, they don&#39;t come in all sizes, and as luck would have it, the one you need may not be available. For example, I needed a .3245" die for my 8mm Mauser, but only .323" was available. Lee Precision will gladly make a custom die for you, but if the desired dimension isn&#39;t too much larger (-.003") than their stan­dard offering, you can lap one out yourself. I&#39;d read about the method on the now defunct Shooters Talk &gt; Cast Bullets web site (It can now be found at http://www.cast­pics.net &gt; "Research and Data.") and tried it. It worked perfectly, turning oversized bullets into -1 m.o.a. per­formers. I am indebted to my friend Rick Tunell for allow­ing me to share 1t with you. <br /> 			<br /> 			You&#39;ll need a sizing die approximately .002"-.003" smaller than the desired diameter; a stiff steel rod at least 4" longer than the die itself and -3/4 the inside diameter of the die; wet/dry sandpaper or emery in 320, 400 and 600 grits; your favorite lubricant - WD-40, 3-in-1 oil, etc.; a towel; plenty of unsized cast bullets; and a micrometer. What you do is wrap the steel rod with the 320-grit paper so that it protrudes enough from each end to grasp with your fingers. Generously apply oil and roll the die back and forth using firm downward pressure on either a flat surface or your towel-covered leg. Check your work after every 30-40 back and forth strokes by cleaning the die (a quick wipe will suffice), installing it in your press and siz­ing a bullet. Measure its diameter and continue lapping until you are within -.0005" of your desired diameter. Use 400- and 600 grit oiled paper on the steel rod to pol­ish the die to its final size. Once again, check your work carefully. <br /> 			<br /> 			Depending on how much metal you need to remove and on how quickly you work, the job will take about an hour to complete: The results are well worth the time invested.<br /> 			<br /> 			From time to time, it becomes necessary or even desirable to radically resize a cast bullet to fit a particular rifle&#39;s bore. By radically I mean as much as a .012" reduction. Why would you do such a thing? Curiosity is one reason since we&#39;ve all read that resizing by more than say .005" distorts the bullet and significantly reduces accuracy. Haven&#39;t you wondered whether that bit of conventional wisdom is true? Another reason is that you may be searching for a bullet lo fit a particular bore and what you want isn&#39;t readily available, but you do have a likely candidate on hand even though it&#39;s too wide. For example, I needed a bullet for my 7.65x53mm Argentine Mauser which fitted it better than Lyman #314299. Having seen such a discussion on Shooters Talk &gt; Cast Bullet site, and having corresponded with Rick Tunell, its principal advocate, about it. I was deter­mined to see for myself whether it was true. I just hap­pened to have a Lee .314" sizing die and a supply of LBT .326" cast bullets on hand as well. <br /> 			<br /> 			Using my Lyman 450 lube-sizer, I lubed, applied gas checks, and sized to .326" 20 LBT bullets, making sure all lube grooves were completely filled (so as to support the driving bands when reformed). I next took a .314" Lee sizing die, screwed it into my press, smeared the .326" bullets with case lube (use no more than you would when resizing brass) and sized them down in one stroke to the smaller diameter. You&#39;ll need a strong press, a stronger workbench and a bit of muscle for this, but little else except an open mind. When loaded over 22 grains of Accurate Arms&#39; XMP 5744, 20 rounds with the radical­ly resized LBT (at .314" and seated to touch the rifling) shot identically to 20 rounds loaded with the same pow­der and charge, but Lyman #314299 (at .314" and seat­ed to touch the rifling). Let me repeat there was no toss of accuracy with the reformed slugs. I&#39;ve repeated this several times in the Argentine Mauser with bullets meant for the 8mm Mauser (Lyman #323471 and a Lee custom run of a 236 gr .. 326" bullet) but always with the same &#39; satisfying results. <br /> 			<br /> 			As tor the conventional wisdom and the intentional "mistreatment" of cast bullets as described above, it&#39;s not how much you size but how that makes the difference. If you can&#39;t or don&#39;t concentrically resize cast bullets, accu­racy will be affected. The very design and mechanism of lube-sizing machines such as the Lyman #450 and the RCBS Lube-A-Matic don&#39;t lend themselves to such radi­cal resizing and will almost certainly distort the bullets because their noses aren&#39;t supported. The Lee press­ mounted sizing dies are strong, easily modified, support­ing the bullet completely and sizing them concentrically. As such, they&#39;re quite useful when you&#39;re looking for a bullet to fit a particular bore, but no such mold 1s offered and you don&#39;t want to purchase a custom product While you can&#39;t reduce .50 caliber cast bullets to .243" with the Lee dies in a single stroke, you can reduce them, even those which have been heat-treated, by as much as .012" with no ill effects (so long as their lube grooves are first filled and gas checks, if any, applied in a standard sizing operation). @) <br /> 			<br /><br /> </div> </div>]]></content:encoded><pubDate>Sat, 25 Mar 2017 04:00:25 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/3/57/the-versatility-of-lee-sizing--dies</guid></item><item><title>The Value of a Recovered Bullet</title><link>http://castbulletassoc.org/blog/article/2017/3/56/the-value-of-a-recovered-bullet</link><description>  This article written by Manton Bodsford, was published in The Fouling Shot #126 Mar/Apr 1997. Bullets recovered after firing can provide clues to load performance and help in final load adjustment. ....</description><content:encoded><![CDATA[<div class="row clearfix"> <div class="column full"> This article written by Manton Bodsford, was published in The Fouling Shot #126 Mar/Apr 1997. <br /><br />Bullets recovered after firing can provide clues to load performance and help in final load adjustment. To date, nobody has successfully seen what happens inside a gun, as the bullet proceeds from cartridge case to free flight. While I can&#39;t do this either, I do the next best thing which is to recover my bullets to see the indications of what happens. <br /><br />Of course I resort to the usual pre-recovery observations as well. What shape are the bullet holes? How&#39;s the group? What do the primers look like? Is there carbon on the brass? Is there any lube on the neck of the case, or on the tar­get? What are the chronograph results and bar­rel condition, etc.? I also recognize that, if you have an accurate load, there is little reason to check the bullets. They are already working just fine. I feel the most benefit comes when you think all is okay, but the load won&#39;t shoot, or results are less than acceptable. Observing the recovered bullets allows me to determine what is happening, rather than just guessing. Factors such as the type and quantity of powder used, filler ef­fects, wad benefit, alloy suitability, and bullet qual­ity, are all factors that I routinely check. <br /><br /><br /> </div> </div>		<div class="row">		<div class="col-md-6">			<img src="data:image/jpeg;base64,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"> Fig. 1 SAECO bullet No. 645 fired &#39;Mth charges of AA 57 44 (left) and H4198 (right) exhibiting powder dented bases.<br /><br /> </div> <div class="col-md-6"> So how do I stop my bullets without damaging them beyond recognition? Many places in the west are surrounded by vast areas of public lands with exten­sive deposits of clay soil. Southeastern Arizona where I currently reside is no exception. The dense clay soil turns to glue when wet and powder when dry, and stops bullets without major damage to them When the clay is dry and loose, a long pointed bullet fired into it, at velocities between 1100 and 1200 fps, tend to turn sideways upon entry, bending the nose, usually coming to rest against one side. 1bis leaves the other side clean and undamaged. Flat nosed bullets fired between 1300 and 1500 fps tend to mush­room, leaving the base and a portion of the body useable for observations. Clay is great, but if you don&#39;t have it, bundles of newspapers or damp phone books can be used. I\re read of shooting into snow banks and waiting for the spring thaw to recover bullets; however, there is a bit of a wait involved with this method. <br /><br /> 	</div>	</div><div class="row"> <div class="col-md-6"> 	Recently my focus has been primarily on plain-based bullets for the .38-55 and .45-70, and launched by black powder. I am also in­terested in smokeless powder loads for straight cases. I like loads that are economical, accurate, and easy on my shoulder Reduced powder charges have been used for years, for modest velocity from straight walled and bottle necked cartridges. I&#39;ve been using Accurate Arms #9 for target velocity loads in both the .38-55 and .45-70 with good results. Accurate Arms 5744, Hercules 2400 and RL-7, Unique, IMR 4227, 4759, 4198, 4759 and similar Hodgdon powders are all suit­able. They are a bit pricey, however, so when I see a bargain on powder, I take advantage of it and enjoy the challenge of assembling efficient, safe, loads with it. <br /><br /> </div>		<div class="col-md-6">			<img src="data:image/jpeg;base64,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"> 	Fig. 2 Gas cutting around the base band can be seen on the bullet on the right, fired over a charge of AA 5744. <br /><br /> </div>	</div>	<div class="row">		<div class="col-md-6">			<img src="data:image/jpeg;base64,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"> Fig. 3 Lyman bullet 375248 protected by a com meal filler and fired over a charge of H4198 <br /><br /> </div> <div class="col-md-6"> Powder in stick or kernel form is hard on plain-based bullets. Prim­ers blast the small charges of powder against the bullet base before the powder can ignite. The recovered bullets shown in Fig. 1 exhibit this damage; clear impressions of the powder granules can be seen. Inter­estingly, the powder dents are al­ways at the top portion of the bullet base as it lies in the chamber. Release of gas across the bullet base cannot be equal at the muzzle if the base is heavily or unevenly textured. Use of flake or ball powders minimizes this problem. <br /><br />The flame temperature of the burning powder can contribute to poor bullet performance by gas cutting the base band (Fig. 2 ), resulting in uneven gas release around the bullet base as it leaves the muzzle. In addition, vaporized lead is blown past the bullet and up the barrel; this is generally believed to be a cause of lead­ing. Even ball powders with cooler flame temperatures can cause this problem. <br /><br /><br /> 	</div>	</div>	<div class="row"> <div class="col-md-6"> 	<b>BULLET BASE PROTECTION</b> - The next fix, after I&#39;ve selected the best pow­der, is to protect the bullet base. A gas check you say? Sure, but I want to use plain base bullets. I&#39;ve tried wads of tablet backing, disks cut from milk cartons, and low density plastics. Paper wads suffer partial shredding from the firing blast and, for some reason, plastic did not work. I feel the best protection in smokeless loads is enough com meal between bullet and powder to yield a compressed column of powder and filler. Stick powders do not damage the bullet base with a protecting layer of filler in place; ignition is improved and recovered bullets exhibit a finely textured base with clean sharp edges (Fig. 3).<br /><br /> </div>		<div class="col-md-6">			<img src="data:image/jpeg;base64,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"> 	Fig. 4 Lyman bullet 457483 fired without a gas check, using black powder.<br /><br /> </div>	</div>	<div class="row">		<div class="col-md-6">			<img src="data:image/jpeg;base64,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"> Fig. 5 SAECO bullet no. 645 exhibiting rough textured bases after being fired unprotected over black powder. <br /><br /> </div> <div class="col-md-6"> Remember, this is for straight walled cases. You might want to refer to Ken Molohan&#39;s write up in TCB-122, for successful filler of use in bottle necked cartridges, and check TCB-125 for his warning on the danger of fillers. <br /><br />I have also successfully used gas check bullets without the gas check. I simply leave the gas check heel covered with lube after sizing. With the 375449 Lyman bullet and 14 grains of AA #9 in my .38-55, the lube provides just enough protection to prevent gas cutting and yields a serviceable load. <br /><br /><br /> 	</div>	</div>	<div class="row"> <div class="col-md-6"> 	<b>ALLOY SUITABILITY</b> - Optimum bullet perform­ance results when bullet hardness is selected to suit rifling depth, width, pitch, and velocity. My alloys are typically soft lead/tin mixes and vary from 40: I to 20: 1. My guns with shallow grooved barrels need a bit harder bullet than those with more substantial lands. Recovered bullets easily show if they are the proper hardness for the velocity. The width of the rifling marks begin to widen at the bullet frontal portion as the alloy strength is exceeded. A harder alloy or less powder is the solution. If pressure data is available for a load, the alloy suitability can be checked using the formula, chamber pressure equals Brinell Hardness multiplied by 1422. <br /><br /> </div>		<div class="col-md-6">			<img 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"> 	Fig. 6 Recovered SAECO bullet 645 fired over black pov-.der v.1th base protected v.1th a milk carton wad <br /><br /> </div>	</div>		<div class="row">		<div class="col-md-12"> <b>BULLET QUALITY</b> - I have been able to improve the quality of my bullets as a re­sult of examining them after recovery. One particular batch of Gould 457122 hollow ­point bullets, cast using a bottom pour fur­nace, looked good but did not shoot well Examination of the recovered bullets re­vealed voids near the surface of their bases. The pressure of the powder igniting exerted sufficient force to collapse the thin layer of lead hiding the imperfections. I&#39;ve gone back to the dipper and air bubbles rarely occur now. <br /><br /><b>BLACK POWDER LOADS</b> - Selection of black powder is not as complicated as smokeless; for traditional black powder users the choice is between Elephant Brand and GOEX. Black powder is always used by the case full; granulation regulating the burning rate and pressure, needed for the caliber, bullet weight, and intended use.<br /><br /> </div>	</div>	<div class="row">		<div class="col-md-12"> FFF g granulation is most often suggested for calibers under .45. Forty-five and larger calibers use FFg and Fg to advantage. However, it is not uncommon to use FFF g in larger calibers or larger granulations in smaller bores. The best advice I&#39;ve read is from Ned Roberts ( The Muzzle Loading Cap lock Rifle) who said " . . . it should not be an extremely rapid burning powder - such as is best for shotguns as this causes too much upsetting of the lead bullet and results in poor accuracy." Robert&#39;s statement tells us that undesirable things can happen if we do not match powder granulation and bullet hardness. And, sure enough, recovered bullets fired with black pow­der do exhibit dramatic changes. Longitudinal com­pression is very evident, with lube grooves compress­ing and under size nose sections slumping and expanding. A test of the 457483 bullet fired without a gas check resulted in the gas check heel expanding enough to be touched by the rifling (Fig. 4 ). A test of the 64 5 SAECO bullet, cast of pure lead and paper patched, had the lube grooves to­tally compressed, appearing only as lines on the recovered bullet. <br /><br /> </div>	</div>	<div class="row">		<div class="col-md-6">			<img 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HHfk1S3YLFZdxPqKpz3iwhH35wD7c0AF3qCwSMZMEIK84+IniuzjtJo5MMzkEDuKrfEb4gW9nDNaROvnbM5VsYr518WeO58ySTzAjOSGfj3oA29V8VwwGRmk+Uk4561x974xmuZzFAxyQTwa43TtduviB4ibQdEDsIjiSZclRzXpms/D+z8HxRTPOk8hQk5HcCgDIhmuDame7nB43enArAu7+4e7LWsjMuOCTjHr/Kpbq7kmkAUY7OB2FZ91uhRnikODnAH4UAVtR1e7UFmmkYOCOTwK888WeJLp0e3SYgRspyM5PXNddf384gkVbcMSOP8AGvJ9cuXOvPatjzAAxRTk9CAOPr+lADZNW+wWpnZ3RnTcGzncT2x2Ndj+z144utM8SHUtXm82LzETaRjK7vQ968v8WHV7f7LFBbSGKV1BHmZ3ewXtXfeFPBUcd3YNqFy6PuV1iQ7epH3vWgD7m+I/hqx1PwpF4o0W1jjiKF3UY6V896ubRiZTKFx2Jr3V9Vax8PWvhV8st3EYlYnAUMMZ5r5O+LjzeGdSuNPmZlSOTaHDYJoAl1W5sFneS7jXyM72YDjgVY0hLLVrUSWbhYJMkbO1c/8AD+wl12NobhTJGxJ2Od2B716PB4TsPDtr5cWApOQFbGCaAIdA8XeKvBepRy6XqkixRsCVLE7se1fenwY+Ilp498KLeXcWy8jwrKeueO3418Appnmz+ZhmPmA7Qcj8a988NeNb2xsFu/DpEUsCBTFGMAkfSgD63v0lWFkt1VX4OD3ql/Z04aKVLjbhgWVeBXz/AKf+1FcaYvl+INKkDDhjv/Wu58O/tEeFNbtl3zpBu5G9ufpQB7RYyywTKS2dx4I6VtX11DFb+fks7ccHkCvLrf4meGp0R4dUg3E8fMOKTUfit4Y0y3VrnVYHQnH+sFAHdXaJe2xhmI55+fnH0rzPxJoFzp8oubW8JQk7lLda5jxl+1D4L0CALZ3MFw5ByVlHFeBeKP2ivEvxDv1sfCKTKifK5RieCetAH0PZ/ES28PM0EkmXOcoDnmrMfxZhjt/MZGLYJxur5etdU1XTbjy9Sd5rg5J3Nz9KXXviT/ZduWaylLKAMUAfSsnxqtIQga3ZiRgjPOalt/jXYKigwMCW556V8L6z+0hpFjL5N7FLbkORudsc/j1r134MaF4t+Ossc/hoyRaerKZLiRSFCk/rxQB9T6b8T9Lv7hVjlwS3I612Vvr9rcwZjRuhBYjrVTwL+z9oPheBf7Suvtlwp3FmSvUrXw7pFpCsMVlFtX/ZHNAHBQvN5bEBto5DEdaS3UgFJs5569Oa7y6W0iIgS1XCgcgYFULq0ieNj8qkngbecUAcDq1hDNFJDITsK9PQ+1fOXjzSLayvpgsat8zcHivqbXNKeNDJCQ3mEZB4r58+JGiyNfyROGUszMrYODn/APVQB4Hr0lqSSUAG3GO+a8D+K2v2dpZXNgjbp3UqgOAOte8eO7C90oSM8ZOyM5CjOfevlbxxLcat4hWzKSeZI6KoAx1boB64oAT4cfCC21wHxHrNrG1uQdi4wT/TrWZPpcHhX4jac0ccRg+1cFAFG3OOfyr63svh7/YPw7sBGmN8QOCK+QvjNbwaD4hS+mlUHzyq/LyhPfI+lAH7PfAy/wBNT4b6ddWYV820Zwh74rYtvDl7qniUeJpNQvFZIxAtu0p8nGSc7fXnrXz5+wv8SdM1/wAExaMb7zHt1jQIzYPTFfX07NBHuWIDcDzkcZoAiE6WUSxTxgnPUGori8hukYxxgFMgAjqaqX08iwc8uRjtWZcW93MqsSUKk4xnGT3oA2rQSKwaSSNMjPA6CoruaPJiT5j14PHIrMujdWtgWZ9xiHODzUOl3LX/AO8SNgQDntQA97MLdpKxIz/D1/KpdVkSwuLNxiQvIiqp5JOeAKlkWQZMhDbegHPFNjf7TdxDy9rK67RjpyOnpQB2+1f+eIop2H9P1opAc54h3NqGM4GB/KsYFyXJ57ZIrU8StnUhGWwCOn4VRd4fK2q/K9c800BSQSLIW3lRtPParMZWMBll5PoKrtLEwKFuCDx0waVZNuMIxIGCexoAdJNJISjcJnIYDpVdnWI5JYso3Ejt9aWe4W3TG47iec9qoyXRZckbt/44FAD55yzbiVIzkgVn3s91kmLofU9RQ1wYWCAAgE4Y9KoyNJKn2hm3NjcVHAAoAn/tFAud+Gx0Ud64rxr4p/sqymeR1MjowTNbWpXa2cTS5xkEntXz98SfFcmo3jok2Y4g2KAOB8b+KJbi5lmfBDdRnrXzZ8SPHd7q2qQ+G9JkJur2VYVRWyckjP6Zrtvi34tTR9Eur03ATau0N6GvFf2W7abx38frKa7P2oQ758MfoOPzoA+/vgp8NdE+F/gS21e9hT7dc26tI0nHOM5+ua4vxl4jufEd6wDjy1Zgoz713fxa8QahaWkOlrGI4YlCqoHtXkMbAIbnf8x6jt9aAKwhEYaUBckYIIrPuZ4y6q7/ADZxx2FXJriU5TIwVxn+tU5Le3++xORwPegDG1cyCCVozggHBPXHrXjeNThv7/V1s0eXdsBbIZu3Fe26layGJbiQny1HIHcV5gbpLzxGNIg/fB2Mk0gOAgHQH6+1AHR6DoI1aG1vNSl2tHCHMOOUPWqek3U6fEqxFu3nRxN867d3T1p3i/Wv7B0iRdMk238ibEXPOSOgru/2O/hwniPXLvxf43S4MpVHSNuFyc9hQB9I3Xh7UvEWs6PcRwCG2iiDsQpwMV88/tBWWlXPjZ9Nu/nDBWjwR8xH/wCqvr+a6/s23mB/dQsCFJ5KpjmviX4hXdh44+LtwLQGaDSlUB1cj5uc/WgDsPh74ZsbKze7SLYyx7VzxurN1Szvr/VmhiMsa7snuoHtWqPEa6fpqWjKNi8LjgmorG5eVJDaWckskoDkk9MmgC1qdrY6JbwQWkpleTBcsepxXpn7P2h/294lTTTDhIz5jt61wOjfD/xV4wXdaafPMwYJ8owBX1r8H/hE/wAO9Fj1K/AXUJE2yDuq4oA8M+MHhSCDxFd2TR7EwMcY/KvHb/SBbTARTvGqtwM9/evff2hdWEXiKSTZ5Z8tfm79K+ZPFvi2SGSRFILE8DPXPegCW/1/WIVNjpN0WmJOwZ5rDn07xle7ZNc1u4ghZg5jU8KQOgNa/h/R5TANXuAUnIyMnOBWP8RfGLWOnpHbPHLMSEwD1oAq6T4Jm8e+KLPw1pcjt5jq1xPGNxK+h5r60sfAvhX4X6YNP0VVkndRvdwMjjtUH7I3wmtND8JzeMtS03/TNRi3oX5xxnI9OtP8UzySagyyEnkjOenPSgDmNVNv55uthdzn5iK4TxTrFqsLfafJG3nae5rpvEl59mUINxyvODXgXxT12VM27MyB/nDjooA7/jQBzWu29p418TnTzpyskbhg+OjZxx+FfrL+zh4d0T4f/C3RtK0gx+ZcW6SuSRlmxxj86/Ij4Pa9BceOFsTE8qGTLSsTk8jpX6beONO8U+F/AvhvxR4OklMVhao8kYbORgE5FAH1FaXk7wF8EsRxkdTVwTXhjG7Ct1OOw7V5R8FPi5pXxA0Jne5SPUYfllg7g454r1e2lUoJM4wBkd6AGTLPLwyk7jnniqbeZIWQqPk4UHqfWp31W3CvJJIqJHncTXNax440uzsZ7+ynS6NuNxROWzQBq3Kxk7J4wwfnn+leYfF2w0KGxFxczpbtk4LcZqt4g+L4bRLfXLe4S2ZnCbJFyc89qypJbH41eH3a+V0uLEkIQSquf69KAPnfxPa3+rNMbC2W6twpViOSF7mvHde+FsT65a+ILEs3lSoXiAGBz1r6vi+Hdpp1wXt7pkcD99DuJBFcH4lj03w94jR4nia3ZlMqH3OKAPVte8CQ6v8ACzTrqBHEq26khRxwK+AP2gfhZc6p9oCwFJIWLMWXg4zX6leEbjTdZ8NWtpCokhaLjBwBXkfxk+CllqSz39pbj58sy5yc0Afnz+yh8Wtd8AeMdO0ciGFTcBJWYnkbsfnX7PeG9Zg8RaHbalFcJIkse7g8A4r8gvHvwPv/AA5qX9taJYyRXELmTKkjkHP419G/s0ftR6poccXh/wAWSstqGAGRzH0/woA+7Lm6BuNjoDkgDA6e1Pv5zDalkX5oznb6iuZ0Dx34W8U2wudGuo7gthsDqDW3JLJO43Hcp46YxQAyCW41BPmhKAkg8dBVuzENnIqRx+7GnxSW8A8scKo6is2a4gS4aQSELyTzQA+5uXS8JDLhueO1U1knTVI8l0RmXLDjHNY0fiK2uNaktlY7Yc5btWfr3jGxi1Kzt4rpgWnRcgcH5hxQB7b5rf3z+tFRebJ/fWigDnPEkqR6ttbnK+vasmBmLvsJx6etX/E7A604Yj5VHfHas6Oby4iSScnj1NCAry28jnzEVepJ+lOgZlbHnfIF5x60XEkzgIWK1XjmMb7QODx9aAIrqdmba2ZATwx7VVSEluTwx4OeOKvzkROTJjBxx6fSqki5UHOF3HGRjigDPvJ2RwjgOo6D3qE4lZvLT5sZA54FX5IoPMWV0XkELnmqqRxeWy52y/eB9R6UAef/ABF1ZrCx3xrgEEGvmbxXqEs/mMN2cE5x1r6Z+IGi3OrWLPAhLLncBzx7182+LNLuLWWWGVGVjlQQOBQB8mftE60To8unRRHM4G/J4ABz0ri/2SfFNt4M+MGn6hqDFUlieHcrDvjH64r1z4p+GZNWhmufKGE/hdcg4PJr5b1TT7rRdaWaJpIXEhZNnykNn5celAH6s+NdetPFNnDItqOFyGPf3rzS7dIof9V8hyMD615x8CPjna+IdDg8I+JJlXVLSAKrtLkyqMDP1r1C/jjZBNHhkK5HPSgDnZjJNcKlt8pwOCetNlZJFKkn5flYdwadJE2fMRsEDBAPWqeI455JAGLsRn0oAoazfGytCAokZfl25zk1xTxWllqEt9a6eBeSLj7uM5FekjwhfeJrlIIZPIjK7+mQa9E8G/BnTtQige/mRmIbeAmTxwOaAPEPhT8Btc+JXj23m1KcSwxkzylpPlUZ6CvvjS/hnpXhXSobfRLBbdYFHmOo++QO5o+G/wANNC8Nad59pDFbxqp3yNw5A96zPHHxTXw7Bes0hGn2aNtXPMj44x+VAHGfHPxxY+D/AAbc3UtyyXk0bpGqgZAxXxjoI8Rvqr6rpke579dxJHzNn1961vE/j/xF498VGfWfMkgaUBYmJIUZPHpXtPwa8DjWNbsjc2wjDSARRKuT+VAHq/7Ov7Oj+LdIg8QeL7ISo+WWJj7+lfROmfs/fDbRAZX0eKEOTls11vg6xtvDOhQW0SBTHGMgDA965b4keOLf7M2mwybpG5UKcEUAdPoHgzwZ4WtHj0OyjjV23Mepz9a4H4seLbrTYVtLG6Ikmyo4HFbHh3xXbWXhgm+IDpGSSzcnA614T4/8ZxXksmoJcmdQp2Lnoef/AK1AHzv8aPGGpzahezXM/nS2wC9OvpXguiazN4h8Sx293OXDPg9hgHp7mvTfifLJdXFzdMocykblHpXk2nG1sfEltK0QVi2xXV84PXJHrQB1fxN8Xah4U8Iy6pYzm3NvIExtGcZFfLvib4seJPEN60i3PlRbtwXrX15D8P18b+HdT0LVXWUT/vAR94Dt/Kvmr4kfs+6v4Qin1K1vI57dJNqoFIYCgD9Jv2cvjp/xbrw3oeob5J7i0jjBA4BKAV0ni7QLl7xrqGFijkscZ4PrXzh+xv4c1DXPh9aT2WoCa+sZAJEdstGo6Y/I19m6b5Vy7299FufbtbIz2oA+cfFNoSsm5TvRcjJ5Jr5y+Kdrfy3bXCwK8EYIZRnkkfrX278RPh7PiS+06PcrLyB1WvnPxj4VYGVpY2/3SvGaAPlzwVNqWj+Ol1mS7cQbQnloOQc+h/Dmv2N/Z98Yad8S/hTYQXIMzQ24t5FZcg8dDX5P6n4fax1eYuDGhLYOMKM/4V9JfsefHFvAmtHQb+7le0vHWP7/AMikHGeaAPoD4h+BfEPwd8TW/jfwMGSwRhLdwRtwV3cjHpivfvhR8XtC+JuhebY3BgvIwRNB0IIH+Na4OjeI7HyWhhura5TBBUMrKRXzl8S/h5r/AMHvEcfxD8Duy2UTbp7WLKgg8EEDjHNAHo3irXvFXg2/1i51dri50+aNmtlRdyqe2a8p8AeOL1/F8F7ezra6dMZEuIXOQ2enH417Z8OPifoPxi8Ny27QRxXcS+XPC+CQcdQPSvO77wvdfDjVNQ1KXw1Dqsc7lopMj5Ae2CKAO+1fwJ4K8R2Z1Gxh+0RIwk8mNj1+lZmoahJbaO1roHh680+WHhQkeA341znwl8ZPdeMbnWNSmSytCjItqp+TORye3avUfiLNrktlaah4fRXgV984ReShHagDmvBX9m+JNMn/ALS002upbSjiThn9xXzJ8YvCniDRfEd3BBbSm2dgY5nPTJ6V6tq0mPHUK6NrtwzXYDoCSqxsD0616H4y8E3vjXwDLZyyxm/jj/1gwxJHI5/CgDyn4K/Ee40XSvsN/dOWsxlifT/Jr2qHV7fx7YxTaPcKQ+CxPYV8yeDPDd8NY1Dwu+Wu1iZCQOp9a0/COt+J/hjqk0F0sxiRtgG4hWHXigD3Txf8PNB1ay+xXGnRFzwx289OteE+MP2Z7ewtZb/RykbsMqucGvefCvxW8NeLY0gMiRXIxuEncmumuUsJ9kkjxyRDqGwaAPirSb34lfDm626dcXCxId2OoP6dK9b8KftO6qVFr4gtHMp+Xeo4A9a9aGhaHqTSm6s7faMhQyg8Vy3iTw14KtIm8jSLfzW5BCAGgDpPDnxy8EX6fY7q9kSWQZzJ0z6Vt/8ACdeF7lWFneBlPPsa8JtPBFheXwMNphnJxsWutg+DutanZ402ZrbcCA2SMUAbn9sJfXNy1jb78k9Dip/DXgnWdb1i1vNVi/dx3COgxwADmuk+HXwsTwnaF9UvBcynBO7nJrv4LpEureGKPywzrkAe9AHW/Zl/uLRU2R/eopXYrnn3iuWNfEEq4y2F/DgVlv5ih8zHaMMMjpWp4tkRdelWNArqFbd6nbxWNcXCIis65dm5ApoZNKzyQEq0ZCjOc1B50Y/jBYD5qyjeuzvDboV3HnJyKeUMCl1cZbBGepoAna7laRyiE4PIPpT4rkEfMnBJI+tQRzAOWLkt/Ft7ZoluLdOGm27eSDQBHdI1yxjxgryDzVd5XVGtyQPUk1JLcbBlmG1sYXPaq1z5Mi7HJXb2PXrQBTuFjA/c/exg4715/wCK/DGn6pFPFcxKpIOHFdfcvJC58o/JjP3q4vxl4jtrCxfzJEDDJUCgD5x+JHw3trOG4niuSQegbA2+tfIPxY8JiK4ubmFPNkSMlHC4yf5dK+t/HXiK/wBVedHfZGe3c14R47ntbK1mMxt3UvtYysBjIx3oA+UP7Rv9K1CK8t5pYpYDlSGI5zX0T8IfjF401eSKykkhu4owFZZH5HFeXweCfEXxS8Q/2P4Q0Vrp43IP2eL7ozjLEcYr6f8Ah/8Asq2vgOxW7v47m51qRVcpniM+gFAGjea9qXn+UumO2+PcSgOA393IrovCXhzxJc2q3l/p8iG4bhShIGen8q7fwh4S8aRxJHb+HFuVbqZIzxXreg+DPGxtVguNKji53KMcLj2oAxfhn8P9bGnma9tvIRmJy6cgfjXozf8ACNeDlYXs8BdUygDDgkdxWnHonit7Ax6hfRQMV2DylxxWGPhVbMX1HVrmW8kkbLFz8tAHH+IPjdJEnkaPoct44XazDOzB78CvLvEVvrXjy7htpdwa4b5hzhM+1fSK/D+0t4GntLFEXy8DCjkV55rfheXR9Q/tNJRCiHcpU88etAHE+FfgLcWXiezSDTJL1XOGLRELvzwSa+tvhB8FNL8ENJrupTCXUZ1xggBYR6LXiqftH6x4bto4VtrUhursnUDjitkfteaCmlqGjY3vIkU5Kj6UAfQXiTVYtNsZniZflGBk4Jrx60tbae9vfEutSDy0z5Su20Zz61454j/aQ8Q69KZbaOEW4J2A5rzTxL8SfFXiG5W3u9UZLXdnYrEAfhQB6/rWp6n4w1UDSmaKGBtjKrHay1jeL9PexsRCImWNV+bA7iuM0b4lPoSx2llMsjNjd6/jXWN4/OuW7Q30Mah48FulAHini6xa8trhCB84445r54u9OuNB8TDUIEMogkOEkY4PPX3r7B1nRbO+RmsCzsT/AAjPNebeLvgf4tnLXlpos7GVfMjbyiMenagDpvghYXd9epe3AIE8DHbt6ccCoPih4dtrxJ7OeFsyE7l28c1zPw21H4xfD/xFHJq3hO5uNGiBEkvl8qP54r3PWJfDvjbSG1nRzvnYgyR45U9wRQB8sfs+eOLj4D/E1rXUbxm0rUXKSbshUOT0zx3r9HtB1Oy8RaYusaTcQzo4GNjAnHX+tfCnjj4d298G/wBAd5ELMCAflNUfhD8ZvFPwU8VwWWvSyHRfOXzFkLERpkZ/SgD9DIg7xG0khZpHX+IVxni74U2uv+ZMDsmC8AKKu6H8efh74sxf+HdYtpIZE4JblfwrttF1nQtetkmgv4pN3IKsOR3oA+I/ib8J9Qg8+0MMmwkgP5f8q+V/HGt3/wAKtcgWWGSeCbhSCV2kd/wzX6267oemarG6TpG6BiRg18FftdfCSDxL4n0zTvD9qAYM73AyDnHFAHrf7Kn7Wsy2lhp95ciewmkEbb2y0fAzX3JDqWieMLATpcQXFrOmCGIYH6ivzc8K/s/3vw98OWjpaNvKiVmX+9j9OlereCPHHirwjFmOd9i8bW5RR9KAO9+KHgbUfhb4qj+IPgPzREhEssUWQoIOSCB1FdVF4tHxm8LW97ptwkesWpbz7ESYL+vH61k6d8XDq2mPa61bJ5MqlC7cg5Fc1pHgWPT/ABN/wlXgfXUguc58kt8rg+1AG1oWj/EyS3ufCmn+GIoIWkJ89l+YDPXOK+kfhz4W1nQvC0Wn6vfC8nCclhgA46VV8Ha0ZNOtDqaRfbggExj+7n2FdRHrlpsaNZDlSR04oA+YfiVb3SeLo5vENk0K2suQttGQJI8+oqNvFesaNdyav4csLz+zEjCuspYA8dea+htcubLUFLWmkG/kcEKTFnafxrC0v4c32tA/8JQwjiZs/Z48KAo9aAPP/gF4P1PU9Z1Dx9rdmYUv8rDkduneu98TeDdL1Lf9qto36kAqPm9q7021nounx6dZIohiUKkYGABWNcsJpCjYJPOAeVoA8T1T4I2UVw11pN1LHIR/CMc1nnwH8RNPkQ2d806DgR7jyK9z+yKgZmmc4wRj6UCNY5Eljfk8Hd6UAeM2uj+NI4x9tR1YHHGea19M8D6trF3G00ZVlIyxr1i4jBiDhFJxj5ulRgmxjWSMH5eoJ7UAU/DvgOw0VkubmTfKB8xIGBXUmazC+VCyRgZ5BrKS+kkTeQDnPfiqL3vmEKByfve1AF2+u2UFPMB5xyOv0p+miWW6gf5j846DoM1jSOZGIkfJHQA1qaTMUurZYpM7nUfN9aAPQ/JHtRUnz/3h+VFK4Hnni51TxDMScYVc8f7IrAkCmQzLPkemM1teNZwuuzpjn5BkfQVz0cRZndUYbmwDnimgBY7aaQSQkKwyCM9aeo3IfNUDuPpmo58RDLFclTnaKjH7nfvkzsGQo6YoAjmhfztwkbYO4Hb0pkiRs/mseFAC5FWBdxrhMKV7/WqVzIBK8nGw8rjvQA68vN5RVCDoBnjFZ80pbe+Mkd99VNX1KIRmWVlTYMg54xXDax8Q7C1RoldywOCQP1oA3PEOrRaZZyTTSqo52gd+K+efGHim41S7lMk2EVcKMd60/Fvje91J2Kyv5YHQnmvOtVuyBNI8ijAwPrQBy3jHX7azt5Z7mUBIwMHGOa+W/GPiLWviD4p/4RHRrXzZLq5EcYXkluldr8d/GHkxy6TBdOszYIVWxkZ7flWv+wB4W0zXfjMPFviGIy2mjwvMVYZDScAH9aAPvf8AZc/Zi8OfB/4f2k+rQrJ4gv7eN7mU87cjO0fTNesDwh4X0+9fUPsaGWQZdiS36Vy3iD4w2SXObOBlRMgA+n4Vy2o/GJJcvGSrHj0FAHrELWds6LbxKoBAwBwRW/bSKmZWueMYxjnk+leB6b8X4ILgLdxtuY5Fddp3xDsdWuI4IWkDv1GOM0AellYkuQZ3LEn5c9KsXF3Zm1aLA5xxt4A+tYFrrtjKqJNMvmq33SeauzXEMkQghnQqx6bx1oAZe3tybbZCwRDgDjtXG+INGjvLRopfmkkyBz1rpZpSkqwZJAOST2PtUV3Bbpb/AGkqPlBJ9aAPme70tIbxvDuvAMGBWBiOjZOBmuN1jTbHSpZo2hXzEbGetdr8T7ia71EzW6Khg5Djg9c15R4k167uHRpZV81sI2T3oAL/AFe3RlhEyQbjzuGK86l+KelW/iyXR53VoYVIkkBzhgetedftFv8AELQJ7W/iuHTS5MBJYWP3sdD6V5x8MrLVfFniGUmQTyyALtYncxJGOB1oA+jPDfxD0bVtZm0XTp3nvRNsVApyTmvofwH8M/HPiZIb1rcQ2okCOzuAUGOTj0rX/Zr/AGPfDGgaIPFeu2TNrVyVmZ2TO0dlr690rRPDFlo72w0+KF4wF44J46mgDybwX4L8H21/b6ZPaFriLlnDZEjAZr07TtJSa1vHltY3ypWFHQDAxT9H8LaWt1NPbiPzC25X/iTgdPyq5eNNp8cj3V2GiGcc0AcFpfhSbVJLqLXNOhicFhtAGGTPBH4VQi+B3h/Rrs6hpcRW3vX3zxA8An0rtP7Uslkd/tMchaMAFTz16VvWF1YtYq904VQuSD1oA8K8Q/CprO7Nzp8CSQO/3JBjA+teb+KfAvgNrp9P8UeFj+9z86gkY9c19Za/aWmqaC6STiFGI2SIeVGeK4H4h+HNIk0S2jLi4uJfkDDr06/WgD5Rm+EfhK1ZrzwXqc9sVBKx5IANZ8njP4ieB7OC1tZZLi1gYqCq53AmvUb3wVe6FdmzgJInBbOemRWBceRYac+l6vGzyjOHAzn2oA3vB/xvu7m3gsr6CcSzICSUJxXQahP4F1O8ivbq5gS6WQZ85COfyrymHxnb6Dbxva6UjPGCN7qP0rFa98cfE67DaRp7FIXCMY04Ge/FAH0fNN4Nvr2103VPEUYinG1tnQD69qzvH0HgKx0mbTdA1ywVHQDdktI7f0ryS0+CviybxBYjWNaa2WLH7qOQ7pFzXqf/AApHw5PZAvC6zxgkMzE49zQB5/4d03VJ5lstMZr35uQ5AUA969x8FeCb+7KSapZJHsXCgPgn8qwfg98OxoOsamdW1SO4SbmKItyi47Vt+MB408KrJqHhfWFnSPpC/wAxA70Aeh2fhe5tpBPprywSoMcyZU/nXTaPb+IolaLUpoish4KjJ/GvK/h/8atfexjPirwtcbj8qywoDu9zXq+geNdB8QgnTr1TKpHmQk4ZD6EUAddZ20mnhFkaPYR2HSpp9QiZiy4VhyPcVl/aZ5PkaQqMdD3qq5iDYLEsvPJ4OaALE1x587CZskZxnis0rtmYlwC3bGf1qSaXYS8ih+w9qr/aGdMqQpHXIoAkSSO3kZZsnHKgUfaElXJ5XHGRg5qvJNsAkkZSe57niqoumU4ctgn5cdM0AXzIvl/O4UE8AmmeZmMxswbAORVTzllJEgLMD8vNI1xF5flhRvOSfpQBJ5vlRZdjxxgdqgN4XiwBjkhSV6iqFzqFnbAvLcBD7ngVjTeONFiJhN2odM4Uc/WgDqlZJYT8wJx61paWfLuLeOUjJdSuOcHNedWXxB0cMweYgA4JX610uheKbC81G18m5XLSqFGe2eKAPbNreh/76opN7/3aKQHm/jKMJr93L5qrkKCCP9kc1zE15LGqqgyoPzHOK3fG6svim6YjcpVePT5RWNKceWGhVw3UDrimAkhQ7nlhYBlATJqs0yr86sDvbGO2Kk1O4uHZYgF44x6VUSTcJITGn3McetADXmUSeXwoAPPXcap6nqEdvAWAOEBIqaSUJEN0a+YvB7DFcD471dobGdVnVBIMBSec0Ac54+8fLHA9kgO4cfKRXlM19PcSM/nbg3OD1p+rTrLKUeXcSc4xzisO5vXQuqbRt55oAS+vCzGPIPXk9q4fxbrq2FrNLKuVEZY4/nWxfagwVijDdk59K8x+JeuraaLcpO4QPGy4P8Rx60AfNfxM1+TWddkvUP7on5QW5wPT0r6E/YpvIrDTNY1GMhC7CMqeoz/+qvlTWJluro+ZIFZPmGOfwr1f9n7xpc6LJd6LYBprq+I8uMA5JH0oA+ztR8WFnkEcg69zk0uhaP4r8RWb6ja6VP8AZkbDNIcbv90d61Pgh8BPGHiDzvEnjWzbTlZRLbQNGWkk9/pX1Xo938MfA2lRLqupWsN2Yd6xSONxx1GO3NAHkfgv4SaS8Fnd+IZ7i6vC4Jt4UIAHoTXuWleEtCs9JDx2VnpCjILPhpiPX2615n4h/aGjlkk0b4b+FFnup0x9qdSArHjjH4Vp+Cfhh8SfHKreeKtWksxcDLOq5b6DPFAHR6rrHgXwdb3F1DaPqV/KDhye/tXPaB4V1Lxk769e3q+H7G4YbITIWl479sZr1jQvhB8PfB5STXtRe8ugN0a3Egyx9hU+o2mmXkjCDTIrO1RlKyfxEUAeQeJvED+H9ci0TQdPlu7eGNVkupGJ3kdxnvVv/hINP13SXl06VtygrIjAhg2K7jVDoULKB5dwEYNsOCffkVwPiXQGRxrGnuLaIk/LGMbs9jQB4T45McE0vViMk88E185/EDV4tMiFxGGy1wqld/OcjpX0H8RFeKW6kIZjtI6YANfJPxV1M3PirRdENykStI0rH0PIP6CgC54j8fadrmgtol/AksbqUKuwJDZ6gHvXS/sifCH7R46vNdt7A3VtaxrJCgXgncOM+tfP9zatZ67dR3s2/BLwyHhCfSvvj9i3wFfap4Sl1aPX5NMRNobp+8zQB9raHaNoHh5IjNgMgyr8leP6VlvNFCZri4ljdDyWY4ArD1DW5/D2iNHeX7zi16SOeXrxTxd8YZNRmms4HTY3GwHk0Aeo6x8X9O8NXvk6dm42D54wcAk+9cdr/wAbhrTfYraA254BRpck59K8YvPGEDiWJQQQRuH/ANeuek1SynvkuI8l04LBun1oA910XxvbaHcyXF8k7qcsyiTJPoBXbWPxJ0zU9IjS4lMbXHSItkoPrXzhpR1zxRqEVvo2nzXLOwTbGhbNfU/gT9keXVtMtdY8Ta/NavIgf7PHHynsSTQA/TdYLW6SX8gNseIlJJPHc1c1K5WS9t5ZYzJEh3K2PlFet23wP8I2ekw6TEkz+WwZpWYZbH4d6XWvhP4b1KB5JleONEIWGNsc9jQB82eOLC7m1YXVrazTQSjc0qn5VOOmBXgvjrxxY6LczQXVuWeMkYPWvuCTwPaabp406z1V7ZXz8kihiT6184/GD9lrxTqviCTULMGWC6cEOI8jpQB4x8LfA+q/GLxAb69LWOhwfOkajJkOcc+2K+gLObTPg4JNOsfDczWs3SZAAM+9dZ4C8EaX8N/D8WmPdxRXgiVZFfC/NisvWbnWdVa8i1CwgurdUJiMLbiTjpigCKXx7p8+3VGtY1YfdJIZufSrWk6tLrs326O5VbQZVgy4O4fWuD8H2t5eTrNd2a2nkSYEBiIbb269q0fFXiifRnWwtbTknfsxy1AHV6bYw2utG7s7s+eDlh0GPQ+1bp8T22pPJZrCm+2GZTjAb2rybSvGd1etLNBYuroQJNxwQtbmixz6lqTXUN8EjnA3R5+U/wD16APQZLu1vLXFtIiOWCKijpXAeIzd6LHNr2n+ZZ3SvjfHkFjn0HWtG08LasviYS2GoeTEfmkVgSGPtzXqKeFbXXLFY9TtlY24yrAfeP0oAxvhf8W5/Fdklhrlo9hfRHaryHImHt6dK9CuNRhjALhiS2CQcCvGL/w9/pUsSFrYw/NG6DuKq2/xQ1AFrNzHIYRsb1yO9AHtH2lpHO2VdzAEccCrAlkPDlQU6qO9eIj4lXsNys2E8sHlWPFdjo/xK0jUI4/PnWIyH5t3GKAO1knRM84DNwB3qtNdxiYICF28Hjg1TfXNMuAIre4jcFgCQelV7vUbYbTE4ynLHGB+NAD7/VhbyksxwPmxnFcfq/xLsrSKW3twxlxjcXOM+1c58RPF/lu0NpOjqfvENyK8Y8TeKl09POmfhlzyaAO/8QeO7q5Rnnujz1w3SuMk8YB3ZIXaV87eOTXn1lrWoeNtah8PaIgkuLhgvHIUevWvp/4bfCfQvBkKXWoMt9qDxjzZGA2o3oBQBgeFvhx4x8TWceoGcWdvMu4byckfSvWfAfwqj0y4t7q+1GSaSKZGAXPY1rtewwwQxxttQL0X8K0dC1E/a4Yo5CQ0yDK/WgD2T7Iv/PaT9aKdz/z0NFAHl3jyPHimdy+F2rnn2Fcwbho8kyEADCtnjGa6Px95j+JLoRsdwC8ZwB8ork5WBAGOQD05FAE73SfMXOUHQ96qeeizMHdlJ4Azwahur0RKyImFYd+nvXD+KviPommho1YvLjICnkGgDpPEurvZWsjIR5mO46YrwTxR4smv5rgTyZVTjr3+lU/EnxS1SeVgtxiI55PcV5tqfivzLngGWSVwu1OSSTxQB0El95hG9lbnA9awdTvlV9oxu3Y4OMcVp6l4E8fW+hDWRbxwRzEFEkfDAeteW+N9E+IOr2XkeGdVgsr6FwZPMXhhjnnBoAt6/wCKYtMheS5UEAcbe/pmvnf4teObq9/cG6AhKFVUDPJ6g1654m8I6hD4PaLU9aea+jjJkkxgFsdvxr5J1yKaO5/f3ZmkwSSenWh6A9DNkdpJNzdfavsD/gnZ4R8Gr8QL34hfEZFOl6Rautskgysk5Ixx3718fRKWkVehJA5r9C/2UPgy+meBrS+8YeM9Mg0zUUN3BbI3zEcn5jjr1qYkxPqTxf8AtCatrYbR/hto8VigJjjm2fMy4xx6CvKr/wCH/iO2jl8QeLNVnQBDM8kzZ46kAVzOp/HLwH4V8fyaX4KSbWrmKL7NDDDGWRHBwTn8q9j0D4RfE34r6edX8d3zWEAAMds5wAp9ccY6VRRg+GfF3h+3Fpqfg6xmkWJ1Mktxxvb0xxXsOj/E/wCLuv38fh+K1h0eF4TOk/lnAA6c571xWst8I/hxpY+HsGntqOu38ZIltiXSIj5ck9sGnaJo3xE8Q2kNil3NY6RCpSKRj+8OffrigDc+IepQ2M1jqXiX4kyR+IVZdsaj9yi56nAx+tddrF74hh0OPV9Nv7nUYREJDIi5QnHXHXrXCad4G8J+GtOl0n4kFden1CUmMRqxkKEcL2r0rRbiz8PaHbRJbG10uFWWOzY7mRDnBbP19aAOY+BXijVPH41b/hIbD7GbC4eMfKFMig8Njr0rpfEOoabBDerLJ5FrbIfnfnc3oB9ap2MVna30mp6IkKNfffcDaCnoO1ctqb2kfictc3Ed1G6ki2UA5PqfpQBwnxMk0xdCWxNq3269JlLAZ2Rgck1+a/xY1u/uPiLPqGnTh47VhBGCOgHX+tfqF4jvLFp5rK9gVvtkLRfKMlVx+nWvzm+P3gO003xBfTaGjRwrIXB5yxPXr70Aef3tyNUSS5uLpBIuSu0Zy2K/Rj9gDxtZ3/gS6sHaON7WGMSRvg5YcZr81LFUm054WWOO6g4VmJ79vxFfQX7GPxKfw18QLjw5cTNDbXlsHCDoXDDP55oA+5fjP4uV9RXTrZ2aPkugbGa+fdZ1azhvRdMoVlXp3x6133xY1eOa9lu1kBXYNrL1Ge9fNfxS8RzaHaEQ3LG4kQlGPc+lAF7xr8UbPSr97WBt4ZRvxkYz6mu//Zp+Fnif4v6wlnoCyHSjeB9QvJG3LGh6gH6dK+XPCWgeI/iH4gtLeKWeefUp1iRdvHofpX7O/sr/AAOi+B/w0h0fejXmpSC6umHOGKgbc+1AHoPgL4I+BvA2j2OmaPpoVrY+Y1wcF5HOcknrXo0rfZ0RVUYyASfSo4ZIoraMEFsDjio7u9t1hkllOI0XOfSgCxGx+aT5mBNc/rmpRQ7LRmKSSEuoUdh3Pp1q7e67bWtpG4ZQJcBcnrmq2m2q3cc0+o2Yj8s/KrDPHrQBm6doOnX+sLrkl29wDGsQi6JnPPHrzXSambe0t5bl4dywRFwo65HTFEAtmtN8CgKjHGBipGMZhJLB/lIGfSgD5w1r4Rt8RbC98VeIbu5spry6doIo5CnlQjgA47nk15XpWtH4XPqOm3qXLRh8RTzZfeB7ivrvXFWe0NvBGpYfNsHevMdS+GGk6xp15baqkLXtyjvDuzjPPH8qAPKfDWr3Wtzya1JCjW8ybYiMbj/WnatoqXrS3M8awbBgTSfeFctaWPi3TNGvY7yWDSvKdobcn+E/wsOPWm6nN4gm8GHT7nVPt+qFGIZDtEo6gdPSgDIi0z+zJry40y8F1tYsUAzkkdPpXIabq3xCPiWKCBVtoRJ8+4dQTxitH4ReIpjqUnhPXNEntdTmJcucmM+nzGvWvDtjbjxR/ZUVikkm3zJCy9BjsaAO/wBKSKGCye9nUXDRKcj+Jsciu6sZ7QQKYWG50+ZWOea8/ht9Ovb+N9UfcLZvlijOCp98Vu6xPaWc9vbpJJCkyEIQCcEjjNAHH/FjQ9Y1ixuf+EY1b7JPErAPjgkivB/L1DwnfxWurXpnnuI1Z3J6t3Ne5ajeKLF7NtZEtzG53MBjHsa+cfj7400zw/LYSzxSB3yhlXkcZ5NAGvqfimGJWUsGHA69Kx7vx75CiMTbF7c1zXgrwZ48+KFzFF4ahYw3aNiVxwmOhOa9c8Q/Aix8H6Rpza8iXd5bIouHDZy4HPFAHOad8SfEmlK0tsXYcElhnA7Vc1b4ueM9V0qWOG5jtcoVLbefrUWo2+k20QIhBEiYwelefeINbNuJraL5cgDH+FAF3VNe1o6SZ5tW8yRQSzMvWvO9Y8e3epad/Z9ygkPKtlcEL3Oas+KdVv7bSIoFLh7j5QuOMH1rgr24u7C3PnoZZJpNmccEe1AH0x+zXH4E8M6vHqWorcG+uVxFK7ZVc9eMelfRWt+JbPTXxBOJN+CQD7da+KPD2sXeltZNHEoBUAFW+6fpX0kB9t8B6f4gEpllACzkjHPPFAG3qPxEulH+jAAR9SD2q34S+I97Lr+nwEqsc1zEnPPVgK81uLpSoUHg8H/CneG9Rtz4r0dEDD/TYRj0+cUAfoxtj/yKKZuHqfyopCPKPHLbfEd4WTGGA+9nPHWuSvZUgid1kCKuSze1dP49ulj8VXp8kFYyoJ79K8V+J3jFtHg3Wh/1h2sCKYzA+IPxNFrHJYWN1sfBDMR0r588WeObaxR7q+vV5TduNP8AHHiiKOSea7uR8ys/fjFfL3iTXfFHxR17+xvC8M0mVAEach1z/OgD3n4aWHjD48+MV8P+E0lTSLdx9p1LblFz1H6V9ieFP2afCPg2zEl4j3tyGBM785b1A7Uv7HvhHT/AnwI0lU8NyafeCWRrnzY9ssj7uSfb0r2bUo1njM0sjFJDuK46cdfzoA8C8eaB4h1WO5id1jtLYBbeMAbmA7mvA9dt20xpB5TEhiGzX2LqTaTLLM17ISVQkIOpwK+afH+jXM9/PdG0MFs8pKd8r70AeAeL9QM2nXaeWrhUY9fuj1r4s8SXMlzqcu50ZVYhdq4GK+zfiTpiLbSfZYcsGCEJxkfhXyj8R/Da6FrXlrbtF5g3YwcEHvQ9Qepx0DKs6M4yoYEj1Ga+0/C8+u/GvQfDvw4+G+lXemyy2YRLtshfLH3zu/Eivi6WI2820/Uc9jX1L+yH8VfEOj3H/CM6RqkdvqDq9tp7NIA4L9gD2yc/hUxJifTHwr+FfgD9nfxEND8Q6T/wkeuvGsjTLNkxS553H0z2r2Xxj8cpP7EmtG1pJLyVSttp1icY7AMR+FfO3ibxx4g+G8kWga/ZNe+PdZnaJLpgHUqf489vyrR0v4d2/wALYLPWNcvHutRvXDyrgtvfO449uaoo9s8D+DbOzsX8VeMUVNSlGUDHIjXgj6811snxd0/wlp62viGWO3UZaN1TClTwCfSvN/DvjXVNYuRZahawQ2s8n7uS4JAX0Ue9SeKNPFxok9otkuup5hPzj7oz0GewwaAPTLnxd4VvfC7eMpWtzJZhngn35zj6Vn+FdZ1zW9BudX1eFvJnLFU6kr2x+GK8SK6gujroelaaW066lw9sT0fPI56DpXt/gHVbaLwyPD1zvSe1jJeOXGcHpzQBVt/FtzfxW2meHNLkbyGxKshChVHfJq+1tpLGWbKrc+VsedWzgnsK8t8Q6qsV21r4VtntZTMTcvvOGTJzj3JqxoXjW10mCcy6SxdMhdzZ3N68mgDI8Y6jr2nXqWFlGJZmB2TE9vevEPHuhwa5bTm6g/fscsOoXFe7eLPFmjazBA8FuLadFLMMdWryzWYxcxFpNqswycdDQB8d+OPBmpaTdSSokg3ONqKMFuOvHpXJ/adV8O3MWsadeywSQkMsiEhg2fuk+lfWfibRNPv7fzpxskVskgdR0x+NfP3jnwRcESNaudryM6xgdB2oA9w8G/GXSvHul21nqGsMurOu8wkkZI/mK4H4manc6prKWQOXjA+Qf3s//W6V4Sst/o1+t1YXLwz23IZM/Ke+K6mx8Wx6jdxTa3ePLLM2ZJM8j3oA+w/2BvAtz4t+LlldXMXmW+i77iVMYDNg4+lfrlplvPJbJG6KqofkA9MV+bf/AATRsEutT1vW7SZSi7YwcZLDGOTX6TWcupW9kSIkVgQRngbfagC7I96tn5fymQA4x/FzVBVu5ozD5QZXX591SW+p3N5I7AMiL8oyOvrUQ1q1jnSCSby2zgknGfpQBSXwj9p1S0u9RuXa3tmLxxhsKG7fWuquXRIWEjgFuDj0rzLxp8VtP0BorayCzOr/AL0E9B7Ed64vxH+0La/ZBb22YppSQpYdKAPdIZoXQW0LFEBJHqTUnkbLeQCYB05GfpXzBpHx/wBbWdopJVkjU5DkDdn6eldhoPxqNzcNc6jG3lyDkY4FAHq5nhhjkulRnmA4yMhqwNWsbiZBqUTjeuflxwmapxfEjw7q6pBa3KxkDkf3jV651PS7iyW3stQtnlKkud/X6+lAHzl8ZvD2sQaMJow1zZmbNySfmUdcZHtXjOo+ItdsNZtpdEVJtPgjDNCzfOBjnmvtLxD4e03WfDV9pNy8cyXCHIRs49wfWvIT8KNB022nFkhWUJkTSfM2PTmgDnPAT6b4s08eJrayW3mhby3d1+YN6fr1rutOSzstSieWdBd3o2RADliB0zXI3Wt+EvBcVjp95qAtpLu5EccEYyZWPQEenFd0qaRdwwSm1eSSEhw7DDJ6EUAZN1d6JoXi+K3nvCuo3zbBEW3K5Pse9dD593cOZ9ZQJJG7bEHYdq5/xB8Px4x1y3ubaZ7SaPEnnRr86kY5B7VsJBf6JJOuoM10sKEBpW5cgdT70AeeeNNZtdNmuWMKx5VmZgOpI4/EV8zax4X8V/GL4iaX4KS2+26K9whkuUO1l7lMfh1969Q+JnjO4mttT1S9jMGm6cDLcS9wBk8DvwK6X9g7wZeeJLi/+Kzj/QbqaT7KzucAAYBwehwRQB9Q+Dfh3oPw38M2mh6FYLbNFCqLLjLE46k/WvO/H3g2Oe9Fxr+s3l0ZGJaBCFXP4CvY9Q1qCdmVbkMqDG4c/hXm/ihZL1xOz/IWOAedtAHzr4/0P7LOyW8bJEfu+mK+e/Gmox6b4ihS7m+SQ5x688cV9q+NdA02bSvJKFnI4OO+M9a+PviD4ftF8QxXF1GWaBsbe2M0AYvjCA3FlYXcSzMBIpbaeB0rnfHlvNYWFldqwVEmU7SuetesRaUmoaO4SIKu3KADuK43xJol1rOiS6ZLhZo13liTkEUAU9E1CBJbESyZWZshscA454r7F8M6joN18FDZjLXMThtqr82fXjtXxLpttJFDHpWouEuojvikUk8eua9r+E/xEudIb+ypHjYSqIpN3KnP8XNAE+savLG5VZVUrnAwc8Vj+DPFMs3xA0C3MwUNqMAUf3h5gzWt8XfDsWh2UesaTqH22OTJlkUcAsM8egFeZfCdptU+JPhx2kZvL1KCTC4IUCRc0Afsp/wI0U6ipuI+dPiT480+0+IWraPONoiZVY+p2jFfPfxk1Yu0Z3BkcEgD0ra/aK1AW3xh8RIXYDzlOc4wdgrxHxJrUtxbFZpyyRnAy1UM8E+O/ifVLKJLa2lCrMxVxnkj2r6O/wCCZfwk0C68O6x8TNR0uS6kivRbQtcKDggAnaDXx18dbybUtTt7Kz4MQYliM5Hf6192fsUfGXwX4N+CVtoPiHX7KwmSRpGMsiq2No7fhQB9lX99b/af7PtkWFFTONuFH4VnarqMUOl3LJC8k0cZYKvViB0r5zvP2xvhRbareNFr7XyWfLyxrlD7Zrg9Q/4KLfDEWt6g0+/ilMhjjYITvX+90oA+hNNibXblpGjZJUVjtJ6exrHns/8AhLPO0yfSvKa1donyvBYHqDXmfw+/at+FeuXNpbWviCK3mvz+8M7BCpPrmvcLXXdMv08/SLtLm33BfMjO5Xb1GKAPkv4lfA69XxAmtadqEqQ2TSedHyVkU9Mj2r54+NPg9bnQrvUo9MMrRRkoyrhl9/pX6bf2dp0xuUSFZGcAuG5ya4Hxj8INH162leOyVN8RD4j+X6EUAfjXLb2/m7vMO5QPlYcH2r0X4LXEejeP9L1mzWK31C2laW1MvMZcKcKR719M/Fn9nW002C5W00WJEb53dY+h49K+Wtd8BeIvDmqM8UE4hViC6Icg9qAPqXwbq8/xS8Xz6/rdwl14lsbhlk3n93bjPAUeme9fROsXdrP4i0m11nT/ALfJFAqrGg3Yc45r8+vh74rv/hvqM2qXFndXJvVUGVid6H+tfc3wM+IFoNJj1fV7mG7lys4mkwCo64OaAO58QWNvMH8My2P2cXAF0BjDRnp8voa4vQPCw0DW777PqOo6hfFhIsTXB2RqV4yPrVrUviLceOvEWn+IxcRvBukhfy2BwAwx0rq/CF9pOn69Pq9isbTSRlZGZgd+BwKAOdufCuqX1haanr2oNplzZXn2kpbHHmoDkA12vifxvpFv4e8nT7ZY7uVQiyYxITgdTiki1zRvFDvq1wYFktmKhC+MY9R9TXnXivxdosOnatrN40GbZwoffwB7DpQBmSTzJEHluszli7le9c5rHjTStLZze3SQ+YCBuOOa8W8ZftQaDFDMNAiae6UmMAkhc+vFcF4d0T4k/HnxNDZ21jKrSsXMyAmKJPXPSgD3RdfutQnZdPWWQEgBmOcZ9AK9M+F3we8VfEO+FshEUUILySy5AwfavT/gr8HPCXwr8GRaTeWTaxrEg3S3c69OAMDrXtvgiytrJ91hbrGWIDBRgYoA8rj/AGX/AA9a2c1vemGa6RsB9vyk464rxTxl8OtHstTm0a80u0XydyBhEBnnjFfd2o6ZazSNJJJkt12HkGvKPiz8L9M1/SkmtrlxeQOSWxyVPY0AfA3iH4C6Dq11NY2UNpBcSg5/dg4NfP3xD+Bfi7wPdNcnQpbmwjJYSxDI49vyr7k1f4aanpmojV4JZJDC37wgHKj6VoLpM+vkNa3EbCM4MLKMv+BoAwf+CUHiKxh8QavoN3uS5mAkigc9QAc8e1fp7qmqJDDO7nCxocjPAx6V+cvw/wDCq/DTxqnxD0+wW2vot0TRxrtVgwweB7V9o6D468LjwIuv6v4jt5h5fmyq8iqVbGSuM0AdT4f8SG40NdXvsQqzOo57BiK8A+MnxSuIvEyWejOyR2pJMqtgtnuK4j4uftK3N5c/2T4cstunKMrImeTXg3i/4kTyqHnuY2u5TwpkAKj0oA7bxL8XL+8ldIjK7FyCXbmjwhYeMfiFcIIoJY7eMgvcy52oO/1NM+Cfwh1bxNeReMfHti9npIXfboeBL3BJPbpXvGmeLrSDUP7L0TQ1vSuIo1jGI09+ODQBL4Q8AWNvbtZ2iGdEH+kXkw5Zj/dz26V0F3F4M8P2flXci3MiNgRoMscg963tM8C+I/EHly6xftaWzdLeFcAfWun0/wCH3h7S4wqxiWQd5FzzQB4lv8Va5f8Ak+FNFTTrdEwJmXJYVuaL8FfEVt8+p+I7gy3PLbHYDnt+te16Tp1vFMYvsyp6bQAtdAkFoyeZuGU6qRwKAPL/AA14Bv8ASrExXF7Ozsdu7cTxjrVPxl4e1tvDt1p9m6pcbf3cwGD+NeqyanZ2qZZolJP3i4wF71zPizxn4WsrOU3WpwMu3nkE4oA+AvFngTxHb+IE1XWb6e5vLKTzoicnYAc/KD3r3nw78QmurKztEsh5jRojSScbmx0rgfiN4/vb3x0B4d0U3FoF2AgFtxJxk8e+akJ13z40sIZbq4k2zNCiANGwz0GPpQB7ba+K7m2WOCYJbzu2wYHftWd4h1zZ4ak13U4ykhldPLMgBIH8X0rmdE8MeNNaK32pI+l3UeGLPlnYfQ9K8/8AiH4fubG7mgv9SnvCCWbe5UDPoKAPl79qr4nah8Q9fh8I+Fo5dJ0hGT7WqNj7WS2OcdRwfzr9Kf2VfC+k+EfgtoOk2BBgezWWQZ4LMoyP0r8w/izaLayGaPfGV3N+7TLH8e1fen7D/ixvEHwbt7a5uWlEO+NGdjuGAPl/CgD1nxZp1ubvNlcSwQxtvIifAPtVSW1nmt4oLP52Pzu8hz8vp9a1ZZtMhjNqwRpAOQW5qjfbYrYCC42+cSvHRF9aAOY1+zjlhuAMoQoABORnuRXzf8XvC8kCf2nZ2Rk2MSxA5xX0dqQvbeGSeOP7SkQG0beTxXFap4c1C70S5OphTJKGkVMcIuOmaAPBfCF07vFECuW4KN/DVj4heHZdMkXUI0KxyriTHvWVcifR9YaNcIEl4IOM817RYW9l8QfCFxpd75ZufLIygyQccUAfL2veGLq/tVOm3jIV+ZJSMuMckZ/SptCubq0+z32As6HypFH8zXS6ZoU+g65N4fvTIsbTMsbv0x756VY8S+A7/Rrkah9lZ7eU5LRjKsPWgDsbV7S60Fbe42TRXaFJFznDY4PtzXKfst+GYk8eSvdN581pqUMSgr9zL5/wo8NxSwzQWq+Z5c52kAngf5xXo3wLsrTw18UrqwCfaY59Ttm3YxsJxQB+kOwegoqbI9KKkR+aH7VGvRQfGnxRaiZdy3KqRj5h8g6V8/8AiHX2mh/s6xYy3Lsf3QBJP1x0rtv2uItQ1v8AaC8X6ba3iRBdVIlYN8yqAOB+Fcjo+kadpKeZEm5mj2Fy+WJFUM4yx+HEmuXDXXiZI7dmP7pYj823uCTXT6P8NfBunFmOnb2XkiZ9wxW88+mpGA2WcAtnNZWo+J7K2tjNLIrCNVDhOT+lAGL47j0nSNIK6VotmmW5xHhSP8a8dltorrzpbiCxjuApG3oNvbg10XjHxJ4m8U62fD3hjTZ3jYK2DHhc4JzuNcL41+GfxE0ayk1PU3jYbN8ohbLKD9KAKWj+NdUN+dPsre3ljSTa22LhVHVs17p8IP2h/iF8OfGEOnwXrXmi3eFNvOd3ljj5hXzj4Y8SW3h61k0690eTz5nJaUqdxBPH4V7N4J0my1y2tr77O8FzkBHKEgrnge2RQB99eHvirKty2qSNC8d1GuEPReOv612jfFHTJrL7G1xGslzxhuOMdAa8V+HvhBvHtrpum6JdCFoVCzFuOQORXu1v+zf4ft4LW91HUppblRjYMgH2BoA5gal4W8Sa0vhmd/tHmKPNZR8g4zgH8K57xz8IfAtnHIbbTkl3SAsvUnPer3xL0rTPh7q1lb+H9KvHaUhmeMFtn1NU9U0LxjDqdte6hqEsOk6qQ0TMASpx0PpnFAHi3xK+Fvh1dOWG00hCz85ReRwa8b0i9v8AwxpWoeHNTa4KyFo7cBSGwQe/4ivsa+8HeMtWuL210q2hvbKNDmTI3RgdxXzXa+GtSXUb6XxBcRXMpuWSIDAKqOMGgDA+Ft5p/hvTPsWo+JWguPNLpvY4APY16Fovif8Asi5kvrvxTYGFG3IjSgFvw/GuM1XwfalH22yh95bJPSvOfGdk1tJIscrLMu0KC3A6f4UAerfEH47eGbHznh1BXu5wQEhyFyPWvmXxl8SNa8TI1rcajOsUjMWSNiF9s1ma3eSXV4Y2HMZPBPORXPXrzTv5dnEzed1yen0oAs+CvCeqeOfF1l4U0aB5JbuURkxgkhcjLH6V+znwD+Dvwi+E/wAPhpGkXEUupNboLy4kYbzIACR7DNfL/wDwTo/ZtuLKC6+L3irSwxmiMFl5gGAuQS4GevFfb9x4W0lL1NQtViWwiTfLH0LN60AcM91ruva35WkacGgj/dmTkJg+me9eiW9rd+GdIEu1DdsPuHpWtpcNkbeKWwiQLNycLgJWJ431eLTZYoBLlZWwWIzxQBh6j4y1mzt1M0EYlclmEQ+YYrmtW8a6jqVk0enWZknZdwBGMHvmuy8MaXaanq9zdyQtJGF2qT06c4ravPDOkyJ9msLLyST8xA559KAPNfDnhSfUtKnufEE8ZvLkYMcfRAR0PvXC698JdT0LVUawMktscMZIuGiOe9e76z4PNhpDy6dcyRXK/MMnO8iq2g61p65g1T5bqdApD/d+tAHjA8DTvAiR6y8z4LkSHkc1j3fhU6rHPpkzyB3XiNeEbHT616n450aVree90RVjY8FwQM1gXcGpaXpNpfzPAnkJuZWI3Pg0AfN/xEuJPBGnXSatCIJ4RiJHyMjt/OuC+Afw/f4xfE7TtMcrKbiY3ExHRYxjPX8q9d/aAs3+KHhi61PT7ANd6cV8xycZUEdq639hTwNFptjP4ySBIp7eU23m/wB5c8gUAfUfibwfYnTLbSp7jZZ2MSwRRRccKAMe/StL4deBLOwDahaaQYVXG0uuN2O9X4pdOk1LzropIB84Utx+VdJL420mysWHmqoXgIi5zQBoqI95HOWHbAx7Vjatq1rpUbzSSgydNhYDIrhvGPxH1s2vl+HbFmuJGATcOPyrzfUdL8c65IsviHUZEWTqinbigDr7z4/2WjCe3u7eJ7tJWRFQ7uB0PFcDf/Gj4h69ciOwhW3glYj5UOcfWtXTfhbpjZujC0jt1Yktk+ua6nTPDmi28cSxwqskbFWBBoA425sfHWrCJL2/utjjB2tjir9v8K7u+CQSySySEdZTmvUrDT0Nyrou5bds7a6q3soZ0+0xR4b1xigDxex+E0WmRrdfZEMu4l9q54HesSfwm+jeILfxZpiy7d/lSoVI46dK+gUsSrKYyfmbB61w3xbkbRfDl1qlsoDRY4PAPIoArXJAVZOQJEGCfevDPi1o8rXJuAjkMSMjpXrGg+KLXX9GsLqZ0SQwqXUMPvAUavYaVqdo/wBoVJFfI56g0AfA/wAUfDv22GR2Q7FVgoXjnHepP2M/j0nw08aN8N/ElzBa6dfTs0E0x4V27Z/D9a91+JfwzLpNJZQh4SDlc8/Wvjf4nfDRtIvJdbs7SSFoyDxnO7PUdxQB+rY03w7r8aXkd5JIkjBg0EnX8auXlkkVo9laW5cqwAcjJKe9fm3+z3+154k+EniWz0X4hXdxc6DNgCQxF/LjPQ+owe1fpd4S8aeCPH+j2+qeENdtLoXkPmoFkAdgcfw5yDzQBj3bw6TbBbyzcl0OMCuLf+2Ly+UfZsWMoIlLnkDpxXpjadaB1bUmadgCOTwPTFcjqks9xO1iIwiH5QRxketAHzh8U/CcNhq0zwLtIG5cdPrmk+EGoPaaxJezArGnDYPDGvVvEvhQ6tay2VyiylSdkue2c814+9nc+GNXWwSXbGx3E4460AdP4/8ABdtrFjN4islInjk3SbR0Bxisjwn41ijEXh3W7VrmMsIlDDkZ4710kPjXS7RG0K7kDfaVDhgMr09a5DW7Sx1LWUXRGVZVbc23jH0oA0/F3guy8OyzavpN8UijTftJ+7nqBXn/AOzN8RR41+MUsLxCJU1K3UgHJYA4zWl8dfHEngzwOZjvmupl8uJB/E+OWNfLH7LXjbWfD3x78OSWF1Io1XVrdLgNFkEtIMj8jQB++nyUUzzW9P0oqRH5I/tM6Bc237RXjnVIFDG41RzyeAdoxXnEP9oeTuuSkaoSCM9TnqK9Z/aru/s3x18ZyKDsXUGyQ2Odo4xXk1rdTXEM99NMGjUALEQOD9aoY8aSZNpur3DZJXy2I47g1as7HRYFaNLJGLNtwV646nmsfS9U8/VhFE2fNwpBGStbV5NHpEnnTEyAkkBRkigCw4ntmxbW8MZUAnywFyPc1X1G3kvLeOH92/nE7vMyR9KqavdapdrFNo5LkYZkI9frWn5hfTo2njEUpAbORwaAPPvE3gPS7uVp20mHzY1GH2cj296r+GvGqWcyeGIYDFdRKQr+WMAA/wD6q9OtbXdKkrT+ZkZII4NY3ifw/ZRzpPDBCt7cfIhWIAnPfNAH1d+zXp9g2kWVzcXRjllcMZUO0krX1K/iXRb3fbW0ySTRjaPmBOeelfJnws0WbUtCsrIzCH7NaAOyfL823np0NchaeLrr4Z62+n6RqNxcyvOZpHlkaRnYcbRnt1oA+stUs7eaxuL1yrzqcYlwWH0FeN+Ntb1rUZHs5Ea4srdwYoVPzhvUD25rW+GU/in4mTf8JnaSTQQW6vC9q2dryjg57d/0r1DSNGsLfXFfULCBdR8rcxMWQV79qAJ/gZ8Pjomi3Grajdmd9YiDCJzxGh5GR618peKvAmkW/jbxgyJuginzbBuiMclilfZev+K7DTYYtAhWW1uNTQwRXCqSsZx19hXx345x4E8VQ+F9X1JtQ8yXfNdnJL/NnnrjrQB5nfafci5i8OzWErXN5EZbSZkwGGcAD3rwH4t6brtrqjW8lq0E8YyNwwRjqGr9EvGOl2HiDx74MubawXybbThN8seMhWzXy1+07pkOu+JNU1eG3WCWDaJVxg7QMZA/AUAfF+oSSi5JkiG8puZ8cFvWoLNG/tO0CiNSGA2k4BJI/wAa6bULdUvZW+zptUAhyMgnHYVl2emw2/inTvMnjeBpkLAHbzuB5oA/b/8AZl0CKz+B/g+w8tGQabDI5A++xGc/rXeX2g20l1HHIqgDLMnQEelV/gPeWc/ww8MNa26eSulW4jwRjhAB/KurWG3nuvOlTawyQCc80AcjY6fdNNcBkCo2VRVGAPpWC/hOe5vFn1WJJ44n4B7V3yXsYkeBkCvz1rnPFN5Ppto0qWzSbvlK5680AU7u70XSSmniRI2I4WLg5/CrNrq8JVjHjKkKMjk+9eaa74e1LUZV1AXJt5rgjZGCdw9hXpWgaRa6Hpdv5m6WXyl8wyHcd3c0AT3qlFQyDeX5OelYut+FdLurH7U9usbKpAYcFT9a6UQ5Au5CXLHhD0xVTUnaaxmiTBJVlGB90kUAeNXOkx31z9jt764aNGyw8wnge1cb8XLx7K2Fjp8bOnkYJALMPxr1yfw1LpaB7UJHL8xYn7zZrltZjj0TR7hrrTxcu24rK4BxQB4Z4Ltb668Lay0r7RcQyp5TnknHHH1xXo/7M13JpPwZjsJQq3i3sglZeAWycV51pXnnxRcSxSlYPKkZlBwv3a6v9nO+j8QeGdf0aMBpbTUnmiCtk7NxFAHttjFNe3sTCdywILEEAc9a71dGhiXc8SP06dvrXnXg/UFg1FLG4sp97cK2PlGO9er2N9+6yItxyMkjtQBBBZWNrILhoo2KfeJH8qp67b2uo2W5SqsxxwKt3c0fltI4GS2cHpXL6jLdzyFbUbELdm4/KgDV0SdbaMWYVS0Zw/GRVi6bSVLPGkYl5bgd6oWoS1tjNEitO4y2e596ikmWa1lCriRsA8fdNAGfY+O9PjSdzvWSJioQ9SR3rd8P/E6xuALaVmSTPCnGDXD614cgS0e8g5k28kA8muU0uSS1uxdyIxaMnaaAPdPE3jZdGsUugpbcfuR9T714D8cfiTe+JdCl0lFlt4pgNxzg8Gul0/W7/Vm33Q/cxttOcHArmPiVb6cumSSGNSxOFwBk5IoA8Uh8bXOgxWeh215cT3EcIZUQ5bHc1db4xeLtMJS00vUr53wCgXge9djoXgbRbO5ttaZY0u2h2+bJ2UnJGK6jSdJ02C+l1OdIHj6KABnNAHkkXxm8Z312um3Ph0w3UjYCSDAx7/rTdZ1HR9fsJX8U+HFsI4CRNcDBAOOprf8AHllJPqTalp1oDPE28MVySw6YryrV9a1CSOWLXrSQw30gSVHPG7IwAKAMHxH8KPDtxIuo2l5YXkN2MxQZ5I6AgfnWH4Yh8dfDDX49R8M309tBCSqxoxUqCR+HavaB8MbG4urXW5VMCJbCKNSuAAR2Fef+LdQuPCGvxWNgF1a2nbb9mY5dB7Z78UAe9eDf2mZ5ZItO8SSyybsASYBK8dTXc3XxH8OwTCZtetZEdSflkFeS/Djw38O/H8MkaXC2l+pXMTqA4yOgrpNd/ZZsryc/ZtVkMfLbXQnJ9BQBu2PxDsNSldYbqIxMT3BBFeffEXUdPlvFihba7JgHr1rorb9lfV2FqbbxBJbKhyypGcN9ea7e2+Atpaacg1nUUmlhbIfbg4H1oA+an0DxBq+r21vayyYQhgo43Cvc9F8IW3hXQv7VvdK+26kI/TgV1Lr4d8Mt/olhHJNEu0SMASKyNS8Z3E26MIuD/CaAPmX4o6VqPia+kGprLKd7FIf4I1PYD8q82+Fvgi60L4yeFLn7KnlvrlngEcoPNHIr6w1O80DVPM+36YEcAjzVxkH196wfCHgaOfx34dvrSaO4SPVbZ+Oow4oA/SvHuKKk2n3oqST8mv2qI5v+F8eMz5beXJqjLu/Ac4ryDUVu9LyLZWlNwwBdh7HtXtv7TRSX46+MiQHdNUkwD6cV5RLDLNNmUbw7FQmcYNUUclpH24az5siuqMQGwv8AKuwtbK0ubvzo3YHeMbzT49NjtF81wY+yqeTmr1ppqJvZPMBLhhjpu7CgCaG3Fi8sn3lbGT/SnTWsF55cQymTk4q+LNGg3XaNzycngGkDR25VZNiwjpnuaAI4rZrYoiRhkH8QGeKqaPZT+I/G8StG7WWnIZDgfxcVrx3F1qUiadpFv5k5wAAOOa9/+A3wST97qWrosSyIftLMQMHrQBnfDS3PiC4ksNF1JraWOTEkR/5aJyDinXHwbtdK+K2mSwW11d26Izy+YPlBz1PH1r07S7P4d6Ust54DsJ725sbhlbBIJY57+mRitjSr/wAVavqizaj4dfT4ngK+ZJgkNnjFADPg7dXenahq+j6dZi00yOVygZSN0h+8R7V0g8S6V/wkL6ddXXmXqMM+XyVGO/pXMvpmrabq8Nt4g8QR6fpdzMoj8sbHnc9s9jXpen+GfDOiWPn6ZbLvbDSzOd0j9DksaAF8Yajo+jeG5NZvrmJUjjJUSYyTjpXwH4e034pfF74yXA8N6U13o63imeaWIlEXPXPbgGvqX4waldeOph4J0PTblxCfNnkTjPbg16x8CfAmi+GtNlTTrERSzhGmcHliBjDfrQBFJ4J020ntPGWuTrBDodmIDwApVeTn2r5Q+Lnh3R/GfjSfVdOsEuYdfjeKPYBgqoIyPyr7I+OFvPqXhpPBekxHztacQvg42xk/MfyrwWLwVpWh/EvT9B0t2a00O1CqCdw8xlJb9TQB+ZnjzwRb+E9avtPUyRzwyssdu68HHfNeV6nYvHP50A3PDJuww7+tfa3xx8CpeeMNaaaEGZpn28AYyT0NfNfiPwTLp7zwzRMVdcfK3X0NAH6rfsOeO7Lxr8EvDNotwTNbWaW87H+EqMV7frNyBfLa2k7YQfeB5yK/P/8A4JnePk0TUrz4e6jdKsckDS2yOSMNkcfWv0Oj0qxS5OoyOruBwo96AOKuJL+O7a/uZZGjByBjk1pwY162ErqY0QkD/Go/FNxdR3kdtp6FkkU7uOhNRaHo66FAby/vJVUnGHbj8qAK2l+H4rfxJ9su5NzKrCNn+6oPpVzUNf03T9UNk06l3HAXp9KuSQC/+YPszyjdivtWJquh6LYsupXb5cHJZhk4+lAF7Vrq6lMTwYVOCw9frSXd8LbTVaBQWZc4xyTU9pNa3Nl5gXepXEWV5xSWllZXcfmXOdy/dQDv6UAc5NbapqpWUohVhgbugrkPHOmiXSZrE3AbAOQOhNeoal5lpbC3t1AweABya8r8ZQalfXuyCRccny16mgDx5ZdH8N+Htf1XUoTut4CqNj5Vzx/jXg37L/xesvA3xbvrq6kMdhqbyRAZ+UsTwa91/aDtLTRfCqeG7Qs1/qAV7hQc7V6jIr5BufC/9i6nFfJuSRG8wBR91v8ACgD9MdH1y7N6/mbAkjb43x1UnIru7fXIUYWrzKryDIXcDkD0r5F+Dnxnh8QpBoeu3Hl3VrGixuOAcDGK9+03U7Br2JryaN2UZV8cge1AHoMtxDcAkq6g8dOh9ahjtoMFUYuoB4HSoP7Q0/ZGEl+VsYy1aVpbx+Y5jlXa+OD16UAZ9lbzS3M8MbE5T5if5VdgsVjh2BRljzkcYq8skGljz5HUDBBAHOaZbynUGaQMdmMqAB8xoAgvrC2ewa3EKspBU4XmuD1PQ0i3PbxmJT8o7ivRJ7qCwsJJbiTbgEncelc/NrGjXQZIpo2YDJ3dPrQBwC6c2jWU8lxcsTkuW28gemK8r1/VG8R+KbfS7Ys0UZzKVGcAc13/AI/8TqJJNLspPPuJh+7hXnn61z+h+FbaHRljEpTV7p2e4mB+4M8L+VAGT4zW1uIvsFlejz4AAxU8IO/41y7eMpPD08VlahpInADM/PNdnqWg6XDbNpkcuTI2WkJ5Zvc15f400nWrWQHSIPN6qoxyMdKAOsh8VLfXE0LAxsinDEcA1k3ng5NQ1Cz1/UYWZbRvPwedx9cVw3iPSfHMS2a2M8dvcSqrXDuMhVzzx3NdtB4zj0+wt7OW8WUxRBJJWXlj3oA0fF/iC1v9Kihtr+OF0ZdjO2OM9DXnMnhXSv7eXxb5jXN8wKqR91Se4/KtnUlvfGimz0zT450VgWYKBjB65rs18F6Do+jW0d7eHzwqsUVujYyR+tAHk9zo2qaD4jXxvpsji5tJEb7PE2Fkwe/vX2j8N/iFZ+NPDg1OOBkkQ4eJvvq2Oor588GeFL681zUryawuL23unxbxqh2Rj3JrU0PUdV8C+MZrCC5KxyoS1uFyoOaAPpZdbazRvNuVQckLkZrivE/j7zIZYUAZtmM46GuD1DxTqd4VndGaXJ2KBgYrn9Y1mbeJbqMple3AIoA0NQ1r7W+VIBbr9RXO6vqkUKtI0i7ueM965rWvFcNrIFtplIwTnPI9a5ifV7/XVeSzhaWJf4yOAemM0AbNzr7Sv5YPIJ6c11Hwri1i88daFJbQSJGuowEs3AxvFR/Df4dz3ZN3fWTyyyhWznhRXtPhfwuukeK9CHkBV+2QnrzncKAPsTn0oqTA9aKkR+RX7SUlzJ+0P4zSJW2Lq8u4kjjp0rl9PskdizgswAPXhRzU37S2tQXP7SHjqytrnynj1yVJNp+btzXL/wDCRJoFz5MxaTsxz/D61QzqZfNumkDoo28KCO+amslNsdz3DE56HpurzfW/jjo9msYs9PuLqRm27ETndms1NQ8e+MdbgGnRXNtYTFUAAPB7k0AesXHiGJ7hrYltrL94DgGs+XSdW8UOsGjtjLBVJ4AJNdd4O+EuuGwN7qYkmROWIQ7Rxjmsbx9qk/gfQLy80fNvdWhWVUjHXBGRQB9EfAb9nu40+ztNY8RTcZ3AE8u2a9w1vw34fm1610K01N7R5kBlgiJUSDpya4f9lr4xxfF3wBo+oXsS21zFG8brkfeU4zXpWtvpPg/WYvEeoiO6eZQpO0Hywf4s0ATXPwyk0u6sIPDQgs7MPuuCo5P59TV3xUNZ03Tbya0tkleKFjbsAM78cDH1rp9P1n+0tKk1SFWS3ZN6ySLjIA6iuI8Qao/ifRbvXfDuqyQppwJkR0O12XmgDAg8Ka14z03S77xjcJDeQR+aIAMHfztPoMcVzQ1nx34Z1S40nWr+3u4Z3HlNuxsT398V6X8PvFFl440OPxCF3NbM0UpIwNy9cVx3jXRNE8QeJsLqKQxyhmYFuoAxxQBrHUbeGxFx4cSTUNXKgKIE3DPuele1+DdKlgtLbVb2Jra7mgXz4ycfP9BxXgPw68e+HvhvFd6KxW8XzT5My4zt9CfapNe/aZYwXgt45YRDlYxuHNAHdfFLxII/ErX2nuX/ALLsnLnsrfjXlPgQy6rrLayzPJcTyNuJGc//AFq8e8SfGnV7u3nhjnmc6kTHIwYk89q7P4R+MfEdjc2yQ6LLcIwILEdqAIfiv8KNXvdUu9UaFZfPBcnPNfLfxA+HskyPbi3dNhPtjpX6FanrVldz/ZJo281gS6OOntXmnjXwd4a1lpIsQRTNjGByD9KAPgrwjqmpfCTxdYeJbJWj+ySA5Tq/PIr9W/hN8U/DPxR8O2+p6Vds7mCOSdXUAoxHI/PNfF3jP9ni5ug91bSq+QSBt4x7VyHgXXPHnwP1V7mGW8nsXkxLbqSAVB7UAfpVrnlCLzLMF5CPlYjv2rkNmp3d2zapI9xGnyxW6dZH7Z9q4rRf2iPDvjvwpDeaQGtLu2YCaCRxuBx0Fd/4K8Qx6vpct68f2d1JALfeI9RQBuaZCw02NLmEC45UhOi+1R31jYXDRRagxcE4K59qz9R1yWK0WGzjL7SXaUHgD+tUbLUItRIu5J/uDGfegDZvmME0NvaxeVAowjYHNULnVrPT9Rhi3g5fc2e4rJ1rxjp0CNC90AEHDAjFeZXXie68W6s+maYZMnKiUdvxoA6rxv8AES0/4SOWG1l3BEA2of4sVW8H3gmlfVdVjJIc7M9T6Vkf8IdovhOz/tHxDqSy3QOREOXYntzXNax41dpv9ARooV+4mR+dAE/xI8DQeKtVk1UyDz5/lGemAOBXh3ir4QanE0rfY45WXKlkPNej6t8RdRtzteXcqgH6ViX/AMVZFXzJYA6n5M5HJPegD5/uvB3ibw5e/bbK1uAY2yrK2NvvXrXw/wDjLq63I03xarkwkCOUr16frmrU/ji1v7tY3t4XjJAKjBwPet2HTvBGtgsgto5iBnIAI96APQofGU2pWf2qMloUJKFe1dD4Z+JClCLyaQsnAz3ArzzQtAsbWER6fqJBBwwD9R64rSuoF09BefZ1ngztYx/ePvQB6l/wtTRZH8idZVVTkZUHJ9K1dG+IuizSslsrKF4Y47mvnrVNd8PIjXiS3SzqT+5ccVx+r/Ee10yJtUW/ktViRjKink8d+aAPpb4neN4I9IuWt7pWUREDb13V41o17rskE2oNqcqSuQFK8kJmvlfxf+1FeSmbTtDWacTkZdz8vPpX0d+zh4+tfE/htYNVmiW5iBbynwXPOaAPWrnRdPsNPg19gIpYl+aSbl2OOoFcBrHxZ0Xwt586w3EwZv3jpGTtJ711XirWZtXVLSEExbdpA6AVw11pkGn3d1JdaYLm0urcosYUH5+mefegDptEEfi3S/7UWMhJMSxv3GelY+uS2tpayStdgzICpOOlQ+HZb/RPDK2cl4lntUsFZui7jgEV5/JPq/inWRo2ks8mXPmy44HPWgDL17XdTcpEl15rAnAJyT7Vb+H/AMJ/FXia/Ot62Hg0qR8JECSzEd8V7j4T+EXhLR1jvNWmt7iaPbI6uMnjqK9NsbeO908zaPpPk2kD4RiNq0AeVaL8NV0EEafMFiJxk9QMUi2GhaFqQXVpkui7cAZYg9uBXezeMNAsb99Akg8+9Y4KRjOCfSuA17S9Xh1+d20xLWFSTHNMOc0AerxeNfCuleH5rhlghWFQpjUfORjqBXm99d6BrVzb67YWATzJREWbAY9+lZqeHYdOmDahdm9mucsFOSCOuKyLHwlrXiPWzqKGax0+wfd5aHAJFAG/r11a2a9AWHIIHSvIvGXi9ypcbsqNoBHSum8ZaqEEiCZmZMjr1rxHxJq08zyElgRkAA9eKAJ9EivfGPi2y0mI7UuG2u/ZR3NfXXhX4RaBovh2LSprdZlJDBs4z715R+yh4AtdbtbnxTf24eJZTHFK3qOoFfUd1ZxKES2wqIBtB5x7UAZ+k6dpukIkVrCoZQBjHAH41raXpqX/AIq067RUcx3EZ5PYGsu+sr030UUEH7s8u5PH4V1fh/RvJ1KzAkLSC4TIHTr2xQB7dsPqaKTZ7UUhXP/Z"> Fig. 7, Milk carton v.iads recovered after firing. Several exhibit the wrinkling problem. <br /><br /> </div> <div class="col-md-6"> <b>BASE PROTECTION</b> - Impact of the powder during ignition causes a battered surface across the bullet base (Fig. 5 ). Shooters of the late 19th century commonly used wads of some sort to protect their bullets. A wad of cardboard or soft, porous blotting paper was used over a case full of powder; although, I feel that a blotting paper wad was used pri­marily by target shooters, who breech-seated their bullets, to keep the powder from dribbling from the case as it was chambered. Many shooters, myself included, use wads to protect the bullet base from powder cratering and gas cutting. A .020 inch-thick wad cut from a milk carton does a good job (Fig. 6). The bullet base is still affected to some degree when using a wad, but it re­mains fairly smooth and clean. An added advantage of the protected base is that identifiers, written on the base of my bullets with indelible pen, are still readable after recovery. I can identify various alloys used and bullets fired for a particular test. <br /><br /> 	</div>	</div>	<div class="row">		<div class="col-md-12"> Recovered wads also have a tale to tell. I have found them directly in front of the firing position to as far as fifty meters down range. Most are recovered flat  but some show the results of side forces that compress and wrinkle them (Fig. 7). I have not yet ascertained if the wrinkle occurs during firing or after the bullet leaves the barrel, but the wrinkling strikes me as a negative condition. Although many black powder cartridge shooters use wads, there are excep­tions. Paul Matthews states in his book, How To&#39;s for the Black Powder Cartridge Shooter, that Master Class shooter Adrian Filer does not use wads, prefer­ring to "keep it simple". <br /><br /><b>BULLET QUALITY</b> - Bullets need to be good to take advantage of the burning characteristics of black powder that produce very low standard deviations in velocity. I only perform a visual inspection of my bullets - all dipper cast. If it looks good, it is good! The lack of imperfections observed after recovery confirm the validity of this approach. After I switched to dip­per casting I haven&#39;t noticed any imperfections re­vealed by firing.<br /><br />I can remember being too young to accompany my dad on the yearly deer hunting trip. One year I asked him to bring me back a fired bullet. He shot a Model 94 Winchester in .30-30, so recovering a bullet was a bit of a chore for him He brought me one, but it was not the cylindrical form with rifling on it, that I expected. It was squashed out of shape and exhibited the knife marks it suffered on removal from a dead tree stump. This was my first encounter with a spent bullet. <br /><br />I admit to still having a fascination for discover­ing what has happened to my fired bullets; I&#39;ve learned a great deal from them There is one last benefit to recovering fired bullets: recycling. After shooting sev­eral pounds of expensive lead/tin alloy it is nice to return home after a range session with a significant portion to reuse.<br /><br /><br /> </div>	</div>]]></content:encoded><pubDate>Wed, 22 Mar 2017 12:08:04 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/3/56/the-value-of-a-recovered-bullet</guid></item><item><title>The .635 Nitro Express Part 3</title><link>http://castbulletassoc.org/blog/article/2017/3/55/the-.635-nitro-express-part-3</link><description>  This article appeared in Fouling Shot #178 Nov/Dec 2005. Part 3 of 4 by John AlexanderAfter noting that the muzzle energy and momentum of factory twenty gauge slug loads were comparable to those of ....</description><content:encoded><![CDATA[<div class="row clearfix"> <div class="column full"> This article appeared in Fouling Shot #178 Nov/Dec 2005. <br /><br />Part 3 of 4 by John Alexander<br /><br />After noting that the muzzle energy and momentum of factory twenty gauge slug loads were comparable to those of short range deer rifles, I bought a twenty gauge NEF Ultra Slug gun and mounted a BSA 1.5-4.5X scope. I next tested eight factory slug loads at fifty yards from a bench rest. Six of the eight produced five shot groups of over ten minutes of angle making them unsatisfactory as humane loads for deer much beyond bayonet fighting range.<br /><br />Two of the factory loads performed much better in the NEF gun. The three inch Brenneke USA Magnum exceeded the muzzle energy of the factory 405 grain .45-70 loads and was also the most accurate producing five shot groups at fifty yards averaging 1.5 inches, or three minutes of angle (MOA). The Winchester “BRI” load was almost as accurate averaging 2.1 inches (4.2 MOA) for five shot groups, and producing muzzle energy levels comparable to the .44 magnum.<br /><br />Either of these combinations had adequate accuracy and power to be satisfactory deer loads for woods hunting. However, the Brenneke and BRI shells cost over $2.50 and $2.00 per bang respectively. My goal was to develop handloads of comparable accuracy and adequate power for deer at up to 100 yards.<br /><br />I had three possibilities on hand for slugs for my handloads. One was the Lyman “Shotgun Sabot Slug” which looks like an oversized and elongated air gun pellet. I had also cast a good supply of both 0.575 and 0.635 inch diameter balls from various alloys. The smaller ball weighed about 280 grains while the larger ball and the Sabot Slug weighed 370 and 360 respectively. <br /><br /> </div> </div>	<div class="row"> <div class="col-md-6"> 	<b>Lyman Sabot Slug</b><br /><br />Since the only loading information I had found for any of these projectiles was the sheet of suggested loads for the Sabot Slug Lyman had packed with their mold, I decided to try it first.<br /><br />After measuring the Lyman slug, I wasn’t too optimistic. It is designed to be fired in a conventional plastics hot wad used as a sabot but the two brands of wads I had on hand didn’t seem too promising. The <br /><br /> </div>		<div class="col-md-6">			<img 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"> 	Photo #1: From left to right; the Lyman Sabot Slug in a conventional shot wad used as a sabot, a0.575” ball seated on twenty eight gauge wads in a shortened shot wad used as a sabot, and a 0.635”ball and twenty eight gauge wads in a shot wad shortened to below the ball’s midpoint.<br /><br /> </div>	</div>	<div class="row">		<div class="col-md-12"> diameters of the head and skirt of the slug measure 0.574 in. and 0.559 in. respectively and the thickness of the shot cups were 0.023 - 0.025 in. Thus the diameter of the slug and sabot combination was at best 0.624 inches in diameter on one end. It was not clear how this 0.624 inch projectile was to engage the rifling in a 0.632 inch groove diameter barrel. <br /><br />The rear of the Lyman sabot slug is hollow, similar to an air rifle pellet or a Minie ball. The high pressure gas propelling air rifle pellets and Minie balls expands the soft skirt of the projectile to engage the rifling so one possibility would be for the slug to expand upon firing. However, since the sabot slug leaves the muzzle still in its sabot/shot cup with a gas seal behind it there is no obvious mechanism to expand the skirt. Although I didn’t understand how this system was supposed to work, I did have loading data and decided to try it and see what would happen when a .624” diameter bullet was shot out of a barrel with a .632” groove diameter.<br /><br />l also sorted through the advertised wares of various shooting supply houses for thicker shot cups. I found that Ballistic Products Inc. of Corcoran, Minnesota offered something called “cushioned steel shot wads” for which they claimed extra barrel protection. Although nothing was specifically mentioned about thickness I reasoned that more protection implied more thickness and ordered a batch.<br /><br />While waiting for the steel shot wads to arrive, I tried a few combinations using the Lyman Slug in ordinary Winchester and Federal shot wads I had on hand. Powder charges were 26 grains of Blue Dot and 25 grains of 4756 as recommended by Lyman.<br /><br />All early testing was done using old Remington paper shells and obsolete Remington 157 primers. Yes, I am a scrounger and wanted to use them up, but the paper shells were also easier to crimp and I was just learning to load shotshells.<br /><br />Shooting was done at fifty yards from a bench. I was encouraged when the first three shot group with Blue Dot went into 1.5 inches. Some of the gun experts who write for the popular gun magazines would have called it a day and written a glowing report. However, I actually hoped to hunt with my handloads and have been disappointed by great results from a small sample before. The next three groups averaged 8.4 inches. The 4756 loads were worse, some of them missing the paper.<br /><br />Further testing of the Lyman sabot slug in conventional shot wads ahead of 26 grains of Blue Dot produced mediocre results. Loads with Federal shot wads produced five shot groups that averaged 6.7 inches (13.4MOA). Similar loads using Winchester shot wads did slightly better at 10.3 MOA. Although this isn’t exactly precision shooting these undersized sabot slugs produced accuracy comparable to six of the eight factory loads tested. <br /><br /> </div>	</div>	<div class="row">		<div class="col-md-6">			<img 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"> Photo #2: From left to right; dangerous game load for the 635 Nitro Express, ball in a sexy brass shell (future project), type of crimped load actually used in hunt, one of the unsuccessful shortened loads, and load for future rook rifle project.<br /><br /> </div> <div class="col-md-6"> When the steel shot wads arrived from BPI I found the shot cups of these wads were indeed thicker than those on conventional wads, approximately 0.28 in. at the rim and 0.040” at the base of the cup. This made the outside diameters of a Lyman Sabot Slug and cup combination approximately 0.636 and 0.627 inches at the head and skirt respectively or a bit larger than bore diameter at the head but still smaller at the skirt.<br /><br /><br /> 	</div>	</div>	<div class="row">		<div class="col-md-12"> <br />A series of groups using the steel shot cups and 26 grains of Blue Dot shot gave a five shot group average of 8.8 MOA. This isn’t an impressive level of accuracy but it was better than the same slug in conventional shot wads and more to the point, significantly better than most of the factory loads tested. This level of accuracy and power should make an acceptable combination for deer out to perhaps fifty yards. <br /><br />As hunting season was rapidly approaching no further testing was done with the Lyman Sabot Slug for the time being and efforts were concentrated on seeing if one or both of the available round balls would offer better accuracy.<br /><br />At this point I decided that since the 26 grains of Blue Dot had produced recoil comparable to the factory loads and hadn’t blown up the gun yet and I already had enough variables, I would to stick to that charge for the limited time I had left.<br /><br />This would probably be underpowered for the 0.575” ball which weighed 280 grains compared to 360 grain Lyman slug but I reasoned that it should produce similar pressures and velocities for the 370 grain 0.635” ball if the energy needed to start the ball into the rifling didn’t change things too much. <br /><br /><b>The 0.575 Inch Ball</b><br /><br />Like the Lyman slug, the smaller ball required shot wads as sabots to bring their diameter closer to the barrel’s groove diameter. Of course they were much shorter than a charge of shot and couldn’t be crimped properly without shortening the shot shell or putting wads under the ball in the shot cup. I tried several combinations of each approach.<br /><br />Shells were shortened by placing them over a halfinch dowel held horizontally in a vice and rotating them against a sharp, thin bladed knife held at the desired length. I tried shells shortened so a crimp could be folded over the ball. The shot cup was shortened to extend just past the halfway point of the ball so as not to interfere with the crimp. These made cute little stubby shotshells but of course resulted in the ball and sabot taking an enormous jump before getting to the start of the rifling - maybe not conducive to accuracy. In spite of the undersized ball/sabot combination, and the long jump to the rifling, they shot about as well as most of the factory loads - not very well. Five shot groups averaged in the vicinity of 12 MOA.<br /><br />I also tried loads in shells shortened even more with the ends of the shell only partially crimped to form a strange looking pointed round. When this didn’t improve accuracy, I shortened some shells even further and fired them with no crimp at all.<br /><br />The fit was tight enough to securely hold the ball and sabot in the mouth of these strange looking devices. This made even shorter and cuter rounds but of course the leap to the start of rifling for the ball and sabot was even longer These also shot about the same as most of the factory loads - not good enough for much over thirty yards.<br /><br />Temporarily giving up on making short shells, I decided to use fiber wads to make conventional length shells. I found that twenty eight gauge fiber wads fit well in the shot cups of conventional plastic cushion wads and about one and one half of the type on hand brought the ball into proper length for crimping. Both the conventional shot wads and the thicker steel shot wads were tried. After much fussing around I was able to make shells with a decent crimp.<br /><br />These were much more accurate, producing five shot groups that averaged about half the size of the ones made with the shortened shells or a bit under seven MOA. This was equal to, or a bit better, than my best effort with the Lyman Sabot Slug in the steel shot wads from BPI and significantly better than most of the factory loads, but still almost twice the group size of the Brenneke and BRI loads.<br /><br /><b>The 0.635 Inch Ball<br /></b><br />When I started loading the 0.635” ball from Jay Wilkinson’s mold, things picked up. I had a variety of ancient wads on hand left over from a bit of shotshell loading forty years ago. These included such things as Alcan Felton-Blue streak hard fiber wads, PGS plastic gas seals, various card wads, and plastic shot wrappers, all from the time before one piece plastic shot wads were invented. Some people never throw anything away. Members who have attained Geezerhood may remember using some of these products in the dark ages shortly after round shot was invented. I also bought some currently manufactured B &amp; G soft fiber wads.<br /><br />I tried both old paper and newer plastic shells with the 0.635” ball, 26 grains of Blue Dot, the little PGS gas seals, and fiber wads. The gas seals are small plastic cups resembling the rear part of modern plastic one piece wads. Various combinations of the hard and soft fiber wads were tried to bring the ball to the right height for crimping. I tried balls cast of scrap lead, linotype,wheel weights and quenched wheel weights. Brinell hardness readings were 9, 21, 12, and 28 respectively according to my LBT tester. <br /><br />In preliminary testing three things became apparent. First, the larger balls which engaged the rifling produced better accuracy than I had been able to achieve so far with either the Lyman Sabot Slug or the smaller ball in sabots. Second, harder is better for the balls. Third, softer is better for the fiber wads. Even the first loads with soft lead balls and inconsistent crimps shot as well or better than any handloads I had tried earlier. The linotype balls consistently shot better than the soft lead balls and the quenched wheel weight balls shot better than the linotype variety. Best accuracy was with the B&amp;G soft fiber wads at about four MOA.<br /><br />I also loaded the 0.635” ball ahead of conventional shot wads. Twenty eight gauge fiber wads were used in the shot cups to bring the length of the shell to the proper length for crimping on top of the ball. After the needed number of wads was determined, the shot cups were cut off below the midpoint of the ball. Although these were more work than simply loading with the PGS gas seal and fiber wads they produced approximately the same level of accuracy.<br /><br />Ten, five-shot groups with both loading methods and the quenched wheel weight 0.635” balls ranged from 3.1to 6.6 MOA, for an average of 4.3 MOA. Although I hadn’t fired enough groups to be sure, it looked like the best load combination of a gas seal and B &amp; G wads produced groups that bettered the 4.3 MOA average a bit. At this point deer season was at my throat but it looked like I had found an accurate enough load to use with a clear conscience out to about 100 yards, which was longer than I expected to shoot.<br /><br />But what would I tell my twelve gauge packing friends when the hooted about the pip squeak gun I was carrying. To check to see if they might be right, I chronographed the most promising load. The velocity 15 feet from the muzzle was 1,240 ft/sec for the 370-grain ball. In a coincidence, the mass of slug and the muzzle velocity are just right to make the energy of the load approximately the same numerically as the velocity, or 1,240 foot pounds. This compares to 1,190 foot pounds for the Winchester BRI factory load and 2,120 foot pounds for the three inch Brenneke, the only two factory loads that shot well in my tests. In comparison to rifles shooting similar heavy slow moving bullets, 1,240 foot pounds of energy falls between a long barreled .44 Magnum pistol and a rifle in the same caliber. This was a little less power than I had hoped for. But since the .44 Magnum is considered a reasonable deer caliber for woods hunting and since I was out of time anyway, I decided this would be my deer “shotgun” for the season. Zeroing for one and one-half inches high at fifty yards resulted in a group four inches low at one hundred yards.<br /><br />Part four will detail my adventures and misadventures in the wilds of the Balhinch region of Indiana hunting the wily whitetail.<br /><br />Note: Since the first article in this series came out I have received several letters, emails, and phone calls from other members offering encouragement and relating their experiences in loading slugs for shotguns. Apparently, I am not the only one who finds unconventional projects interesting.<br /><br />Richard Kayser called reporting that he and other shooters in Idaho were getting excellent accuracy with the Lyman Sabot Slug in twelve gauges, leading me to speculate later that maybe the dimensions are better for the twelve gauge slug/sabot combination than for their twenty gauge version. Havis Owens wrote about the effect of slugs and buckshot on deer.<br /><br />Lon Langle is shooting Lee 0.578 inch Minie balls in sabots out of a twenty gauge NEF Tracker out in South Dakota. He has tried several powders and reports excellent accuracy with some of his AA#2 loads. I immediately ordered a mold for one of the Lee Minies and am looking forward trying it out.<br /><br />Donald Rink from somewhere in cyberspace has explored the mystery of why much heavier powder charges are recommended for slugs than for shot charges of equal weight. He has replaced the shot in a factory load with an equal weight slug and found that the muzzle velocity dropped from 1,300 ft/sec to 800. He also offered a plausible theory for this phenomenon. I hope he will write a report on this and his other interesting experiments for The Fouling Shot.<br /><br /><br /> </div>	</div>]]></content:encoded><pubDate>Mon, 20 Mar 2017 02:00:02 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/3/55/the-.635-nitro-express-part-3</guid></item><item><title>When is a Bad Bullet Base not so Bad?</title><link>http://castbulletassoc.org/blog/article/2017/3/53/when-is-a-bad-bullet-base-not-so-bad?</link><description>		 This article was written by John Alexander and was published in Fouling Shot #212 - July/Aug 2011.I think it was Dr. Mann that famously said that the rear end of the bullet was the guiding end. Thi....</description><content:encoded><![CDATA[<div class="row">		<div class="col-md-12"> This article was written by John Alexander and was published in Fouling Shot #212 - July/Aug 2011.<br /><br />I think it was Dr. Mann that famously said that the rear end of the bullet was the guiding end. This pro-nouncement launched cast bullet shooters on a hundred years of worrying about the base of their bullets.  All knowledgeable shooters know that the back of the bul-let must be nearly perfect and perpendicular to the long axis of the bullet to achieve decent accuracy.  One way to do this is with a nose pour mould.<br /><br />Even though a nose pour mould cant produce a pointed bullet and they are expensive to make, and slow to use, thousands have been sold because they make bullets with near perfect bases instead of depending on a perfect sprue cut off technique.<br /><br />The theory behind our fixation on bullet bases is sim-ple, easy to understand, and sounds reasonable.  If the base of the bullet isnt uniform and perpendicular with the long axis of the bullet, when it leaves the muzzle the expanding gases rushing out the muzzle will place an unsymmetrical force on the imperfect base and deflect the bullet from a true path. <br /><br />However, just because a theory sounds reasonable doesnt mean that it is true.  After all, when people had limited information to the contrary, the earth is flat and the sun revolves around the earth were both reason-able sounding theories.  However, the theory about per-fect bases sounds so reasonable that it gave me, and a lot of other cast bullet shooters, base-a-phobia. <br /><br />Since first reading this plausible wisdom many years ago, I have thrown away thousands of bullets because of minor base defects after casting sessions that didnt go too well. Since being infected with this dreaded disease I have noticed other distressing symptoms.  My pants dont fit as well as they used to, all my hair has fallen out and I have shrunk in height. <br /><br />I have also developed an urge to duct tape up the snout of my neighbors barking dog and sometimes display other random symptoms of antisocial behavior.In spite of my advanced base-a-phobia, several years ago I became skeptical that slightly rounded edges on the base of the bullet would degrade accuracy if cov-ered over with a gas check. <br /><br />Subsequent testing of rounded vs. sharp edged based bullets convinced me that a little rounding if it looked more or less even all around the circumference had no effect on accuracy.<br /><br /> </div>	</div>	<div class="row"> 	<div class="col-md-6"> 		<img 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"> 	</div>			<div class="col-md-6"> 		Another of my symptoms is an uncontrollable urge to check to see if the bullet bases are perpendicular to the long axis of the bullets.  I compulsively line up the gas checked, sized, and lubed bullets on their bases in a straight row and visually check for any that appear to be leaning or out of line.  Since these are often 75 or 85 <br /><br /> 	</div>	</div>	<div class="row">		<div class="col-md-12"> grain 22 bullets that are over three times as long as their diameters it is easy to pick out those that dont have per-pendicular bases.  If the base is skewed, instead of being perpendicular to the long axis, the gap will be wider near the top on one side and narrower near the top on the other. This can be seen with the middle bullet in the picture. That particular bullets base was skewed nearly two degrees.<br /><br />I cant figure out what sometimes causes this. I cut off sprues with a gloved hand while pressing the sprue plate against the top of the mold. Although the bases of the bullets look perfect, after the gas checks are in place a few of them can sometimes clearly be seen to list a bit. Fortunately, most lots of bullets all appear to have uni-form gaps and I quit worrying about that particular grem-lin in that lot of bullets.<br /><br />Recently however I cast a batch of bullets and several failed my parallel gap test.  My labor in making this visual check seemed vindicated. I could see that they were definitely skewed but by how much? Being an engineer I wanted numbers so I carefully measured the distance between the tips of the skewed base bullets and their more upright neighbors.  It seemed like an impossible task at first, but after a lot of experimenting about out how to brace my hands holding the digital caliper I was able to get repeatable results.  Using thetrig functions on my calculator that hadnt been used in a while I found that the worst of the crooked bases were about two degrees from perpendicular to the long axis ofthe bullet  I <br /><br />I speculated on what terrible havoc those skewed bases would have wreaked on my scores if I hadnt dis-covered them. Since I had 28 of the defective bullets as well as plenty of the ones that had passed my gap test,I decided to find out.<br /><br />I loaded twenty five rounds of the skewed base bullets and thirty rounds of the good bullets for the 223 Tikka T3 Lite, an ugly six pound rifle with a plastic stock I have been shooting in the CBAs new Hunting Rifle Class.  The load consisted of a Remington small pistol primer, 5 grains of 700X and my 75-grain Mos bullet lubed only in the gas check shank with LBT Blue. Muzzle velocity was 1,450 ft. /sec. The groups with good and suspect bullets were fired alternatively on the same day under excellent conditions.<br /><br />When I tabulated the results the good bullets aver-aged 0.96 minutes of angle for the six five shot groups. The five groups with the skewed base bullets averaged 1.28 MOA.  This was a 33 percent increase in average group size.  These results seemed to indicate that bullet bases skewed up to a maximum of about two degrees degraded accuracy somewhat and were worth checkingfor. <br /><br />However, differences between the averages of small samples can be deceiving and often result from normal variation, not a real difference.  To verify that the differ-ence was probably real, I applied the statistical methodin Joe Brennans book, Cast Bullets for Beginner and Expert.  Given the 33 percent difference and the numberof groups fired we can say with a confidence level of over 95 percent that skewed bases degrade accuracy.<br /><br />That the skewed bases seemed to degrade accuracy was expected, but the relative small difference was unexpected.  The test results conformed to the theory about bases needing to be near perfect. What was surprising was that most of the skewed base bullets I had rejected seemed to shoot as accurately as my good bullets.  <br /><br />After I measure the extreme spread of a five shot group I then ignore the hole farthest out and measure the extreme spread of the remaining four holes and write down both numbers.  This is just a personal quirk, but I think it may sometimes give me a bit of additional information about whether the load is tending to group or just producing a collection of random holes.  It is sometimes useful to know that a two-inch group had four shots clustered in less than an inch.  <br /><br />The average extreme spread for the four best holes in the six groups with good bullets was 0.67 MOA.  The similar average for the four best shots in the five groups with the skewed base bullets was 0.70 and the groups were positioned the same as the groups with the good bullets relative to the aiming point.  This is less than a five percent difference and didnt seem significant.  The statistical method mentioned above indicates that I would have to fire 156 five shot groups with each bullet and still have a 5% difference to be able to say with 95% confidence that the difference was real.  That the best four groups were about the same for either good or skewed base bullets intrigues me because it seems to indicate that about 80 percent of the skewed base bul-lets shoot as accurately as the good bullets.  Maybe only bases that are skewed about two percent or more are a problem and the easily visible, but smaller, skews dont degrade accuracy at all.<br /><br />So I have proven something that everybody already knew.  Was it a waste of time?  Well, not for me  and it was my time.  I was glad to learn how little the skewed bases affected accuracy.  After all 1.3 MOA is good enough for head shots on squirrels at sixty yards and far better than the accuracy I can get out of some of my other rifles.  From now on when I am preparing similar loads for hunting, plinking, or offhand shooting, I will con-tinue to try to produce the very best bullets and the truest bases possible.  But, I will not throw away any of my hard earned bullets for having slightly skewed bases. I will also skip the laborious checking to see if the bases are true and spend the time shooting.  For bullets to be used in competition, I will continue to be as anal as cast bullet shooters are expected to be.<br /><br />Of course these findings were only on one caliber, bullet, and load.  Although results may be different for other situations, I would be surprised. These tests clearly show that, at least for the load tested, excellent cast bullet accuracy can be achieved with the bullet bases skewed up to about two degrees.  This means we can relax just a bit about our base-a-phobia except for really precise shooting. <br /><br /><br /> </div>	</div>]]></content:encoded><pubDate>Fri, 17 Mar 2017 02:52:18 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/3/53/when-is-a-bad-bullet-base-not-so-bad?</guid></item><item><title>Sprue Plate Wrench</title><link>http://castbulletassoc.org/blog/article/2017/3/52/sprue-plate-wrench</link><description>		 This article appeared in Fouling Shot #227 Jan/Feb 2014 and was written by CBA member by Bill Duncan Coffman of Cove, AK.Sprue Plate WrenchThis all started about a year ago when I started casting u....</description><content:encoded><![CDATA[<div class="row">		<div class="col-md-12"> This article appeared in Fouling Shot #227 Jan/Feb 2014 and was written by CBA member by Bill Duncan Coffman of Cove, AK.<br /><br />Sprue Plate Wrench<br /><br />This all started about a year ago when I started casting using a 20-1 lead/tin alloy. The soft alloy was used in an effort to come up with a breech-seat bullet for use in a 30 caliber wildcat.  First I lapped three old single cavi-ty Lee molds to get the proper bullet diameter with the 20-1 alloy.  The Lee molds are gas-check designs, but the idea was to determine the best as-cast diameter so a custom plain-base mold could be ordered.<br /><br />It took a number of sessions both casting and lapping before I started getting bullets that would shoot well in the new barrel.  When I had the correct diameter, my casting efforts were aimed at producing quality bullets to see what the rifle was capable of with bullets from these modified molds. <br /><br />The biggest problem was tear-out of the sprue cutoff.  I tried tandem casting using two molds, cool-ing the sprue plate with a damp cloth, and waiting for long periods for the sprue to cool.  Unless I cooled the sprue puddle excessively or waited a long time, the sprues would not cut cleanly when the sprue plate was whacked with a hardwood mallet.  This casting method was, to me, slow and tedious. <br /><br />I have been casting for a lot of years and have read numerous articles on the subject.  All the infor-mation I have come across describes the method for cutting sprues as follows: When the sprue puddle hardens after several seconds, strike the sprue cut-ter sharply.  The problem I see with this is unless the sprue puddle is fairly cool, the shear stress applied to the mushy metal is high and tear out occurs.  Another draw-back is that one is delivering a sharp blow to a precision tool, not to mention heating it up, then purposely cooling it down.  <br /><br /><br /> </div>	</div>	<div class="row"> 	<div class="col-md-6"><img 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VGZJBYxXkd4iqZm8wjl3XGOcdB+FAHTQ6vbtYm1UvMy52zgDGPz9qnsNQaVP36K0cSEbyeRkccYrLizpmhWzq8YilRBsPB4I/nUlvc/b2S3hlUK6MrxgEhD2BPTPegDZZyk1nL9qVnMbeU3Hy5J4qwklv58Vo8MCyuWkY+aemCf5isvykmkjgWcKbYbZH6bSOwJ4PXtV6J4ZLyOSOwRHV3Uybuo2nnNAtSnplxeRR4luEcvK5BGCFDHoeKdDA0k7XmUcu4eTYcltnAz6cVVbTSjbWlkunYhy/HfnOB6dau281xb23ktYr+9DIj7uGOefegYNK8V6x+zF2Y7YfM+XyzjOfpTrOa6mne8a8RlijXenA3nnABx2NMsLi3ulMlzY4M4yEJ4jIyMfj1qNIo7dh9qjMbjOOMmRMfdOOw56UASg3Nz/AKW8rKTIEI29AT29R71I8N2E8izaGNXfcrRNuYkexGKbdX9vZxQ2VlYq4mAnebJHlgc7cdwc/pVeylJEtzGm5Y5cBVOCG65Ge1AC2mnzXc7CIKsUUYEZfhiB7VbltftZV5riFxcfJJGpyoA9+veopUeYvdyXciFmLyMg6Z/hyeD6VJe3Uaww3Gl2AAkIQQo2AGPc555NAtSk4UxMk6jAlBVFPMSAEHvzng81oRXfl2RmE7+Zdqu1QBuQg8gjtxWPcQBLtoYbgyBu8a8IP4s+vJq/ZC1fdeRRJLMRxBKccnjrx9aA1K26SK8luY2YAPu3kY/P0puoCORBE0TyrJ8+APk56kkVJc2McsU1i6x2yxugkVDkuc9QM+1VZHkjxZWduqQBChkORz6YPXNAx95cEotyqpsIW3wrZwAM5/MVJHqcyRqp1UggAY+Tiorawjg05o57iMmSXcBgkNx046dP0qJ9DmZ2YSHBJIzs/wAaAOrjji83y4roqZRvDFs/N/dx+J/Kp7dgWjt1jSeWJNuxkzubnJ/LFV3MMaq5jlJmdSvy4VDjnntzSbbvzobggCdV5KMcknr+lArFb7TJaM8aofNyBsZs8d8enehZBMTdLK7SL8pVAcBB2I9fepd32fzZmCSRyEKHZcuozwfbqKpWt4I1kuLNVYrujPmcD3OO/NAWLKXFw8yTWsRUsWZEz87DaQeODVVVmEUtu7FppgjbQ/zrg55H+NWrSZrSC3v5EaSUKfLVB2JIJ/nVeO4uZNTP9lW4eeQ/vjIvCpjA2+negLGnpzM0atexIkIIjjlVM7j0bJ+vWq8xuNYvRDCkqQ20m12jz89SzXyWMTJdPGsUTlVVQGxnPJ98D8zWXHqX2O5RLS5lDahNnleNuOo9qAsaSwf2hJbQRlmW3BSQRHLA47kd+KXTrdLYTx5dWaQjaB8wAOAc+/NWYwFV7uFo7dEfKlePMB7t71VlmaPUB9lR5IJFLZb7xIGeKBNGmkNtdNcSx2fziLYskuCFIABIBGcg981ShWGKKOcX1xdXMrbdgBChu2RiqWh2s95FcStPNGAshG9zhhnsPWp9ItxDp0Mkc4eSKY/Mx4KAA9e5oAa/m2rwtbvsuZWxMoGGBB/iYf1olcTyTtFFtnicBiZA3J7/AF4PeoNNunubi9uFhabzCCpI6MAc49Bmo5TPGs1qkSxz3IJZg2fxB7HmgaHx37/Z5Il2TTpJ5YRVyx4pbeSVHju9zrEA0crBT8jgcjH41U06NobyNhATHE++SQnnOPXvVO81P7SsiaVZ3kkMchEiqON5POeaBhbPa3OnEJdqNjs+5RknBrxb4i+LtPudSuLgj906BN6AyAHb0OB04r0bxtqo0G3XTrVViuWUtIQNuATxjHXivANemuFujK+PLkXBP8OfpQJq557rd3YXZY29zcylclI9rBB6YBHArFhAlYRahbYjY/MDzgfSvRLcaYJHaexiKsOSiDP5U8aFY38+6CGPYwyowA340Any7mVoGv8Ah/QLJ9PsSI1mx5nyEZIz6D3ratfGmhsywm7Yk4wBu64+laSeA9FntyTEwbGT0/wrmdS03SNPuClrHlkOCSBx1oB+8dfF4y0awQtI3UDkhu/vir2ueMzNpA0HRLiFre8YT3F1ECJNw4CK2fukHkc59q8ev55ryUQBgFBxjp3r3nwF8NdD1Xw5ELprzzmLbXiYYB7celArHmTwTIeJ3XBxirtrbOV81GLLnmtXxP4F17QpHili3+Uu7zUYNGRj19etYtlcz+R5EsTRucgAjANArE17DFcxMj4wOCK0PAvjnxP8P75ZYUk1HSAD5lncTN5SjGMgZ2jrn7tZlntmkETCUTlgijGVbPHJNdXqWlxWemPbzRKHlQB6APcdG8c+EfHGn2dn4b1q3jufKSWZVUidZAPmXkAleevT3rVgguLqCazlBg2PI3mJzjj0HT618a2Vzr3hXVv7R0q4eN0zsYOQCD2IGM8V9A/Dr46ab4umbSvFslvpV2ICIngjKRysAAATk8nJ+tOxSOpuLS2jt4oreSR7m0Ja4lZ8jY3OffjHc1Jq4Et7aWEFpb2dsbkkyJgF12jIOMYGfWrTae5uJLy4URxzxrEERuCNoGffp+tUY7We4mS4gjkd4ZNuc5UL6gHqeaQy0j6f9gurieYuJE3W7ZykbZ+bjBztH06UmjSxRSwxeYyLcOrRzZwswB6n2z1zRdG0j0y9SbbiLdHGqDomcFvyrN2TGztJbNeFjEUIc4BB4yD/ADNArHU3cTzTCEOCkgIUDq3POPbIPIq7d3Nuk0dtFewLPjATcAmMHnGetZc819CLWMNbefHCPLHU9Mk+/emW00DWN1fzRM9xvLNuiGI8sOncDPFAzfnhW2kjlSbbDLGjM2P4j1Wpb6Nimn+TC0caTb8nkEA8549azbm436dHLATP0DIf4QByfpT5dYlv5IxZvkS7UXC/KuBj8Ae9ADofPWSa6bf5hYExlCuztt/HrU7STK0l00CsyOwaIjJRfQH0pbO4gkjkEcm9gcqPvFx75qIJdTPObgJGLnKyAN8y45yKALEqxKIJ3wZJ42OxlwFXOOM9cVBYpbl51O6OMycu3QHHXGPwq008SWMMlo8TzWu1VaQbhsHXd6Hiq8U4lbz71FihIzIQNuSTwV9s4oAmB86yj06RVjQuZCxOCOPX8KqX3+l3zMtvOLeNIjEUQqGcDnnFWdUuVilSCGZJ7lcSqAvyYbggn2FRW8106XNu7wjbGUhETkgk8AmgRBb/AGy0Mlw8Kxk/IY3hI2jr8vp0pPJMZW6kkihkuGV9oh3BjkAhcHgVNLPdiBp3w8uMSq/RSBjIH4frUWmNcT2y2kLCSBkw0oQM8Yzn5c9DQA66to/tz3Uu5Jy+ETbgMTwSPpmqepyLayQzxh5whxiTON2eTyO3r705h5GpwxRG5uXjZjG05z8wHzEjp0xUuoGS9BjhjDuV/wBWF5HrgdOvegZU3yrZyyCOMJM42IrgDPBJB6Z61oRx28kayOrMzAMSF6k9+lQRR28F1uuIH8mFhuReRvKYzt6d6mXVkhUQi0B2Dbnjt+FAG3cQJcxR2oaTzFj80bCBtxxg/mOlLepGzNawxSOtzjIIAKkfWozDYq5vJ5mXydzKFB+9ngn1GKiDm3vmurl5BBNIZFVSdy5GP8KBalUy3aWB02zhjluHyWMo4TOMBT+Bqe106SOcAeWRHB+9K929D61Jpz20Qa4RGaMMVaNzk7umcnsDSCKVU/s+3uOTL50mVIyp6gHtQGol2kzXqWzyHCx7WaM9H5PGfbHNWLGO00r7Q8s7mcKoKtz8p7k025e60a2muFlieWVwwAj5A4HX8Kq214qSXeo3EP2mW5CgIFwF7Z5oDUe6QPFLcLEgYK0u5gBlR0JH4/WpGlQWECNAoiMW4y7e+f4e/epdLtzFIFJUrKyzsCOg5yPf73T2qKZ57fWDOkqGCUkspGQq59KA1LEFyl5C9vIZCWwrqvHA6dfemWCxWGrm7a6JQxhMuCzZCkfLgcdaZdPtuIAsv+rjI3Jxn64p63M1jpb3BXzJ7hlKkDACr7H2NAWJNR1aHTV+xyzytPLhh6bDxgVSnuo57SyjgjZbbIBZgMscngjnjFQxkXc73tynmuIyVIGFwD09OtT287RaNCySRfKC7/u8FlzyB+VAWKNpeSxT3OkpIojA8uNuwAB3EfhntTLy2uobOK1thb3LXKmKJpsnGeQfY06C6tr+xvtTjyrFWwGH14A7GpNMjKCF50R/3cci4wMfKDj2PP6UDM+7uooLRbKS/VHEYjZYw3zEde2OtWpQ8VsRG0jCONQUyMZ9SOKnNheyi6vxNDGFcsoJ5CdB9eaFureYC2nIe4eELtCYG5QcnP8AWmI+f9Z1S8uruZ70jJZlBUk5AJAPNeY+IvDWv+IJ5xZzskNhAbwjzdoJXIxjv1r1aHw4Zp55mlCQQMyuWOctzwPyrMlhhgeQW8LIqRknLZ3N1x7ikNXPILG/8tRBfbgwyMjnNXLe/QS+THK3yH5SM5rR1rRI3lMEbBJJEyobv1/I1yUuk6jZXLAIchuq8g0A0up3tl4m1GK2e2lcOCvDEncP1rlNVugpk+Yl3Ykn8an01rxHUXmFhYcnHI9KqXehX7u88bpKpYkYOOPpQKyuVtG0yfUb6NYkDYbkFsd6+gdCvZrQw29uxiRRuZDkJgHk8HFeb/D3TfIhlubmA4MhAx7D1/Gu1jmjuSMANg9CR09KBWPSIGGozNO7D7P5W0ov8TA8jB9q4rxN4AjvLl5NAMKPIcRxH5Qx9uOPxp1nNJp+bSeItAp8wFWBK/j36Guk0y8zM8gGC8YA3LxyeKAseOX1jf8Ah+Sa3vrcw3EBIPIZQfqD71Te9mvJVjlnkbjnk8174LkbJLOUJK6/I8ZjDDJ9+lcV4g+HSvGLzSowl3NucxM/B57dhxQFjzaSxSbhJCR/dJxWPqWjCIeYh2t6+h/KuqktXhlaOe2KOpKlSMHPtTpbCOW0E0Sb1LFclgeg/u9qAsWPh58aNU8KRyaP4mL3NqyhYZyGlkj5PH3uBg9h2Few2fiFLvw/YXOlXFtPHK7KZsMGJycjnB9O1fOVzpRLGTaHU/w5xWIk+paHex32lXDRS27CTGTjjnkd6B6H17PpyNpklsskNrI0QWR8HBQ9BkA9Kzorq3hZbFYo2WCAxI4X/WNtwWOcdDnHSuP8FfF/SPE9lFpr+bFrNx8lw0oAQnPVfToeldQLp4kke8mT7NAwyRFuYgenrQBatLm689H85fLHQAncuBjHp1q3IZTos01veXBYsscvmuAFYMCcfjWObtrwm08lvKn+aM4xhOuD79K1L6906K0Nq9o7IApwBjJyOT60AXbmdIXt4RIxVZDMFPTB6CtHzVS0iiKNJI029M44POM/mK5m+n89/tc08iNMRAI1BGxPUnp0rU1G5t7e1tXyQuCIyiEkkY7UAaGnxXNgGB2Su7hl5yygda1pmfUC88cERdw8ce4fN04LHoOvrXKaYNjw3TOWjt5P+BEEc/rW1cJBHJB58rLayGXeAdrFdvP5CgC5PbW9tZCK6kaDzIWMiQ/8tW6E56HB45qRXeG0j3MdojV4lY5ITIHPbNYaXoS7MeJXt1RjbYJOE7Z962rKSJLUJgfP984/i60DJ7ydXufMtrJUvJ5n3SEAbY8Z7HOarNMv2xp3Jlj2KV8zk7hTdQntYdOjvIUkAG07yCxYtx93r3pk/wBqubqd49rzeWgI6IFA7Dpn6UASWiStZESxGTzd0g+YYABIwcn3qpp8UkNh9puNrGQM0ZPOBj9KXSbu1lMsTRzJsZU5BPJq3awSW97KSIwYyPkbBBPoO1AFSOWWHTY1iu38uViZfKYgEcZwDg9M9allaGxK3S3E0M6Rq8bp0Ix371YlJMk0p+WJ1JkU9VJHGD/PFVbW2kS6S6YbmiCtuLb18vHTb60ASSywRzyiITAzqjqZ8EZOMt8vvnFQtOqsV8+RsHGRKvP5mlvbJb27Ekzl4JG+YoCuPl4GPTNbMXlJEiJaJtVQBkA8Y9cUAaYTym+0EARglBnnC564PuKrSbbtpIBMjFflBbhR+I9qatzFaJbxSRSzvOuJGGMKSc4/Wq94sqx5TyPOf5gsbH5fY578dqBWK4sJtS1uFbZmWGJAdxB569MdeAKt3E1xKz6xcP5UaSCKNCoVyVHp05xTUtLqW4tEdGW3fdLKcHa+RkDPrVy4+wTyf6Dp3lwxDg8ld3c5z1oGQ6a73Be8ZGYvGVxs7+tVtItGNnbRXl5HISHk2xcsW7H6CrDzG20/7bbyySbTsAQc7jwfwwabbKsccl81s7KqARqB8wz1z2/KgmxLKZpreJdrvKgdThMFSTwxA9e1QeUJJYFeHJZDGoVyzKc/eK/0qSNfONq0NqvmuvmS8nICkDH61BNexrcqbOxkBgnw5YfKzY9uaAtYvwLHaWzosscbo2AWPfuf5VBDcNBa3Mdwn2q6STMIjPAUnnt6e1Vbm+vI54WGnPKlwm6QRckH0qzbaitsGZYRGcuI2dtrAenpQCRV+1wuP7NTCGU7X+bop4P881VvY4YNUttOgYYiiGFDbv4jk/Sn2dyJYZNJSzj+ctN5sjfMCeOgpunWlxZQyCGRA0EZzt5cjrn6UDsTpYgWF5q01xGrSHGCcdCQSB05qpcX9rqdktqE+WPA37sA8YI4qKWa5uzJDHNDI8wQsjseGPYYHJr0Ow8G+HfBfgm88X+NZY7aWe2LWcEg2OZBk/KGIyeOnvQKx5pc69pGh2wlhg2tBy+ZQ5dsYOAa8z8QeKL3UpndEeOMjYFB525JHPbrXIeMPiFJdeIJgQPsqXEgiaNwSRuOC3YHHpUsHiXSr2AmK9Rph/yzVwzH8B/nimCOksorS68HSkalAt4bkH7MXAkZQeu3OelZF3EZo8xRuoIGdy4x/nFcjriWWqEedMLWfrGZBtP4ZrndS1PxTDbm1t42bAOZUJywx0pFbjvH2sRx6tBHCM+SVdmBGGbBzWp4cuUvIhcBSVkzwT061569teXDhruQjn+I9K6/w9DqAt4IrC0ndCQpmA/dcn1FApG3qemLPG7RlFYD0ziuZstLvbm78iw3FyxBcKSAPfH4fnXo2m+BdQl3XWr6jC8a7SLds7ZM+vGcfSvQ7ODSLaC1trF4I4cAPtP+qbHv2oFY4LSrKNNKexgnVSrrkqdxyOuR1oCxkLBaXEbsrhnZQNp5z1rur2x0q68kW9vahljVSS3XHUnHesDVtP0mzKm2SY20rj9yigkNnqeaBooR3eqSr9nt4WG35nl8vKSqey8Y/wD1GtKzvY7K4V7qJpHU5ikV/kB/Hg1AqQwRJ5duv2Q/ex0Qc5B/n+NWrG2EkJeK+EUMS/urZh88nsKAsblnqrTqJ2DeWMO7FQuSee341qWV2JbiEzSRxwqfvvwBnoSa5y1srt7iC7S5jjj5Hk5O4DpjHqK2LVLxwJPMt8YJJLHIPocUBYt3uhadrtp9ju4dx3Yjm5XAH06jr+deb614C1DSQ15aX0V7GHI2RKd6D1IGeK9StsiRJ7gXEjsfkeNfuD29v8atyM6SCGKEncgfey9CexoCx853t7bkJBJbuW3kbweAfeqF5pUU9qJd6bpAcBck9/8ACvdvEvgvSNbt2eS2FrdKxHmxLuZyemcngfSvKr7w7q+iXLwT6dJtX/losZ2t/wDWoFY8zvtIlgbeuVZTkOAetdj4R+MF/wCGrePR9cie6s1wquhUMoGeeRzyfWtQaZYapathkil5BQ9CfauT1nw0lvueFGLg8gJQP1PdNB1m01+yS+sZWuIpSGVIyGKZGfmweD14qxpDCfUrjUJZTLLIpRFH8K7s8jp7V84aXf634VvTqejXTwSgnKgEZyMc9a9V8H/FjS/EFwtvqxXR5whG95AFOB6n1NAW7npLPcXs/wBrnuFWBSIVixzuFasl0VtIRJPAzz7hEysMR4ODuP1I/KuTuZ1stI+SY3nmvuHlkMTnr0qtb6jeeaz3ZwswCkuwGw4wM/hQB2DapbajcJcWv7uG3XeS7ALL2wprQsdR820m1SRVUIWEKcMUTHAOevWuPHlfZbWxF0rbYyCcjaDvz8uOTWtPrE1rZNbrbLEGQHLHBJXn9aBnURXNxcWAurtkkCumzogAPY4HNN/tI20Un2K2kMsLiSSQjKk9CB1Gefboa57TNYE1xbGJFwse7O7kv2IHTINWbDUf310DGXQzGQxOcZbpnj86AOsjktZp47xHRtymMZl6jB5A6d6g0WwkQ3CxXDOYMTMxHBXOTWBPezRl7G0E4kWND5u0YxnnH16fjV7TLx7dDdmeRfMYxsq43KgPPWgDYtmVL6aO1uoraThmMmCHXGTjPTk1Zu4beK4j+z3UG61ybiQvnLdsVUjVLtpEeR7kxJ8rEDBzzhcd/rTw87s9tvMjRkRszDBfnOQBQBPJHNqccNygLRxsryKRyWJ7Y+lVtRdo5VtPK+zoylhk/wAWcHk+vpViGGJFuZbhQB5ygGX5UyCOM/lUsXlwq0b+cbSU7pYkUFAP72Tz9KBWKtveDT7KS4jlRlhcY5GZGIA4+mf0qZdR1KZRLGZFVxuUG3HAPamXy2enuiCKKWDblRKdoVjn9cVWTQ2Kgtcx5I5z1/lQM0HhMBt3ub1cs6MIwAWBx97jn/8AXUiREXaSNIs86FjIenzkf4Ypuoxv+5lgtwJg24N1JXsOfwp4g+yarBduWPmBi+Vwr8H09zQKxoaVFcSRqkjx/u137cqCSR0x7Y61lym9Fm8MN0qI0pd9igDd2GKkhgk1C+SeMvHJHGuY4ySApz1I/GnSRG11LyVnIjjjM/kbActnOaAsV2t5ktRE88gd5BkgE7R6YrWu08pZI47g74SMwLGelZ0t7NKztdjDLKCoB5YYGDgVovOtzLPO67VlHygtgkngc9aBNIp6hJLYw2k1nfBZriUeZgDIXuv5/wAqltITFI0yygSNICVI3Fh13E9ueOajlNlaJFHOEdl2Oxf5duMZ5+pp7yLaxs/mbHu182Enrt6AL/eFAbleWCbziIJWgYyGRZGPLZ4OAfYdqo6jbSTXi2cVqbiGMBmUnIJbocfhRdx3ccUcszO1xcAukRPODjOP89qsWcVxC4lSJ9iq/O/mTcOp74Hb+lMaDRrKGeSe+ceSsUbfQlcUz5GhnOnTBWkRo58Hpkcrn6YP41KY5JNHS3t75/MjPnSqY9u8Drz6c4q/4b0TUNakCh0W2J864CxqAkecFsjk0hjvCPhCXVLSK4vS1tZWirLNIG2jjnhgRySO3evEf2gvGvizULv7CfFN5qGl28siW9tIc/ZkwAvJ5JI717L8S/Hun6NpzeGdAuwtpap5aiMlfMzg5PfrzyTXy/4p1CTWbsQrIWaSRi7E8t/+rNBLMbwb4Yk8VXX9nR6LPPdPKGkuAjMsaHu3QL35JHWvUfBXh3wBomr+JbWy0G2F1bzwx21y+53xukD8nO3jsT3rjPD/AIs1PwhFcW+llpL2+QQwumAUI7kYIf8A4FXpPgixg8GaJNJqpivL+/mWW4eZxuU4GATznktQCRu+I/hx4T8V2yf2xo1tbvApVZQdrJnkfdIPOK+avG3gPxN4cuTHb6rdpbnC5Ckg5yf7x9K+sfCOnap8QtZfRtEtWvRI6NLKhG2JF+8Ow6Vy37WXhHw74Q15dP8AD/iILNFBE09n5JwHKtyWYnGRtoHsfIv/AAj1/FG0l3cs2MknHP168V6P4MFpb+GLdJLtUCKT5Tj7x3HGP0Ncxtu9UuY7GytG3zMFlIbICk8tzx/+qvT9Et9EtLZdCf7NNJbwoqttBZWC5/X60ydWOsNWlvJ2sUiluN2AOCoQY7EitPUIJIIkaKKbMmFZQSePSsyz0ue4UyWryIQzbnQnPXjj9K0DPeRxmG3VhJtByW3Mw9cHpSKsVft8sasnlFF/gwhII9elWTqGmpbtFdXw+0sPMChSxJA+U5HSi3t9YiVjFaZZiCFbBwvqM9RUlr4fMpWW5ChwDuOwEgfSgLFCwd7wItyphaX70LKckZxzW/FbQx5GSTIfLhcgjy8fxe340k3huaa/3SW/2W4jjBWISbtwzxzn1z+Va81rIsyJDH5coI3q3Y/jQMbZ2JiYj7Ozykqol80je2OuPrV6ytBDNCsSRROcn5drEev0q7EphSO4LhUgAEqsow/Y89ufSrdjpEoMN8IgjFtwTghlJ6g0AUp7yWC3mikGwIQRLjPGQMYArUvUWaNJrfer8ExqSfk67/pU7bZZfsslodzneuI934YHWoLq3hlIaxuQo2hJJFOc46pg0AMR9JDlZlMuAGRyrDcT7fpVVrO0mspBcwB7kod7O2MjPQrVyd4I50W4TYojCxbk5OQMDH4dahmiljImhhUorEybj/DjoSeaAPM/GPw2+zodU8LljE+ZFtljPXqcAn+Qrgw8qs8V9A6SJlWSQYII619JJ5Rgje3tiIbkbE5JGe+Ceh9xXN694M0jWIlil0+NLiRmxMoyQA3JJzzQKx4JqGkWzw+dAoZm5IHUVx1/ogcErEWGc9Cea9f8VfDzX9AZtQigZraNvklVgVKn1GeK5DaZJMzQlCWIAC5BP1oJuc/4f8ceIfDl2iXN1Nc2YATyW/gH97OD2r2TTrzRfE9ik9tcw3WE8x1L8rg98/jXn+reE3khEi2irkZ4A5461xsceu+H7o3WkzT27q3zhH4YDnBFBej1PoTTLTT2kR5ZcNbDewCknr0p2sa3DJI6JZMyqXZyASAOoHTjkV5/4Z+LGnysYNbC2VxIQrSEk7+uOi4Hau5t7wvpiXCTKA0xYhVDrIDjHNBN0iSwmu3urN1XyYo4jMFAznHOM+pq5p095Jfyt9owZJGZVwOD6H8KisDO1vc6hLKN6MCDtACjHQdumO1SwXFva2739rbpc3LuDHhiowRgn69aBp3Ne2uLlL9riebZbEGONN4PA5HHX061esrq1+yy3FzcpIoVztxgs/bOOTXOLJKsKXJmBeYbCD0yOcDPFWRcot3JC8kYni2M0KqMAnOMkepoGdLZXt3ZWgVLpo2aRcR9MAgnnsa0oLm7lSOfCQSoTmTcCZSOciuUi+0zRqsz75kPnSDd9wjoM98g1rWlzPLD/pch2rhchcbeeBx6mgDoZ7x7+0iaUnfMWmCycgtxjKn1IFP+1eZttjI1y7JtbD7VQjgLt9vWs1U32kzXBdpUX5doyye2B0+tW0jMRtvs1qRcugXBPzc96AFvI45j9m1LZcLCu8szBgTngYGemf0pn23WjyLacg96t3r2wufNVIxH5Y3J/wA9Gzg+/X+VMaZySf7X8vJzsyPl9qANCRUUWbW6bTEyo7EjLNjvVWH7SrNLJkRbyZSxyVz0ArTjMD2JH2eIyRPhmwACeeagke2bR5I48kMighmAOc579OPWgCJLq2gaK8upDGhLIVj6vngA/QmodRilu5IrixedQ0iwSbiAVQ9W/Cq8F3byX0E0emLNHbY3PsGc9uc+3NWJru+1K5MlvIka8u2cg4zyOO1ArFx00wwj7LdC5g5BdvvNwcHp64/KoI9RNnoFrAsPn3IbqeVxn5jk88ClMVzE5hgMKmNym5T8nK54x9aoorW1u8l3I/lxhVjw/Ib2FAWJIgHvReTyj99J0Yk4QcfrxU0swgkfzAswlUpAFGSoz3z0/Cqf2aeaZNanYyiNVMYz12gZyDz2FPutVh09Yb+4ZZ1WTztiRsxVfQj+lABffY0nREupm2Z3dyp9Kqfb2tvEMP2y8EdsLfb5SkkuxU446dadaNc3OrSX1wkabt23A6Dk9O3X9Kh06wk1LUHuLWSVkjAVC2QcHPT9OlAG94Xnl1d0hs4VkSYm1AYc/ewWP0qx488TW3g6B/D2l3YV0iJuDESMkg5XIxkfdrp7zUNJ+Gfh25tb2OI6xcwPjykDCONlOGzxhsjtXy34z8SQSzyNvmdpBti4Oc44J/WgVjO8U6+2pXEkEM0ryyZyS3Iz6H6Vhm2NlagE73bBO7kgdfz6Vb0y08mFL+6OZBl1BPQ981qeHo7Tz21rVo2NrGcw7hku+c8g9uD6dqAsa/hfwtb+GdKm1PXYYpLq+hW4tVIDlEJ4IyOD+NQ6lrFvdSJaad5873DsVLjjGR/9esXXvFljcTXM0fWGMqDIvOc/w89MV3fwY8DXfiG4gvmhPlhFbeWAIwpb0PagaPRvD6+I/gv4RlvdG1CKbUrzLBbuRidrDGQUx0zxzXzF4s8SeJvEfiH+0dWElzfQlXdZJCwZV6ZLNk+le2fFbx6df1qX7IpWCCNYEBUgDHHAzjmvHJbBJ74Qf6zADZfnDHuD6igVih4M0OS6nm1mZdscSl+wBIPpXemzsDptrfLsjkmQkhh19xgE9PWudtl1CJYdHibMRbc0hPLKeMMa3Y702DLDAY5JImUOXGQuD0HrnkcUBYige7t0ngtoXkhUghujAdTVuMQSE2VvHsuZjvzKODxyAVzUV7Nc6hJ5paCNByNmVY07RlEV2IHfAdjINqkNg8YBxjNA7HV6VakpDPa3McpVPLaKYnaxwAcAD34rVttNleeaWytYjsHlsrAYyRSwTQQvBDaQRGQr96VMgHoenSt6HTzGXmmkhDlgdwPDY6fU0DOfls/sLi5v4sXsJBKEZG3sD7VpQ6beW8ks1xBbM5hVnR/mKn1X3ppheYrdB0WMx7TgZZ33Hhh3XFaz2sb3E01rCjrO28s4+dcnsf5UAUPs0oiEi2pliuI9yeaAQDjkY7c0tghjEhbzgmQWR8ZX/dx2rRaLMsmnSzsjldgMbfNjHJz0rO1xoI9EkCmWEWuBv7yc9cjrQBA11plwxlt7u6aZE8zIwFXJxjPXPNNnjeWzjeJWScygyqowm3PIFc9Za/a6PrVp4XvJP+JjeIbqNGRjG0RU9+mcqa75IkKfabSVjNJHuMTMCg79BQKxhXdqVlItmXfGy+Ykx6oRnjHtTra2NuszSwXM1v5P7nbgnfnktnj/APVV2eylliS7MUQWdGLPkA/LwcZ5/DvSXL3ccjWUKqsYOVAUkPkdOP60DM+yusCQXm94/KDRoq525HGB2NLch7t4LfTlaKIIXaaT5Sp6449TkVoQsLPTHtrYsJpSXJY4Dc5wfb61mTPdRmGQMh8mVZCjAlXAOSOPyoAtCMXMkemrGk0kkZOJeQ5FcV4y+HEV2EuvDot4boKpeCT5EbOc4wvWu6muAYm1G0i2SjH3cKRn9elMv79ppkN1EEbgq6cce/XmgR4ILi6065a3vrcxSxkq0cq8enrUeo6bp+ojdbCMOwyU2gf0r3bxro2k+J7MJf2wUAhFZVUOCBjI6/nXj2q+ANe8ObLy5WO4tZCfJkifc2F9RjI/LmgLHmWueF5osn7IityfugVU0DxRrHha+i+1Syz2avl43YttHTgZx6flXqkF1Y3sLW+oqDwAjqnPPrmuc8R+Cbgo13amKSEqWyHGQPpigSVzotM1q18V6VcGz1DDz4IjRirKncEHjpXRCaG1SzgJXyYoBHI6feL+gz1r54n0/U9IvTd2LvG6EkENjn8K77wZ8SLOVk07V1f7UqEKWjJjJA9ST70D2PVtNuZRIjXKKdgYJGByDjqfTiqphvGnkM0vl749oYN83FYU/ifS7FlvriJlmfJOE6ZFS6Rqtrqs8l6L2afzl2Ku/kY9j0oC5v2V/aTSTLA00zKVCMg4JxzuJ961RqUEd9FBM0jpDkbY+Q5PTg9axILIWkDJDJJHiNpZPm7joOOvWotJuIDa2rwSzbVQKsjfeU7icj0oGdvp17svVEpeNC5Hly9WIHQjpWnHqtk90k0lxIjo+7y/4di8H+dcbb3crvP5cxmlD4Zp2zhu5HfFb0WqOunyS3CQJcRLvJiGFKDjHXJJoA6NIHjmLzBQJmypJ52EZ/LPatKW21cyuYNM0xoyxKMytkrngn3rktNujceY08+64kjyVcMygbhjH4Y4rQe/11WK/aQcEjhjj+dAGqqWlyt0yS8WbGMliAWB5JA7nipL6WxttOnMkcblnDbt33jxz+lU4pvtTiD7LdSywfvFkKjYDnjOO3NaV7DeSXKXEjo1nIm5lA5b2HH0oFYoW92r21wqRt9maZt4wRgA9iPatCOWe1to4NPSIWykyEMdzEenPPSoY2DJHBEu1QHZR2UY6n3wOana9u541VUKWyOjtIy8OyjkA0BoRzy6hHE0tyLdWGEUIwK4J69Oe9Vry1Rocwpny5RiRm7fyNJPr6W2yC1s5cBMu4TK8nGOT1zin7WeMpfxtA8QfyQ/y7WI4BoC4lzJqVwkcOl2tswh3vI00hXqe3qevFQWy3lrbtcyNFEQTJJ8wILe2eprNiGvqs0V68WxShfYpBYYOcfnWnpljamWF5LgpGOQVYYyfcg0AR6SJZdO+1TqPNvFUkA8Oeuf1r1TSYdO8C6Amt6sqG8ddsKM3GMAFsceorG8CeGdPvt13qdzHHp+nARB2fbkYOMH6kV5P8VfH0us6zJdvcRCKBDFGAABtBIA6+mKBaHJ/EPxebq9uJ55t8u0lWznPXiuAs1lnB1GYDzH5YHjJFVJPtGsXv2uQkqGCgYxwDV+aMXE6WMKMxBG8ryFT1P5/rQPQn06xudb1D5h/otu4e4JG0AdQA3vj8KseMtVkntzawrGUhUpFGpyEQjjnuenWr17eWmmwyaVYvKtuYwAzkHJIz19STXBXl1DLdXce2ZzEEeINjhguCOPcmgWh0PhfSTq+rwaep8wfZ1DFFDBSSTyQOv1r6P1fWp/h14Oh0uy8uKfVRvZsBmRFCgD2zlqyPgD4JsdI0j+3ZraWCJY4725aRjjcw6jPTqK4T4j+I38Ra5PcSTKCSwjxgDaGJAoHocrLes9sVl6hsD3qO0WOCMyS4VsGqQkN1ceW+RGnIqxEBfXTgcRRR5UseCwPqKAshZ08zbh/wB8BvkBOBt+vf6VaisrdSrl8mVQCSQCvHYVYWwk+zi0umjkYHdiPOCx7c1ZsoUtjHGHCvCzKqqfmOe/Oc0DGWOkSzwu7TIIHIXIx5o7D5fwrbsUYWxBLB3JhjZ1xhePXp061iy3sVhbzzWauJ5zl24I3DgZ9q6DQoZWtw2sRYhddqLja2zgg5/OgRp6dpt8tsoghaVActgnP446V0ljcOIds8TBxICiBSVx/vU/T7OWJfO026hVmGG3Ek7cc/oatpDbrZRDyLlcOcbSNvXrzzQFkEVysXmP5Li4jPyBIywxxx+ZzSJbyQXFxJPLEPJkMsYWQEuPTH07VLN9uujJPbz27LEuzcQcPjnK47fN+YNVotPa0kV7WWEW0YAlIJLMBz396A0L9hbSS3TX5CiGZ1k2k4688+lUdVWF5p7d1UIJAq4OQVPJNaWm3Md4kt3d27NHKQ0ca8FgM8n+dXonTVdYTTo43inWRVXgccZ96BaHk/xmaDVvixYQRqobT7Q26bBjAQyf0NW/DmuPGwe1H7+RNkiPkDacZI75/Sue8UuT8TtVuBeadcvDcT/c3mf77DDD7uPw61b8My3MIjeyurYZA3MOcHqQfSgeh6RLbrZxJcNJ9ohlGEjTDMje4HOOvWrMW27kexKqpWPfFlyNshz+fGPWq9nqP2mCJYN8Z5jcEDMhJ7f59KvxW3lXCG4k8xZGw+zGVXHXoBQFzn8Ry+VHFA/2gxqkrMCE6evvVpo7uxtJpHsoowi7QVcvnPoD70y9jmvLmF7W2kVIriXEjD5QBnBP5fSk1iIi0W7m8yWeCMBEXHzEjqB7UBczEsbuS3lukhjLySAE+YcjI/So9S0+SwWKVIxI0jAqfMJzxnmrNnHqEGnS3t2yRid1dYgCGftyD3+hrQvRFJDDbwxB2kbzcLk7EI4B9xQF0Vbu7j1C4E9rGv7uJGmDDAwOu31PtTxb2LzG+uDITJt8tVHQ46kenrVK3t7WOW5ESyNEBuIU5Zmz/KrMNg02+5uQnlqUySSN2RnaMewoC5zHi7wPba25vdItzAzZ2pkjoMcg8g8V5Zc2N/pl+Y7jfE0Z24xwSDjnNfQM1xdLBAyo5fJZlwML1xnvWHr2jW+uWjS6hKreZD5jKDhlY8nPp/8AWoGeXvpWheINPdjI0N8qYwSFUn15rO8FfDy1lv7jWtXgmENq7JH8pCyDHDDpnr1FX9X8D6guowWxPm2E7j98obaiE/xNjrXc6n4hWPR7bQbSVZI7eNEC8HO0Y69aBWR5H4oiurm5dYoh5spBK44C9h04rOttOl0oxz2zESoc5+navRl02be14y7mkYlj6+9U7/S4ruMyxqVkznHOfyoE9DP0XxHaX2yyvUMcoYfMSfmJPufeujtb2LT4rjS7VWcz/KAF3ADrwa4efTVXPmBkbvnOKjs9Z1jSgYoWDQBurKCQMdjQCZ6FJOkNmbWW3AuHiWPaxIzycgnqOtaV/q1nby2+mxQqJVt43Cqd4L7eec889q5vStRhmtra8F9AznnysjeOP/r1oGOUmK6+0QORJuUHqufpjp0oHc6PTZrn7RHI0ga48tkwDgbcFug4z+Fa0F7eywRyNIgLoGPA6kfSuO0+7uZWwgBKSFkwOnGD+pJraF3Kg2NFKSvBIAwaAud/ZbJxMW8xYnVvMAO5Ac4Gce36U21nMpmE7mCKNsRqTwF9h6Ukjy/apI0hKxOfmijbYG+uMU+z0/U7uXybuwSyhBPmuJBJtHbP4j9aAuNU3NvfR2dqTHJcAnzScAE9cU+dILm2jiivYHkS4CqWGR5g6Nj2NPjv9Ey8k5FzeW7Msa72GR0HI6VQuXsNNCz3VxDEGG5FUhj5pPAyOhoC6NCCSK41YQyxu8jQF2A46Hpj1yAfpWbfRwyIDHBLdusnmOXO4Y/+tVnV5J9M0uLUbG1lupGkERdM7yOcndyccVl6jqstvp0DWX+uuJQJGZtuVY470xXQt08V/wCdHPE5RyqExYACMORx/niuv8H+GP7T8iaW0kgs7ZAHllBUIgPc1heHdFv9U1WSxjtCYw8e1lYfOB8uev07103jrxjaaHpcPh7RpVhWCMx3rRyY3sByp4yevrSHocz8XfHlvC6WOhTrb2MCFVETACTn7x9egr5rubm91q4eaaQmJWKgZwDzWz4s8QzazqDQwXDtGhIfaTt68enpWYjW1nbl5JEVegUcZoDYRrhYVEFqoWV/lVR6mtu0W30GGP7RNtuLmPEjlwCefuj8hWVpVlJFD9qvIT5gzIpf0B4H6VDrt7EFQXM5LhdiMyYOef4ex+nNArkXiW/s5RfCR5WCcL83f/8AXitb4MeEp/FGr+bBpxFvGiYYxEmRi3OD35BrzxVbVNbXT1vppmnlEfl85J9SM8etfVPgVNP+Hngie6EAsphaCK1nKnm45bcOoPQnnigLmr4+1ePTfD0XhrQpGtVtLcLeBGx5kwwDu77cY49RXg+qXSGUiSQMYhtBPXvXS65r9ylrdXd7dtNLeSNKS7cuDXDqWupGuLg8DnbjqTnvQPQdcyrBCIoATK3OByfepLOBpYwbU4OcSEnKuO649aXS4Ipd108kYn5VAzAYHrk1qaRbpDGomERBYktvAzz1wOlAXRdu7W1gjaQ3XloeSjvlnP8AdBHFVfMt7aG2khiYuA2Cjfdz0qW5bTrvy7aNnDDgo8bDHuM9T9KhmtmeGCKO5ZRFuBJgwQP4ck0AXpDcMkf7lXuHXKPMBtX6g1p2h2bReRiMEAb+g/D2pPD1ra3ETS312ZZrbaql0JQg9efujiuj0Twpq/izUJdA0izhaQxNLG81wkeVB6gORQAltrN/IYrezlELMoZnxnC+nH96ti38VpbrtvSsjLlUVWAVGP3cj9a47VJj4R1WTStfuRZXUOY3KDzEIUleWX5RyD370thbW2pQzXK63A0kkqsixBZQUAwfnB4/nQB6DpWswJYxG2lc3MpIlIkAAiz79s1dtEKzSz74obdolEO5f9cQeSPUY5ridPkMK28cVwbqP/lo6xZyuTxnmuot4pp7dLzDPbrHiPEn3CB/dB/pQBqEma2uGO54yygbGHyLnBI9B3re8IGCHxlpst+qfY2bMt6+NnCHGX6DsKyrMwJpiLb+XJPIqiRDgMR3GD7Zq5ag3dgbKWB4zn5QuRn3AGMYoFY8S1d3vfGepTtBqUA2yJvu5N6u3mnmLA4XHQemataLDaS6o1xNepB+7MQkibaWYHheMmuj8S6C9perFp0DXjffEr+nPGWJFZlh4ft4dSVnXYsihy2Nyg9RznAOaBndJhraJ2jaaOIAnHLt6gn0pXTYlvenIgj/AHZiI+c4yevpzUNhHHDbs93fJBDNlYNsu7zGB5XGeMmrFpcJeaeJ7hfKZST5btjeenQ0BoFxa/apUkvcHzGdUQA4TAPJ9Qaq3H2WwVBDCtrOCCJZEIUjPXntg9KfDLcpfXkdyGKx4NuA/EXJ5BHXPTms3W11Oa0uLeOxkv7uZkW2jV+fm/hCj8KAujVa5tr6NIVuIEMZzIVYfO2Oo/PvSpPYtZRWUem/Z048w5GOn3se5wK5PwtqAa7k0+8t1eeFmWZAPmjdeCrY5BHTn0rt2e3Ecd1cWqeQflGF2llP3Rx270Bcz7jRkju/OjULAUAKqM9R0OPSmWmli3gmaRZfMEbyMueuDxgduDV3UInZng8uexjQZSdJWPmuP4Soxtz71DuvnuZ2ZHhHlCNlc4ySB6/nQGhmRWeoSSbpriO3W7ySGQgRYGOR/hUYjhW32X08cUsYJRDkb29h7nirU7X11DcWMd0u63ULuIVjIDzjceRj61BdwsqQgoLlpLcEPsD7W/3ucdjk9aAuYHiqHWRobyKnmiRlaOFYzu25rz/TP7Q+2mWe0eRIyVZCvIz7eteuNI8ht7S7LBVjwzHJG/8Ah+n8uKztU8IvLcO+nwiNnO4yDCA8fXFAzGsrm3B2IsbxAf6sj7pqxqOh2ksfn2I8zJ5RTkpx1NYp82G6MMqtA+OuCNw9uxrRstRvLeQNKu3PGC33h/WgRz15o7LlGiLp3XHNYF/4dt/ma1iCkjkDPNesR2un6tE32doYrg8FScHJz0yQD0rnrzw/f2pMFxZ+XJ03rjn6gdKAPJp7O+0+bfBG8TAZJVcY+taej+JI4Imt7+FkkJ5A+XePxrpdY0phGWaPYQPnUjqK5u90dWIzAWOPvYyVH50AbeiXqrvmjvmidyVXnJx7fyqQ2Gp5OVuSe/yN/hXI6dqE+hagss8ZuIAGAVhwCcjPQmtB/EmsyO0i+JpYwxLBABhQe3TtQGh9D6Ld2Umozw3d6FcpvZzklDx/jTItU2Q3jyEzJDN5ZJYgSj1OKbpN1M+p3MdtZ74lYPJLuAVTxjjr3qGyv4ZJLq81JguJdkcRXcCv4dOtAWG2z3zahHbxRBYJVV2lCjhOStGv20P2+LUioFmskcacZTeOp9c1NBf2EML6na2Uc8w3ALt2jp3JHPWuZsZb3xPC91qk/ky+YyIoyw4OAASeOtAWNptQS4LgXhlECFfL5A29c+3pTPD8drrQt9RGnI0EqlUj3kqhHTHfOai0zw5PZ2i6HHHJdztl5SZFUqM9j6dPzr0jwh4eh0XRIprpUCKmXAQfKQcgd+uKA0Ir26j8H+Gy0OIri6iMaHOGPBJx9DivnX4heI76YvaxytJLOWLMHII55OPrXbfE3xk9411Oq7YI3cIgY4xgjA7DpXijR3Mk322VWmS4k35ds+WvoKA0H2kSBdsnU4BY9c1FY2J1i6+13GRbRnYCOVJFMYXt7qCadaHBnJYYOOP8itu/kl0OOOG2tEKAHLnGT0GeKBOxFqF7dR2yWDRmJXfez55xyP5VyGqaktw00xxO5TKsSeGHTArW8Raxa3rswfafLVOM46deK5vRbQ399b6chVpLoqpJGSMnFAj0T4I+Cn1O+HiG/tjcS3DrtDAYXBIOMHvXrPxN1qC4a18N2+1INLGxUTPzuVGQc9wcitDwjpdr4L8IC8migVrSFkt/3QJkJJGcr0IyK8s1vU5RNeXM7Ozli25mLfMeaBpGLr1815cm3OMRjy1x7Gs+7nMMYVfvMRkU1ZjHm4mGXlb5e+O9WtHsHvy07BgWJ255yMZ/rQPQsOLVQpkRXbGEj6Zx34qXTGlneWRLXc5jKAZ6tkYH8qmgthZxCKC3EzSfOJ8gEDuPX9avW9nYW+l26vcvFcTTkcKd3Occge1AaEN60c88KXNotoTIPkVifl+tXEtVh1CNIJjJCwIdMZD8dzVGyhhNw5nurgeWxIBbPbvxXR6LNKtvvEMsqrxuEgGOvUYOaBnVaHYWMzweXbo0u3iBeAcDv61oz+FLHU1umGqTCcjCRR5Qrz0BUg+tFtpscUcd2dy3LbPkTgjIHQ/Sta1lMbW/2XcY8bppGOTuwcj+XrQI8ik8DeZfOo8QXKRqTvLr5hLZOAd2etbes3EN9oo8M2OgwWUCXUNxLcwsQw29c98V6FrFhHJMriREVIQgKpgP1yxHrWLF4UnurFLhZfLjh3emHGSckZoCx57Edf0S3igF1NeXyznzYWCqVhIzk47Z/nXqvhW4s9R0qx3Rq90WCtCGIxXLwRSwuL6BUvJRxIEXy0P+8GzkdOM1j6fdajp1+lvOspSGUu8XnYUE9SBzigD1m9tYbe5ljiuCNwzIQP8AV7ei/wBK0bZLSFt/n+SItuAMneMdc9q5zTGu76e3IsP9F2fvAXGQCOue579KuXl/aJG0fmusqDa4QFSw9z9MUBoWdWm03VLQQy28ds8RAMqklio7/iTXASyzQqY5nby4LjepxjgHjp6102sahc2ykrZLGynJkVh8y+/1rj/GHiU+G9FPiSO2S5Mtw1qpwVXBBxgYzQB2Wj3Fhf3TNLbRIMeahyTkjngdq07iK0ULNeKs8UTkRAnABx7fjWd4WuTqGiafEljBbvJCHZwAduecj86vkXMesy2K2kcsUahZjMQwGe+PxFAaEdq7tp8Vw0e6WZz5gPYg8D8+K0NCk0my8X6NeXciY+2RNco5OIuRxxVW30C/tGjMaEGBFDO5BBI7gZ4I69TmnJaHUBPG9y5ZlePeD1kOcHnkc9P50Enl3xYtJfDfxd1ufQ7qS0i1SaS5iSLgOGAO4Z/H867/AMOa1LqOmQS6k6lEjEKocEMABh/xqP48adY6n8MdM8b2M4/tPw20Ol3EIjwZGZiN5c/7IHc15z4D1aGC6k0e6u5Ink3XEQDE5U4A/QUDR6bDqBnm82Gb5oMiROoKjrnNQRtYtq0//EyMT3E0Jji5YP8AKflGemcikvdSYLDN9idpY18tl80bBHjGcY61e0oRx2ZungYxzqYzJKwYqxJKlRjIwAfyoHYm02xt4ba905JBLujABI5LZzisy+Mhv7G2RPJEzPuK+qjIX8+PxqxDJbW07Ws9u8qSDa5Z+I/fGOetXI0t4Ly0WOeSSK2CuWiPlk4+6pBBJzjkj1NAaGVdWCC18+41ZkEs6xqmwfu+SCAfqKSHT0kQ2bSu0jn93OSclR7dO1auowrcvczx2sayGZREsmGBLc7j05BPtVG90aOWAWUtxh7lQ7SQrswwP3ep9OtAaGQbO5utLltb2zV44sP5pA3OM8HjkVx2r6ZPpDoil5o3AZS2AMkdK9KCx6XqJtri08q2dfKjkDBi0i5JyAPaqGoNLrBjmk06KGNCVAADZK8HPqPagNDjdNeOSNZVmO8DLIBXR6HrcV0GsbtI36IGYklP8awtZ0j7EiXVizE78MigAZ64z+FVoLokqQFibdhuDyaAN/XvD0McZu4E8yMrkNt+9XIX+nJK2xo+eu0V1+lavLYz7QxlhY5kDn5T+FbV/olnrcH2mzVFdhgxhRn6gmgDw/V9GAyShHPXaK5t9EBdjuYcmvWNY0kW8jgqGAO0gjpWC2kNuOMYz6CgLHqzyIt1LIs8g2ny40B3bv8AgP4dqlLWumStNNHFPI2XERUEAntgVJZaPHLI98TicsVf5vkBJycH6im2+l6fYXcc5SJpAWLfvSQpI788UBcr3GpCDTV0/wAtEuL2INMVH3CR2PbnNZWh2cn9lfZ1EbQtM5Ym4ywIODxWnLohvtRVr+dBBGCAQ+Gb1z+GPpVvwtokUxYytsht5G2KpG1ucgZ6njrQM1fB2gKZYtRdzb/umjUH5FAyTyD3PPNYPxH8dSWsradZz5RTwdx5yO/NXvH3iA6XYtp0EqEFgZSDkfh+Qr568VazPf6lJZwuSCQXdQMD6YoJuiLxBrk+q3ohZcJHKPuZwTjnPrTLxxBAqRZLSryv/wBakt4ls423Iu1V4681MkBiiGqzTgPndFHkcfgeaAuLFbadohhSeS8Mk8YkmZY8hT/dB9OtZGp3P2eMBblzFlmO9sMCeuParF7dylvMuTGzKowinhRk9PWuQvrpEl3mRWBB+8aBXKd/qYim2JLJIJRtZiSWUH37V7T+zx4Ft3tn8S6hFMd7MqCWPICAqc8j1B5ryL4eeFLrxj4ptNOClofNSSYjPEe9Q3b3r671+4t/Cvh82NkoQMrRbTydhBPc0Acp8RvEbXUv9nWs6C0tNyxKny5yBzgH+leQ6ncG8uBYBztiOWbPUnH+NbfiDVGiimkVi8s3ABxwK5sWxgh84MP3vMnPagdxhjlnkEEQDl22jngDHc1s6RcTidILcxrGrOXZpMbWwOB7Vb8O2mFa2VN6TKHlA6nPbjoanGh6cqS3QljSWEqyQ+bkvuOGwDycAfhQF0JpOnXM9kVe4tUDSSMC8oDDaeig9QatOmpxRtePArebGV+UldvJ/h/D9apwal5kxEcMhjHEnyZ2ntit2xWwgeQEzuksewLJgDP1FA9GQaWLgTtvtQ7XB2vvO7aPVeOvtXa2GmXKxWcs0UKRncAEkwQuf7vY4qpo8QmVWv5Cr53Ri3wRnsGz2rpY2v1jWRPJEc8iBy/Bb5udnr3oDYfCLl7e5tY5dsEG0KWk2ls8jaP8K07W4uVt4oLaNWklPCynCdO7H6VAtohJuDK6IG2qHACrk85NRrdedfRxyMoURBdzHG7mgLk85S7ASKGNbhVU4VQq57jd+HHrT20y8fTo5RbQKS2ZFkf5gQeOvOMU55IMyWrxyFN0Y+Ve4J6Gp59O023hje6l3Swt+5VJMjGc56880BczLvSLW8vIliuGRYyGk2gBMeh7Z9qytQ0u3zBNsWUl8qGUHcO2a6e0l2R2rLcCUXGUbdj72T8xx04AFZ91amSCwdrSKR4n3Bg77Qe/Q9KAuS6fJYx2dpYWcQW8Adpm2bEHORhh97jt7Ump/b4YU1K0mV3AI2vPjcc9varU8M0iRQyzRKdkgwpGxVbqM9fzqDX4oltLSO2t2keFMeaASG57Y4P5UCujL0yxn8S6/wDZ96CDlnaRsIMZOSTx6fpWD4/8Uy/EvXovBWmW0dpoWjpuQquwTeVlPMOflLMuOe9dd8Tp7TQ/DFn4G0a4gi1vXFilupZHG1IcFjGf7rb4x2z2zXCDT9K0rTI9N05Jhv8A9LuIm5ZJWHze4UEd6B3JLaF4JFjS6kS1TYkQMu32GRXbaHqVr5o0tTNK4b/WyKfmX/ePWuItXmuUgsJ4t0e5djKvHPU5/Gu4t4NP0t7m5trbfcYEa7ycBeCD1+tAXRptKqrAVRZw00mFmO5EPqB2qa0eDyLm5kaPz1kX5dg2rjsnsR1xTDCq2qwtgK8hyF9c5z9c9ajltlFrcEkx3SriB+23HJAPH6UCFsbUeKBqvgq/VlsdRXzgxbABTB+XPHWvnjRbe40/U5rK9RWksJZIlEUu+RlU7QGHU+v1r6HuI9Taxiu9O1CAXUaqySSFdwYcHcuMDv2rz+/0O71e4lmneOMSTNLNIvyb27849fTFAJ2LukJEJBcT3N6jPGo2RqSrEc4I7+9dNFd25umW2SS427WZJoPk3/w/Xqc+lc/4bWGKR2ZGSPY4VXyFLdDz1z+NdLaRSWsZjju32gbUVlXGG5POMkA96B3NAMQJ/Pit3lRQF34ZVPXIz2qkmqyXz/uNNgU25cTNLFt2vj+DPUZFQnVo7uzSG9jM1xagqzoPlGTwVxjPbrTJ7aGwt3uJr5mYr80LlQ7A/dIXqTk5P0oFdFt7MRXIvpXMtz5ReFMfuwMc8euelOtxaQxCVTIssuQ4aPADE5JB+lZWpXFjLbJHcWlyZY4N0LKCAOAcnn1rT0SaWBEbTNO3XUahg10GEZyOeQeeCfyoC6LN/p8KQxLK8UkJVTIzEZD+3qM1nzQtc3NyzKSysquD0KjOcH+Ie1asCGSERSPM5kysrugEAI5wrdzkd6dDEZ7WaOYrHEkZYeUfmJ9OfWgLo5N7G6iu/shANu6MxWIZCHjHTpxmq0vh61v0FyfPWUklwnKhscY9q6W5SQw2ktxCC0zeTG3IZAT95wOARis86OdDaZrJo0itnBm8yQ7m6coP4qB3OIubDULJpFlhLKnRwS369qnsNauNNkV4GP8AtcnI/KuzvQmoS20tsZ0F7yzOgCtn9B+Fcx4s8NrYyPLayhx5aswDZx60Bc1xeab4mCW+oyCNyMh1wM49Sagf4eszs0dxEVJJU+eOlcjAilhHJ8pAz83Aq2L3U1G1E+UcD6UDOql1KO2eKzd5ora5Y/IpBZx0yODgVZmt9GmSDU9XeZkjTbAm75mXPQkD3zzWXZwrHdJfzqLyYyII1Qcx5GdoH4fpVr7RpkbRnVLT7PFyQZ38oHnuDQBMmhx3F9HDBautuHaRiZBxnpj8q3dQ1C20HS2hCfOMtGoJIU4PJyadd3Vrotn57zZUpnAbr9D6ZNeN+OfGs80jeZOw+XCpkZPXFBNzA8ZeJrh1e0iuMSuQeF4A/wAiud061LRmWZcNjMjE9fQVWgikv71r2YkjHIPYVNcSm9ZrWDdFDGd+WPUelBRLEf7Su2hUhTGAIww43GlvUitogsjhphlWdBwPrUT3sNgo8k+aCQVAGe1UdQvAgdvJcEjdndjP4UEso6pd26bJPKfzVBV2B+971xWoSM1yI92VcnaO/WtTWdQaJmMayE7uhYn9K6v4SfDyTxddjXNRhU2kEhRIdp3OcdQenBxQB7V8FfCB8IeFUkv41FzNvuJXRs5TjA49gKreM9abWL9rvzCsXCoCv8IHTj3rc1rxANIVtDtYyuY8uUxgKRjFee6vqCz3TQIoAUZIGCO9A0Yl1bvd3UkxYlcgn6VXS3We9BGECYMmTnj0Arc/dRWxZBh8YYAdT2FVY7CExh/MQTzZ8wlsFCDwaBlBA9vdA2cwCt82Mck+5NaNzG2o2w8+2EsyYXzBwp9eKjSymxJBbMsij527k/jVqCG+DJZus8jMu4eVlVAHbj6UAWha/YgsD3MQZQGZ0RtrAjOMevat2x0/UtUEN5bwolvDIChYjII9uveqlpGHdbeO8s0QjcYJACwb1Ndfb20lqlvJNdK8UsoTcTlQx7elAF20trXTo2++iAmNFQE/vOpJJzxWhDaxSRC9hkMU0QDIWHyk9+KjsEn+yLHcggsMhWyjY/zmrlmd1vcIm1Fj2geb2GecH1NACfaptSWQv88YHG5eFPQ8Dk8g1ceG5gsEWO5iiZMFmUclcY289801JJVmiKQSrHjC4ztI75PQ1IyWbRRjzrcF5trxyODuOOQQf5UAGyTz5ZXt28zeWUBxtKdcn360zV9Wt7mB7hZ3Vo0wgK9fXjHrVu4MUl8rfaN0QTy3CP8Auw3OAewIPakttHgu5rWOaOMrNcxwEkYbazYI/nQK5wvhnVrPWr4C7gMs8Q8xSFKKpBA+ldzh5p1ilO9MZgkA+WKQ9/evL/EOqy/D34iav4H5ngtlR4XboyuqHad3PUmvQtA1KOaNIfP82JoAUXeMBu9AGpcLfwNbWsCQmZ8q0zKSJRxnHpx6ipruTUXtYrm0KOAf3PmDjg4O4cHqDilSS6ELzHUI4VjG6BVlyO5PpnFWVeW3toLZLmJ4HQtKwGcNnP4delArnk9xpMh1zUL+9P224nd5hAwI2XDPlnzwMbdwA96V/sBfzba8Zrdky2+NtyufvL05+tehYF1eNG7W7NvLsSAAPXNYJ0G0iuHmjs2laKUhwpyoGecDHFAzM0TTreaSSe1tZJSAvluZMbfqK6mO1SSJreSzmkhWMAzLKF2nJ5weSOnQVJa6a1iXu7SMQQ3jDdG7FXUD27dT0pm2aOEX7TPKtwu19hJzgnj+VArilbpmmN3Mxt5ARbrjlXHUnA6E4qZ1uh5CxxNlo1YkMMGMAeYMHuecelWJWJkF1JcCRFcnZu2hcnGcd+aZbh7a/Mk5ncgmaMnITaOdqjpjGAcUBcdYNHP50Gn7oWfIPncgt/8AqqwHjkgDeUI2g/cQSyHILKMHIHbbnGarRp/bkrXcs32dIpDGoacx5zk5461LeWbXUKwK0MaiT7nmZBYDlsYoC5QsdI86HztedLq3bMcKwkoVcdBmtN4bdHVFhkhAXATeC3GOC3Tk4qreLa20EQBPlyS+Y8TPnDHnG0/dJ6ZpZpZreWPUZ4/Kgb7qSpnkY+UE9SQKAuVCGleOzZka+ViiMqnGcZHPTGPWrF5avaTW8F9aj7TLD5wnVwVTAJJI/CrN1Nb2F0Le0kghErBEEKhSfXgUy8mguppNLdkOMqWGAXC9gevb9aAuZ19bssQvYY9yrCfOlduC/wDDheuMU3EbWIubeGVQdu1w3R+/HXHWrzINQsJrWGGPzrWaPymZ8hABkBlxyPrUVvPcQy7RbrJNApTKPk57sBjgdfzoC4X97J9tEOo4kdMhWiH3Rg4Jx61evle1WG/3iOX5A565UDkAdqoWkTLM9tFEwnu/nYtHlgo+bnvjinG4/tC1XT2l80xyPNJN5W9CueRnPHWgaZfmDebJJDKn2Nk3vnqhA+765I3H8KztWt9JuEiXR0byrMeXGJicqpPTPGec/nVJDHfEmWF4lMy8BMBiAQGbHYD+dbGoWlnFFC93IMsoaCNmwQScEKv64FAmzGa4lsmitY7USQTS4mjQ4+bjO09sjFR4FpfKl4Y1BZnyoOUQngdea2Jo1tiSInMilSDEuCcHjHv1qtrWmztHHL5UM0TJueNuH55x0PPvQFzGn03R9QLBdyxjJWYnBXr8vvyfSsH/AIRbVf4NYs9vb903Suvg0yIldNnjg8lh5yecoUcfw7j1OQfwFKzoWJjtrTaT8vyq3H1xz9aB3Mkta2C7rc+ZKLkMP4WVueuOuPesfV4pdd0WVL5XLAAb3yzLznjPTmnvZ6zc6hHZ3sDWKcyhgys0pJ4HHbBrY0pLQWc/kWkRiLBpCQePz680Bc+Z5vip4z8M6hNo/ii+v76CJyiidsMigkcE9RwOvpVhNVXxDKbuRmcsP3WXzt7j+det+NvhlY/EG5EjwR2dzHAkYdEU5XJ5OevevPL74Jav4M1QRafrhf8AdebgQ7Nwzz/F7UCKb5tIDB5i72Iyyk5PPemXck9of9Dt4ZFfcofJz77hjAqV9HuAjTXUrK6Dn3/Wsea5ZZ/INoikj5nDfrQO5LJDIYoZI8hvuSZXIBPp+VYviJruxTbNcNIJQSvONlakuoSWYNtDdOqDKqwxkDvjiuT12WS8SSMQ7GQnnP3h60CbMi1e71e9FqkjSM5wFUZJ9a+xPB2maP4N8GK62uwxgBnCbf3hADYz715D8A/ANvKkvie9hUvG4WDKA5BQ5PX0YV6l421/TraFdE8lZYrfO7JIBfIzkY9RQNM4zVtXmd5ru6lbz3BUIx5C9iP6Vi2UTyHzp5GBkO1c9SfeknBuJ1EriUuwwSOR6D8Ks380VlatGmCUJxn1xQFylf311C6xw2TPsJ3MATk09JGgT7ReFkdh5ihlGG74569R+VVLCS1uZlJ/eMmMs/UZNaTmHZIiTJch85yCu0fjQFxkV1dyBpklaFUbLbAFYrj0HGKv6ZPPysN4z7uk5f5gvoP896jt2e9xaLAGMiiILGcEY5710egWlrHGEWBIo3Yho8dMDj+f6UAWtO8P7pUvbaON4MYeRly5J9+a6e9t1V47cTS+WrqxQRgqvHXnvRa6MbKzY25KIThnUYBJrQiNmLpLeONZ5AVDZHKe/wDKgG7EtpGJDCk7TsyIN7sc8egye2auy28apIkF4khjGTG+Pm9Acd6r6fOWjla6s45BDHvWR8ljyPTj9KsqktxdHUYp2iCESSog7D+8fTAzxQFye08+7lk084T5BtIc4BIzTJbWI30V00IWK3XMjbQQ8nIOT+NN0xLe6CSzWEMUSO+88kyhmOGOOmKvmFw6rZ6Qrxbchg4AYenPb60Bcoy2/wC6WOG4ZGeRGZtgCZzz+Jq890kslpflXsxZ3CAxjo5DZBOarTR3CzNJbysssUpWVQOCM8jPtzW4wsNThkh8tZYcHI2nAfsfwoFc8q/at0G8sPjHF4hsdNnFld/Zi80UZKMNpBXPc/LVXwLePArRPBI/kN5Zwx3Ehuh9BzXZ/Guy0vXvhnp+vPY2gktWeIoVcrEy72+XnOcHOeRzXmPhLU755A9paF7S6Cz5R9oi3HqAeSeKAuenytqGoTjT4MafFLJwRysYB5GSOM1rNe2sOmCBoJGeMbZpA2FBB43EHjIrE026kKLFdXEzpINogJGGOCMk+uea07ON7RTIsjSWkrfK79GHfj2PFAXQxp2sdEutQuLTfNPMFRo8lgpIO33PeklkKtHbxy/ZkfaJJ4znLH+9njJNal8UuzazLGQQQEKkbSMH5sdcmmXltZxXDxXMdtPiMzMrRnBJH16jrQO5OIppbdYZp8SWj7pBLxvGTt568gfrVeHUdNur6PT4Y44baF/NPzZQgjBU+2eaXS5457+R9Ot0lVkTKLwIwAMk5/pTrd1uUkMUyXCYxEWTDA/3gegP4UEjrq2i/tDbGd1tKFJYcxr64buQaluEMkSW9hcRzmMOWl3F9ig528528emOlRvc3CSTWCTuwtYVDN0O4Dv9SKp2c9w8o3J+8KvskY/6w88duO3NAyLUY3JtJbedJUVSskJJRXfJ+bK88dqdaWz3QuI1vWNw0haJerR8g7R64GRTdW8qW1a8uC6wRSKsr5H7tvQDrj/Gq0ZukgkuLm1eGDzWZJA43HPTOOxH86A0JprqaVo54LbzVW42uJEBkznHIxgKPXrW3KkgD2N9ZR31ztMkOZWKRHtlemeR27GsxIY7WR5msole5QHjOSTyM80kMdw1yI2WaW5ijYGNpF7kFefpQGhC1mLa4Q32qK9xFKCAkab4zj6Z5rSZEF2MabLIxZQJTGFWME/eLDnB/pWbaXLWdxPBd6RBbtfMqQTyNvLEdcYPHTvWzNeTwRC1SZY0uWcGQA8tgbVx1wDjH1oAgRYIDcyM4iR7hUnMZOT2ODnpx14rKilnWe4jtETd5h2szkPsz1JHPp+dWIJhp2oefdGJ1jyy71JXeP4seueaqDy/OuJY5A0lzKXYgHCZ52DPbvQI0EaOGT7Q14Y5kjD+UpDOFbjY2egGaWR7a1iFppZhWVeZGjkJDq3Uf/WqHdbWeoCLU4Yp3WLcz4IYHnqe/wCFSWzL9pXVI4PtNkY/LV84Bx97IPNA7jruxjkigS3vmj3SAuxQAuvOQR0HPpUJuIp4RcXtsx+x4jU5LNuPdQ3H8qbpC6Z9lnjYrGCGHmSAsyvnjGPx/IVqQrcWhuhbwx6hOAoJfghicZXn/OKAvcoyT+YI7iWO8iWE/vG248xe568Y5p9w9pcQGW1ujIzEBcSk4Ho3PWqslw+lXE+jXkRVpVd0yc9R04+nt1rQgs3eyhEXkopIZYljIBbsTz2oAJI7Np4biRY9kUWVRXLLu5HU8+vFUJLSwWRli1izRASFXevyjsKs3lwBYi3SyjuHf5wEO0/ewQM/QmpootD8tN6bW2jIMZJB9yBQK5xUNhdLfSTyXkNvDN+8SeRd3TA2/eGB/hVmO5WRpVlZPKBxEr9GHfk1V/4l0CwlZLiZ2YqATlVXJycfWpkvLAXhCpcN9kGAPLUiRj9aCyulnFciVovMllVgf3DbQOeBxU/iWL7XZnUliMkpVYc4+YELgDd1x7VV02Z1kBSGddgeRzgAbsZAPPqKsyXU18i27eU/HnKYThVb3oEcFeaW0l95l0FgVocxdB3Pf65rmLnRru5byZLQlXXcLkMPmGK9S1HSkFsg1KQRzRkB2h5Cgngc/UfnWHeQyiZrFrSVmj5yFARTj1zQM8ovfDN7ZESK7PvJZQDjcBx6/SmaZ4O1XX9RSGayktRxjABLrnqa9SgsLe4uYJZg8kxkThUUKB3wPwHWoLTWfC/hXX5LXWL1rJpyWElxkpjd2IzgfhTEeg6XPp/hPTEkRLdJLONY4oGQASDGCSB6ZrxrW7xru7kvFUPtJ5zw2Sf1rpfGfjTT9Xu/s+kX8Fxb2oMayRZ2yc9Qep6DtXDlmkkIiJO7rlqGFy7pSsIzdyIeTtGe3TmoLq5tnuhIXJAYAcEirVw6w2i20TgyPkAemaykItYpIGDSSM2A4AKhcdPrSE2yxfXMcLvC+1F/gcEAn3NWbe2jMKXU9whjVd2M/Kx9KpJaSbOYkZtowZGP61fs7Vz5P2fcxVhlGAKc/wA6AubejRvdyRwoYY4IW5WJRvOR1yOv5V1VhbXttaNBEu0vKTmYZLAY6HIx3rL0PRrglriNMs2MnAAH/wBauwCpIvnjYxjxHn+Ffw7/AFoKLNol6sCyCRfKY4bK9M8HnPBqeOK7ghSFA6xAlHkB+Yknp+WKghsMxtdQ6nbyyBxuHmNtxnrjHpU8f2gfZ542UIk4abdypXvjPU4xQIeyxw3EkiSmKS4GPKWYbYx2AA69OlMSxllu4bstNJNIxF0C/wAoA4Gz0BHXrVh4dPe5VblJmYKGLRdFfvk+mPSr0LJHB5YcJbOMRuVG8qOuTQGpV1N0EMk0VwoKpjd5m4RgDHKjvir9qX0+Bbq3lM7ykEFojiNCPvAf560WtxaO8aySwtIWCogiB3L6kEc/jUSXIn+020kkcPBiVRkEgHIxxweO1Aak9xAyAwW0scIlbzmd0xkg5xyR1/zmrWn3+bASlRGskuAhO5zzg4x2/CprsQz2DRTMyoIoy5CjJbnbtPXFQbiBDAYisUKHadoJJJz170CEvPEOlTeDdW8O6q0MRkjlmsYpLUzKZWXaMjp2Pp3rxHSNM1CwtY44d+1VCCeH90pUdMD/AOvXtd9Ba3LxzlMyFxvG0bNuOq9//r5rn9S8HQyS7kimjW2fbGgfG/HTK9O9Aylp1nH9hCX9zMWuQh8xmJbjrittb6FIEulkXEKFVG04A6fnVLT9JuLZNszQ+d5mEDyFgh3HaDx9Ola0MFqibbmFdrNmTZkgkelAXLM63s0CTWul+fC6qpZpBhX69MelMjguxfveTrcqsJMILS/I2D+lStNJGqRyNPEhAaFUxj25+lSWUGnSW0qQT3JxIzEOc8/xdaA1IYI4bqUzPdMJEz5iD7gBPHt9KiiupDcyOXkFsVDPI2Ru55AHbpUUMZuLi5gijmW3wPKY4Ds+OM+o61HHb/YgY7uKSSGT5S6uS2fQDpnvQIu3FpJOzyKJT5UW63jB++5GCJP7w/KoNGtXSSS9nYtMi7I0DZUSsMBAB74q1IsskM8EaFEgjDQMzkbyeoJ6/SoraaYzR2WLeJcxs5ViZCwAI68ZzQMl1O4+xWsguZoQ5KnDRfMG7gEn6/lS20NvGhtvMlu0uWLoxt2VVfGSOeOg/Wqd8bjUBPFPHD50ZKxtuO0qD1Yev0pbCea+2QTOg3OTGwyp4GeMe2aA1Io5NQuJkkgsookLNFtXAIA6En+lTXDxamltBJbkrG5cSJJtDFTjkY6VRku7+2do4vs6RxuZXfJLHcfuirs9ravcpbW10yxwxEqG4f5sE+x5NAXI4N2nwyzTWqNuO6CJsFXA4JB/h5qZJdTCRTwQ21x9pD+YqkZi+Xhl54OSePanRTiU+bLZy4txmPAzz9D2q9p1wUYxymJFbDgbAAOeRn8KAKB+3R2MwihMcchCNczy48vPUhTgnmqX2ye9sngMhm8s7fNQEA89Qvf6itzVJYGiVEgknKsVA6bsnPA6Hr3rLSKK1SWVopY1kk3DcgA/SgSC406Sa8JmkXZ5SwpGuBvZTkknP8xUa3l+8ssJt4Zo7ePfGyIAyt/ED7Dp2rUit5NWO0tHEyqJG2Md2D0Iz61G1gto8q2W0RFV+a4YhmPfp1HNA9QXTkvY7edr4w2sI3o1um0zc5IbHoeKnuNUmuZ0ktYDNCuBcMucxnPGT3xVWOQ6VIw00Qtb3SGCcXDElGPTZ6DGatWNusRure1m8qW3IVvN+7IMc9OvGevegV2QX07u7wOE3YZ4J+jEAcYHbketWlje805rbdF5CqJXn2ZYMOoBzmpIrNrmcfZArxIg3luSu7IUc985pBdxwSj/AElEtSTDJ5aBjuHBBB+lArkOl2iOq2l5e+W0TEoFgJfy+obGc43HFULi+1NbiVUt4mUOwDGMZIz161q2Eqm6KSyw+UpO3dxJnGeo7Y7VM8WsF2MJ0oxknYXB3Fe2eOtAHA2pgmWYXe5pLWIsU7Y68etEpimsxZ2E0hDKOZQBjnPHH86ge3u/La/F7HDCYGnWMkNI4B6Z9ahX7a9/AbOJERlPyS4JJwc5b6fzoLLV1NobHfeSXNxJJiPG3Clc4A4AweTUFpfWUdk8Be8VRMYUjO3Zg+v8XtVhra53LY2lyiJlpX3JkZHKkn8OlU/7MnFtc3GoXUN20KvMiCLbhuowe9Ai1ew393ZoivHH50vblcAZwOvpWLqqQy24N0CoiKsjA/Mzk85x26dq27m6SCJ5YIUNqkoWGEDbt+UZOPrmsq5uLWa6E4tGWRHiaSTflQrnAAXv0oGU9PtpEkCybxLcPhxHjhWOeM98EVT8feCI/GukQWumReXcWJKebJIFy+Dwev6CuinieK5uLiONfMlZooDn0OMk9ug/Op9P01jHdzXifKyeaCz/AMXTI9e9Aj5B1Hw54o8GagQYVj3EswyHQ4JHBFdV4f8AEkQXGoxGOXPAReMfnX0Lrmh6Pf2H2HU7GKQ3RxE0ZLBAuCc4Neb6l4J0Fwr2WnLG8bFGJ3EM2eo56UAYc0Yu1W6+1OgU/KoI5x07Gp7DT7aaUwxzFHi5LMR8w9BkVDd6JqFnOPtVusyr/GOBgdsf1p8luJwLi1i8tM7kHcGgRamtbq2kc+WpXdtYhhlvc810egaQyxLPJHEN5HlMGJKnJzux2rm7aW7LRQ3CM7yHB+UjmvQfCa3Nk8iCQICgG1UzxnOKY0benadZosbxFmOwMwJOG9R61ofYbaKCBY5ZLeOJesZBAJAGDkH0piQLA5uJS4nSPzYTyAM+3c1LE8UWlmK4tmMsqxyLGDjJ7t7duPakMdcrbwWSvewJC24ACEMRj8zTt8zR2kaRwQDeJVU7iSQSM8E+lSR3AkcTLJJHEuQYCu5cg8kN0qeE7pUuLeNTGCA0ZHzAZ5OewoETQy3Bzb3kcXmsN0efU+pFW4JbdrW6WbzN8WC+BwfoarMECy3Elk8eF+UJL5jbh34+tLaq0sCvBM0dtghkZtp39jg/7XNAajIbu4e5umhJMcbxlQ+0KuB045qRtUtIowVQqZDlmdWIJ9DjkD3qhHMkJY7Q6F/37LwXYHjFXCoSBj5G2CaIRMiH585B/Hp+NAamhPqj6bElkUaNXjAbaMhscUjT7UWOxt5UdSNu5kxt7jk96iUTzwRzXZilMS+XsH3iB0Ofb9azdQvFjktWbcsUiN5quN3z7vl5+nagNTZuI7CTUbbU9srKxVYgqkFMH+IHtnPTJq3NL9rSZRaF3kkZYnUgAY5GcnPHrRHqbzW18Jrh5XgiYhwNgY49PxqpHLIyo4uI4Y0CkAAEsM/d/KgTbI4b37PMYDHG05ZY2OG78E9felt9TtZbW5s57V9iNlGiGCQOuCTVuZbaWF9RhgaJ1kAzk7zlsHFVEEUC+RcWxYK2FVYz35+92oHqSh9QWLyJpyI9mIl+UggdBkd6as9vb28VxeiSKOUfNGoB/eEc+v8AOqumpe3dyZXuFOnxTNIYwu1w+0gc9ccinOkeoX3+lBSkKhfv5G8Hrj0oDUle3S2gjvt/7tpFzyDJkdMjpj6U3QbQ/Z4bZ5RHHaFpQisMYJPBznNFummWlzfy3FkUZlURhQTk4659P8apHTG06OUalFH52znYcqD6n1oDUsJJpdzf3M9yZpzGq/aJCMEZOPl6Z59qnnm+zXNk9kIW8z5yJFYgbSNh474wfrVK3m1ETSRW4RvIhBMrJgRyAff/ABI6VPay3iQz3435WISTSiUbSwXk7e+TmgNS7cSLcyzwgxp5jAys2QOmTg9ufWprm++ZYnjeKWKISYcArk8Ertzx161mxWcTW3m3DLLBdn7TNGg8wu/8OQO+DWpYKmp2zTLGJLcxLCpaTy3TGCFK9cAcZoJIrbU9P+yrKpmTf+4jITjzAOeOuPc8VCbaC4WExStI1k+5jN8pUZy23GM8065uZjKRcxsEVfs42ISSBwTx0+tRB03F7mb7QmVjtj5W1osg5+vIHPtQBaS+W6t4b2P95uBHIxvGfTtyParRt7XUIis4WOdkRShOF2574/HvWdGbeygt10vcvnk5G3OMHj9ac9ncNJFNqtnFKqoXuVV/v7QSB7cigbuTwvcTQz2/EbW9wkEYQjaV9cn8Kg1KDTrfyJdR0/zlxldpJAOSM8N1zQJ388aTHZo1nJGZ0CtxEByFJ7Hk96bNfXXlvE8rQm3IEJZNwT2z+dAiZLKbS3lk1DmZmKYHI6/d4x0qvbCR4I50vz58khj2rjCHOB2p0msSXt1cQCaTzvJWNXK/ddTlj+I4qKLT4tOiZo9M8xnPzuJNrDPOcUBqXopHsnvpb4yyHKkOm3qF64OM/gKr6e0F1czXcE0uI5QHEgH9BUt3f2tza2wjtnuGtz5bP5gAjLchtv4U7TJEhEkN9e8zqhVViJwQ3QevSgCW6WzmN048wspbKjgKMcYz1HX1qrbRW13bvcSWwcRMoLyEh1UDsFOCPrVu+kuJ/PZiEigcKzsuWUDuF6mqdtcQ3huLu0kMflRNCm9cb2HUlT0zQAR3UTytLqZbzoz+6aFSeO3Xvit6GeSaJJlhRhIoYFmIJyM889awrS4k022F3f2z7pZf3YjO8n5SAcDpyK1Y9UkSNUl092dQAxW4GCe5HFA0rnkxuhqVzPFa2rPDYq6CQIFUkNjjHrjNbDWEawxTXmqx3cjruZYrhlx9SP8ADtWerSXiSwWt68cMJG/b0lJ6qP1HrVee4vIxfyrI7G1cImwjAHYfrQUbF2YrOeea4u0EcKOjQpMWEjMCBycdD04qGKEfYI2ubvfJuU/Jwwjx90jPP41Dp5ktxbyXTSS7l3zi4x8pI+Xbj39aS+ayi1GCLTtQKLvVnaFlJJJyQf5UCCS8hYrbXMSszfvCzgKFGMAEdO2aguYwtjNdYjC5RV8s8ZB7H0rTt0sLMyvdyqVkk2s7dCMdD75FZ91HZo9x9thkuLZSohUgFS/qPegZFCBPpvmzG4RVSR2cyMCWJ7YPGKsJdr9jS5Bd4lwqwvIfmOKR4LJ7MtPZXcbeRIro4UZ5G0euCAalt4pdQkSNZxZW0UQJZeWxwNq9s96BahFGYlt4IBuuipOAPvHHP6CoDoEN1G6+fHbhGbY5J+YD0XvWhbM9vshN0k1wuY7Vyw3gAc/p1qCSy8u4juooZLp7ZNkKbchiRh8Y9MCgDmZtNS9tDHLdhZhNnDjO5cemapzaFBp94Y5RDLGAIlKnbtbruB7muwutOSKCMwsWlkcbyg5UH/CquoaRAlwzyebdsigRSkfdPJBPpz/SgZiQ+HU+0jyXVz5mGZkJLj2yTzXRLaR2t1Kst3HZiGJWKlcEjA49c8irOj38oCxXcMUICh5AuSR3Ge3NWIbSKe+uLp7kr57KoB5QAjqtAhgtQYxdXEz3KBAIwHLMB14z0pl0LyG6tbye5EqeSAyH7wY9sdAOa0NOuLGL7RFPItxMH8uE7huQjvj86nSHTNxuNUSNxFmNJGPyk+/vnH50DM5oZDaypDMyxK+VUkr7nAHapbe5ZAZfJklFwhBCDaV7Y469OnvVlrITNbrJqC2UpJIhfguAeW57VJLNcWmuKsq2ssBQK0jsQGGeg9Tj+VAh8azrBIzXS+d9n+0RkgDb1ABHfpVGK8uTLtktpXe8ZMuIQ6gjqxB4HXPFXXsrNplmngimGPLibs/uPbrT0mQWk1rD5rLIw2xW4GIghzt59cYoDUzHgOnNBKUkug5kYgjaAA3IYcjmtqOGNIbW6kt3aSHE7GKZgSCCMYHfmmg6dNYyNNFK6Rlfl43YzyD2o00qYpJiztIGIGx1YqgHHSgNSPT5vtkUrWZayaGRtzyRA4Ldh+Rpq2VtPJBFcJ5vBkQK5cSMDw204HB4pXu5JmNsuivFFn5mH3j79ehqrqry3UkV/AwsSrIpSTgDHTbj196A1Ltrf/bL50UxpBLFzkAKDnHP5VTtjseJGjViiq5bH3h2qYTyia1t1MgkZds20coCx5PoK0Fv7KXzNPxF+9O1n3/Pt7D6elAtRkT+bqEa3Ms0cNwN67vux4GW78Emrt3I0CTrHFO5jZdsiysyygj0PH5Zqs8EESpFaWlzBKQVjyBsyfTv3/nUGpQeRCZjczsVXMlvEAQT7980CuSxpcWMqXshwoXY8flgB/qPX/CrP2a3djNBbiAPGTsdQgPGfvDn8Mc1R0+2/s+xk1GW7SdnuSEjY5CgjvjkVetClqIoL26S43xechPESkrwM9cj8qCiGOe6ntA7WUKoGC7/ADCCQMjP3egx61HeWsy75VjDrPGCQ0jPvIPTnjPHai1hku45xc3gjg2t5YhPySN6DPvUa6VBpTRCYx3InIhkklU/uz1yMfxdOvagLkb3AgtpL9bwrHeKRLbqoY4UZ5UnAP0os5IrmymM9pcm1vISigAx4G3bkgHpVq+tpHmght3SCCN5FAUHzVyMc9sZPFLGbkmGytldU8p0l8wfMxAwcY9efzoC7JbCCLTvLSytI7ZViGJg5wSAPbk1Fp7SzRSpLcQ2zsNjZQbyQRkkYGOnvVqFxOjtclpRbEQrajpIPU+4qGSAnUn1OOa3k2LiMLneFJ49uhoJRBI2oRzstndSmUL5bzsuUZV64BJGT69asPEZtPwBKkdni483bxOQCcJ9OQfw4oSFLW4kEypdrP8AMqyHG0k52j1PamWqW8DT2dxaPeSf61HxxBj+nzD8qCiRG3gXEQE6XIPleVw0JHrjoTim2tzfXTqi2lyiSHDiWHIDejGk/s10v5IpL77M86kFAMeYQMjNLLOtp5aXb3LGWPKs2PkOPvfQdfwNADtTk+xssEGnN5sqFmhtSSZWHG84AxilRRdstpJKm149xEjnEcg5wT3OM9aiW3EMMsxvHmjuoWD8fMDjAYdvepdI+zpbgtORGsmAFxuPy4zQJj7AJMz3im2M08Q3wBAjnnO4YqRoby3tfOvi7wOMouDvT2LcHH41RbT49LvkvWubyZZJGjMThQqDHbvVpS91cO73U0lvlcAkFwR978PSgRFJbraTqdPtgYbrhpIxkAdy3HOOefahpFtWjUI82B8jpEDzn7w9Pw9KiElwkDWyXHDyZC7gPUf1q5p3n2MdxaPMIxCAgWMcTL179eTQBGJblrlpTJNKZApeZIwwTBJAJ9etFtp32iGV7R/OcSGRgkQPfofQ89KcgeWdJ1hbaMxiEjJAPY/nTLrFsBcwrKnlvllIAjxzy1AEeybzmBvlDIQqbX27RjJGBj35+tXPNhi/dm9h+T5eJ+OKqPeQz3Cpps8VzuTlrdgyqe+fcH8KvokaIqCTeFAG4gZPvQB5KGNpCqWMhdVlUyYbG045J9e9SQWa2qXCXsk6xXT+Y0nf27fSquokuYvMtgIYDxtfZv8ATJ/iq3q0zXuEv1EEMSKsarLgv68d+1BZcsLyzgaSW8ma6VnUKsuZNxXORkDp0qrDLapcz3RtbeFPmOYyNyHPHHWoha3LQBLRFWzMrGSbIZwTjCgepPGaurpC2i/ZbOT/AEWONpJpZFDHeTnae/T+VAA0to1tNBeSrDA77oBcAiRjgc4OD2I6dqVRDBo0E8kqkmQgeZIOCD6dRVTWorm5uHkWRSibURpIwOev69PxqS+u1jgR2WOWeQLut9gCoecHPegCYR3ImMlyJn84DyklbcDntj06VYsJGgn8t4ZJlaQAKvRX9O/H+c1BA1xcSy+bILqdrYRLBEMESEDgHtjGM1Nbajb21uEvpGs1MgtG+Qkq2MkBu5460AK9hYLfut1O32sszRRwIT5RP3hkA4OMelAz9ghit9alhaF/nKqwbLEcE++KjIlXVLe7sFWU75Tvd8DkDkg9avW9rpLaXeSXpMYkki8z97khgeg/E0CFElq5YNcOXLecxDcBV+Xk/hUOXmKySThkkYR7UG44/vHGf5CmWuqvaCWDT7OJfMZk2znzDsJ5OT71fWMy3t60EcaoIjI5XqBgZwO1Ayr9mt/tNxum8qIbQr8DzQOgYVds7VnUO0RRA+8L7D0FUNOkju4SsVu8slr5YVXPLZPOc+wNX7RI47iSe8Ypblj5eJj65x+lAEb6Rai4t5rZl/dt5tw4xkNzwx7fQ81cuLOxm32zgNbO5mdgm7D8HGRx2FVby7021CxQTGOG5bbJKzZ/edcD1OMVNZXM8sMtpp9uJBv4ZTv4HrQBFqNsNXZNQkDvcxlU/wBarBVHHB7cVNps1pO6DVbctc20gIgkQtheoYnHTn2q5BPaahaPawWgWJGzIFkw2V7hupqG3v23tZWdur74TIJZFw7KTjHqaBahDbNEsv8AaWIS0ObWPIyCTgFRzz14qWG0NlYr5MtxJcIwMitEwY5b5gTjnPP50kLWshkKIXe0kwsjyemOMH61fvpbm7+xlR5cRkPmv3+Vh/hQGpThhUCexuYhDC7DzXJBxnkAj8arafbi1dikEkbXEzBkVCoZOu7djGOBVy+0+W482SykcGQ4YMN2Owx61JDa6lLsSckSxx48raMlR368UBqIpS6lZJboxOrMCiShnC9hkdvbFJeEy3sQaC38mOI70cgFm7McnqB7U2N3tLiO3NmrW9zEJHmHzOHXkc9cHNaCXT3Fq76pYCFWmUKyxgkj0/GgNTDtbuYytraIqxzw+Vt80DcwP3SOo4AOcYqw+nxf2lDIqw7UVBNMAuNo6ndnGaHa3ZraCM+VJG4Yx+XuEoz6dv8A61Wb9tQnspbMWMcaXZZCQwDBeuAOxoDUes0UlxcS296THYK5D7uWVgSu317Dio7rUo1nEFuLZSEzJvwWJIB+bkZqHTLOOC2NnJbOPsA4Bf5pC2SN3rimohuLRYpo440uM+ZMqglMMQOaAsT6W9ve2Utsk8S7JSTIE3HjHYevpRf2VzqE6PaqzqgG6NUISPHYe/bOahg8i1lIsbRnlc4G18716529zxUt7Fc2timpW7yKWu/Klyx2qBy3/wCqgNSI3EVq5tA3EasY1X5xk8knbxkHvxV66mjmtJROszOD53ygkqTwCRglenWqYvbG6vIYZDGJVWTykj6yMSME8fT860xrZtUXSpUijnuRhdybizntn8M4oJFW0ub6JGlhks5JHKLL3Zh0x05HrVSyluzdpatauZLNnVnY/fGTuY+p4q3bWi2kZ+1TTk/LIHLHCsTk1DdXQ2M/EQVm2Pu5kyT1oApSaxbaVciVHlMgZpJFKsMHJHHHvT9RhQ20kkPnqfKRVFuOvzDndgjPqKYifb0failmUqJQA2DnOMd+/NP/ALdvZbdYLSyhKuAFUtjeOu729aBktzLbaiLa6gm2JG8cYYDaCw69erfSrmnXVvC9zcFVZTG8aiQfM+TyMdQMj+VZn9j3MTWsKl8eZ9pDH5Rzyqhen41e3XEJje3tW80uwkQpuOCc5FA9Rl9ejz3EHk3J3AxyK3zAYGfpVa9uoyss1zIhfDxJC8oOBg9Pzqa4kSzi2Xdzb2zHrtQEtz046VHc6bHvF3a2BfcjACR+DxzyR2BoJJvLXULK1WOcxW6xCOZVOCM9sfxD6Us0FtYW6Sw3H7uPGcxkLn3XqT71QS9ae8tbSyKxtHEwlC/ONv8AF/8Atdq0hdrZ7brdF5ip5ccM3KOCc7iTQBZF5a3j3CX8kcMMpJheQdW64AJ9KoRWf2cPd294887jmGEFUjK/xA8jOastOl7ardXCROrysgaMZCkDPHpUUmozR26S2lmknzeWvzeWD65PfpQBBPY2kscW27kxC26QxsCyZ53ZGenPar06sxtZbSY3MEasEmDgeYBk5Poc01LkBroWskUonkR5oxGBsAUjGe45pGi1EWcsclqI4YiBbleN8YPJIHQ5zQBJpOoyt5n2iAwmRm3zGTLKQOoHfrVXWv3sT6PHqSzlk87zCpYuCeUPOMe1Ms5R/a1rCqKY2beF8zJ56/yqHWLTdf8A2i1+QLkPKG4QE8gjvQBPHaQxq6aZp9pYzGJQRCyh2HGSAMEZOTWgl1PGixmOxUqApDJyMevzUy+trVUTWI5hG5VYmcH5FGP05A/OnDRrW6AuhrWBN+8AFvnGeeuaAPF9US9k0tG+0RBbgCWMqDzgbc8jp6960dGsdMicXr6jJGqgSDzxuLZGDwAQPpS3AtLXT4BfxbfNXy3KkZ554rJuLm0lWOOCe/WScZCMxA4/TFOxZo6gYreA/Z7pNsk5ljaUsN2SOyj6fnSW9zJbg2kcsMn2lzGz5YkFvbpgVHc2018rTT3MUQgjEYwSpJxzg/lV9Ekk0gW1vbqphHmvJvUMMDqvOc4oAcYLRLyPSbZWUq/mZkYkcKe9WJH1bd5pS2isN/7rK5kbHX1GKbJZ2UdtaoHmDYd03uDlcMMv3zuzx7CqGkWF/ZLHq+pXlvNHdArHgsxJXrwentRYCxb319d6tNOjRx2E88cRlVQGIIO7bxx0NWJoo7qzuLCK1llW2mLbgRkLjALc9fpTLyO4v7KOSzMUcUJklkErBW69ADznrU9pZYtFkghUyyJuZi643e/egCWxEkEzqsCwR2aAXEZ5Jc5AwcnuB3FS7r++0+a3tbQecGiJY42bifm7+xrOZPIhu5Nii3uXDqQRuY59OuOlW0uWtbu0e1TeZA+9XXcGPHbvjJ+lAC20V9HHEkdsiBroqTNjrntjPFS6rdX7XKwQ2xaCe4CylcA4xgjr06VSS0t4brN6ZVeGYOvlsPLPcfz/AEqa/ntBexW0EFwZkIlyBtUpyMk92zSFYmsXudJuLhYvJRNwjdZCWfPQe3U1JGl6LyaF7USWnyNIYjl1GPmI3HHXNNtrjzTbf2hE8cymRt8S4WTPI3n+KprxfPhjZhhyjJ8p+9ISCu4+mAaBEuo/Z3tbWS+i2lZc26sMY44LY9qtPdy6ZE6yQkSXG12WNRz78/U96owWck1wbWcglbZTw25QM9AB/FUP2qEXcUVv58bJCAwcEszYOTx24oA14ZNQlvxb2ybcxPlQq4IxyeaZFHqPnmb7NGkhhwit02Z9j1znvSWdneQ/ZItRkhw0UrL5bYPzdM0kMpghe1kihaRVM+8r2HG3cfp0oGiWzufLjC2txGsSPscuv3vfp71M4uGbbqZtvKndkgaNnDNzjPHHpWVe2C219bRzTRAJIsoRMspH93jj8615bdJIsxpEGjkAjxyQC3X2wP5UBcS+afyrWGOYvcOrjylUZcqcL6dvcVJpUE0WqPqWozOyIp8uSPqv+yw6euas2D3UtxKx8uVVAQb/ALwOMd/pSWFoUad55g80xKpGH4CZ9D05FAjBnsNQec3mkS2iWbyFZTK8hl3E9h90Dmr15PPBMlpK+6N2V3T3HAOR0/A1fmZPKY+VGYlCiTbjzsjuDVO1Rri1ivbFGW2eTLmQETZB4Ax0Xjn3oGTzPLBYYglgljkUrGwU7sk+4qmf7Qu7qMQLI0CKp3ttBjJ4ZvcfmaluoFuQ6LNK00A3Mscm2MJ/s575rKEVrLfRzWouMECIqckbwOTkcYoEbNhbWywanLbTXMxR1XDkAOVJGSfTj2qK5kkNium3cohuijbWUYRBnPzcHt7GoPK1Cf7VNc3CxpCir5QJDsAMZK9+mfxqxZyQiWC5vLSyiV1PyxQ7ZCBxnn6c0DuMS+WbD28gR1b5rl1wu7uAB/hV65u1jtFjlO7bKTEg6FMfKT71WsES4jlgtxuIlZ/3pChj9DV7VL2PUxbXFtEryRwLATKAV3qPmwen0oC5UsITFei6O3z/ALPL53AIAOCAPfAqSCeGZl1LUYGM7oHIHAiOSOcHpgDpmo7mWayW2gvmjZyjLCYlLHJxkMfy/Wm3tu8kN1DDcB7kJl3ydgXjkZ5oEWINQjeU2VjJvaZ9pMo4C5+Uj/8AVTo7S/tblI5owYppMvLkFEAPp1/Sm2F9bJbJLMkbSy4lJdQRszkAehx1qXVLy1l003DWsCorFpWiQb9hboAOScUARzJqt5FLNpIjCWr7FkwPnOe4P49qrXtvO7eW0MpBfeZG2gYP8I288Uljb27XieRcOsVynmRxlGVRgfxZGM1dsZIrjUPt10PLmjh8kJGhWIgdyO5680AU7xtaiuXWMwJCwVIjydy/3fUHFaxu4EmjW1ia4mePyJUPG3OOnT09anvA93C1tHDAZI7VpW3AZA29vQ1hRXYtbeB7VAyykRYniLPk9wR05BwaBGisuox2JgubaF4rZD5ShQXyTnknqOfWo7C7ivLaW1ZWWa3GXK/cQHgg5OegPTNZNvDcw/ZoornZMjHzPNyAwJ4BPfird0LaW8haSN1ggcrIIEwrAH8j7UDuTRWUqXby23kJCVORLkMzY4IwOnrTIItal86MwW7qMxwiMZJ5zznGD16VUv4JbWfzhLJHaXKt5ah8AE/dyOme1PtZbpplum2iG2XC+apI6Y4H4mgCW3ttYvJF+y2TN5J5ZSuwHpjBPXmtVbe3mtmlmnEXllmIj6F+eOQeevtWW0Xnv9tMwg481Y4gUYFuOnpVy9uJJY1jW4jjK7RscEnJHUgfzoEV2vpki8gQxWdxKpSJZxnee33SfarMaNDbWttq10VnkBZ1T+Ij046cA9qtWNxPNFNFcJbvJEmMqMNj0GefSpbexRbRGErMBGVxK+HHPoaAIYVgRGnmvIkVCogKryQTznIqneW73c0XJLE43DGzZnknvViXZpyF7i2WRAFkBTaUHzfNnP4VNby2s0f2qwJaFG3MhIHXlhtoAbqBSSAxm7gDOq+WCG5YY64GOgNYv9uGP5EtJyq8DaFxj2+ar93dQW2+Oe3YlDhDFETkHnk/iamC60wDJJtUjIGW4FAHllttS5luJZiftjeXFlceWh/nyKbpd9JGLy2ZHaGFxEHaPb8o5/mTRRTuWKs0UmpWiXiTzHAKBYflTvyc/T8qu20uk2s5ttXRrq5km8wiM7NqE8dDRRQBDd3UF2gdoTDK0e6Nc7iqbiMEevWnLYWtnpcckRdVtpBGgZSG5PPGaKKLgR3USXxGnNdOkLSB3bygQOoJzn3o0yW2lu5ba3mkZLeMo8zRYUYbAwMnPFFFAGgL6eJXEuowqtvhFV1UGTnqCfSllvpIL4X2nyP5ECsspWLf94YGPWiigChZXc1+zyPp8jwRxsqI5KES5yGJx0xXRXFoPtyPcsnnQqGKxSeYNuTwCMetFFICxfRWo2KkbRGLzFj5LY453Dt+Oc1X85Y9KtpjhDIxWTIyXwSBx2oooER2stx9ncWY8tJZCgDD5iP6U7Tra2tb4NauR5BYOx53EjFFFAi8stpcanCZtpmeBysgf5VwOnpmqs8a6hbAPMm+0k8zkhQ6AZwPxNFFAEekNNd6rPdxNuiddzIV+gPPar0guLMKizKI53IIAyQpPr9DRRQBdtbewtTYJallvEL/AOkPkxglu/OOnFV7iOAXAgtIC9/I2WnZ8R46k55A5/nRRQCLYS20yF9SWRs58pmVNxO7jpnpUt+GWBTNOCYmSKKVR8pDc4x06/yoooAzbu3jgvpru0Yi8XCFguVC4B6dOtJc3otNQdGWSZHlDQJt2ssxPJx3HTiiigFqPvYtSvZrkavc+a0zIyR+TsPHLZI5GKvajdypptvDJY4l2cyBtwYA8HpxxiiigEUPtUk0zXUdxmNBk/IDk+nsef0rT0y6lhVo0RVt335VyByRyckUUUDsZklvDAouLBmjIJBLDPHcjJ9qlhg0mxc2SsZQyBVlzgHJzjGaKKAsS2zaPf2t0xsJYXhi3LI8hAw3UAHrgVFdaxplrDbWsfmqzBEhfysqvQEmiigktadBZbROkjSzglnVyV3E9wMn1qjapNHcz3F1ctbWyoAVaP7zbsAgkj/IoooGjd1MziR5zeROY4t4dcAcjke59qxG0+3vrvTtQ1C+VtkqtFEg5yCODg8UUUDsT3Fti6xpLwrEGJAllyWGOQM5z3qSW105reEvZzwhXLlizYCgA+oHaiigRA2saPcXMXkW8zPaEiInlS2cg4zV7z31K8SK4bMYU/uyoXDdc5HOKKKARFLNZNObie7haR4xIyqw3DdxgjPHWm2NnaSQSWsyefNNHIPvYBAwByDkYBoooBmhp1lo74k8tLOa22mQPOWDADoCSM9BTYnF0jpe6oqh+YsxrjGMH5s0UUCJRZRXgt9LnuoZIVk243hVYNgD5uwyKr3dk2nSG0t1EeSWE6ncowcAe/FFFAEsWoDUk87ZMYoj5ZDJtGR7j3OaqNr9ruO5JQc8gLkfzoooA//Z"> 	</div>			<div class="col-md-6"> 		Well, with the just described dilemma rattling around in my pea-brain, I retreated to the couch with a cup of tea, a place where an occasional EUREKA moment (and numerous naps) has occurred.  My thinking was, if the sprue could be cut slowly, shear forces would be much lower and tear-out would not occur.  The problem here is that the extension on the sprue plate is not long enough to get adequate leverage. <br /><br /><br /> 	</div>	</div>	<div class="row">		<div class="col-md-12"> Solution, a 6 inch piece of rigid 1/2 inch copper tubing flattened on one end to fit the sprue plate extension, and a 2-1/2 inch hardwood dowel affixed to the opposite end for tapping the hinge pin of the handles to release sticky bullets.  The overall length of my sprue wrench is 8 inches. With sprue wrench in hand, I fired up the 20-1 pot and began casting.  The wrench worked well but I was still having to wait and/or cool the sprue puddle. <br /><br />The sprue wrench worked so well on the three 30 caliber molds I was anxious to try it with the other molds I have.  A session with a single cavity Lee mold for a 160 grain semi-wadcutter using 30-1 alloy produced tearout.  To get this mold to work the pot tem-perature had to be lowered from the 700-750 degree range to 650-700 degrees, the sprue puddle had to be cooled with a brief touch using a damp cloth, and the sprue cut with a quick push. <br /><br /> I had about the same results using a two cavity Ohaus iron mold casting 38 caliber wadcutters with a 30-1 alloy.  Guess this is why Al Miller wrote the article Casting Techniques to Fit the Mould in The Art of Bullet Casting. <br /><br /> When casting 38 caliber bullets I found I could get smooth bases with minimal sprues if the sprue plate was not closed completely, the sprue plate hole overlapping the edge of the bullet cavity, a technique touted by Wayne Blackwell and Jim Carmichel.  This leads me to believe that a 38 caliber bullet, being larger in diameter, retains more heat in the center of its mass; the edge of the just poured bullet losing heat more quickly into the mold.    <br /><br />As a final test before submitting this article, I broke out the Lee 180-R mold and after a short casting session ended up with 70 bullets of which 81% were within 0.3 grain.  Formerly the results of a casting session produced a batch of bullets that when weighted gave a bell shaped distribution with the majority of keepers in the mid weight range with heaver and lighter bullets tapering off on either side. In this last session, the 0.3 grain keepers were the heaviest, the vast majority of rejects being lighter, and three bullets 0.1 grain heavier. This suggests that by not having to interrupt the casting rhythm with the cooling cycle, the mold remained at a higher more consistent temperature and the mold was filling out more completely.  <br /><br />I am a dipper guy and one of the weaknesses in my technique is consistent filling of the dipper to get equal pressure on the column of molten lead.  I think that by paying attention to this detail, and lapping the ladle spout so there is no leakage, I can do even better.  During this last session I also tried using a sharp whack, which usu-ally produced some tear out. <br /><br />With the above being said, I cannot imagine that some bullet caster out there has not tried or is using a sprue wrench type device.  An example may be the Lee 6-cavity molds, which have a long handle on the sprue plate to provide enough leverage to cut 6 sprues. It looks like they were designed to be pulled, not whacked.  My guess is the sprue wrench-slow cut procedure may be best suited to smaller diameter bullets, using molds that lose heat quickly.  The only one way to find out is give it a try. <br /><br /><br /> </div>	</div>]]></content:encoded><pubDate>Mon, 13 Mar 2017 06:12:55 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/3/52/sprue-plate-wrench</guid></item><item><title>Speaking Frankly  Bigger Was Not Better</title><link>http://castbulletassoc.org/blog/article/2017/3/51/speaking-frankly--bigger-was-not-better</link><description>This article by Frank Marshall Jr., appeared in issue #225. Sept/Oct 2013. 	 	 	Speaking Frankly, Bigger Was Not Better 	To show you how money shooters kept up with what winners shot and how the wor....</description><content:encoded><![CDATA[<div>This article by Frank Marshall Jr., appeared in issue #225. Sept/Oct 2013.<br /> 	<br /> 	 	<div>Speaking Frankly, Bigger Was Not Better</div><br /> 	To show you how money shooters kept up with what winners shot and how the word around the fire barrel, whether dead right or wrong, could affect the hopeful pil-grims, if from a very noisy source, suddenly the old reg-ular 30-30, 303 Savage, 32-40, 32 Special, lever lovers and the surplus 30-40, 30-06, 7.62 Russian, and 8mm Lebel bolt guns surprise winners, had the hots for 38-55, and up, calibers.  This was fostered mostly due to my decrepit looking but very definitely lucky winner 38-55 having won a couple more pots and birds than they had over a four month turkey shoot season on Saturdays and holidays excluding a couple weeks hunting. <br /> 	<br /> 	</div> <div>The whole thing was based on the fact that those two closest shot wins had hinged on my 38 caliber hole touching the X-ring when a 32-40 hard holders bullet hole had not.  The loud opiners disregarded all rhyme and reason in opting for that single fact regards a large hole. My quiet opinion regards the fact: That if the sea-sons targets had been studied (as I had been careful to do) with a composite of all shots also, six out of the ten top winners with calibers less than 38 had actually shot a total group a lot better than allegedly my .38 had. The thing was, my group location for a sixteen week span of time with varying temperatures, light conditions, and wind, rain twice and snow thrice, was a bit better cen-tered up over the long haul, as the only logical reason. Thus I had lucked out a couple of close calls.<br /> 	<br /> 	</div> <div>Of course the competition immediately concluded that: That quiet opinion by Duke was to throw yah off the track while he stays on top of the money pile. The only further remark I had was, All else equal, a larger bore would have an advantage as you think but, for obvious reasons regards recoil, etc. etc. with bullets of equally high defined accuracy characteristics in rifles to equally utilize such, dont exist.  <br /> 	<br /> 	</div> <div>But hunting rifles within the spirit of the rules in cal-ibers decreed as big game legal, then a Winchester Caliber 25-35 octagon M94 small bore should clean up. That was to the listeners only further confusion so the next September, around the barrel would then appear an old Winchester, Marlin, Colt and breech loader converted musket collectors dream.  </div> <div>Not everyone succumbed to the big hole is better bug that bit a lot who should have known better, but enough did to make it very interesting. Some of the jew-els among the junk that showed up included a 50-95 Model 76 Winchester Deluxe half magazine, half octa-gon, 28 barrel drooler that a half hard holder had found among old Auntys attic leftovers. Another was a sporter-ized military Rem-Lee with a fine pistol grip stock, 26 barrel with express rear sights with five leaves 100 to 500 yards and a racy ramp barrel band front sight not to men-tion a barrel band front strap swivel for an all British clas-sic form.  <br /> 	<br /> 	</div> <div>Both of these rarities had been kept clean, if ever shot at all and, I marked them down for future acquisition if at all possible when the non-hardly holders found out big holes werent all of it. What made that Turkey Shoot/gun mart magnetic was what you might discover.  <br /> 	<br /> 	</div> <div>To satisfy my own certainty that a small bore, like maybe a lil ole M94, if loaded right, might prove my point aided by a normal amount of luck, I then brought out my M94 smokeless carbine, steel carbine butt, half maga-zine, plain Jane 32-40. The 32-40, at that time, was still rated as a legal deer and black bear cartridge with the original 165 grain load at only 1450 M.V. so, legal at the Turkey Shoot.  <br /> 	<br /> 	</div> <div>A couple others had been shooting M94 carbines with the jacketed 32-40, one with H.V. factory loads, one the old load. Both of these fair shots had won once in a while but both had gone over to tap the big hole hope with 44-40 M92 full length rifles with one shooting H.V. loads and the other the standard smokeless jacketed load. Most of my 32-40 concern til then had been for a fairly accurate, but very adequate, cast New Hampshire woods load with the #321297 G.C. seated just deep enough to feed from the magazine at near 1900 M.V. With this medium alloy 186 grains I had not yet fully explored all this 32-40s accuracy potential with its 16 twist.<br /> 	<br /> 	</div> <div>However, I had been the beneficiary of close contact with 32-40 Single Shot Artists.  To be able to say I did it without any resort to special tools or target bullets I decided to use the standard 165 grain plain base #329247, which mould was part of my Ideal Nut Cracker tool, this one with the adjustable bullet seating chamber to seat out to touch the leade without crimp since single shot only was the shoot rule. I would cast this bullet hard for full girth which added a nice neck fit to raise my hopes another notch, then also I could get at least 1500 M.V, with a lubed wad stuck to the bullet base.  This would then not raise any doubt that this load was not up to the 32-40 standard load as some had doubted when using their handloads.  This load, being legal in the coops at only 1500 with 165 grain lead bullet, I had to be certain I was sighted dead center at 50 yards under those calm conditions, then Id hold for wind outdoors.<br /> 	<br /> 	</div> <div>Because my original 32-40 carbine semi-military rear sight, in conjunction with the front flat top blade had been tuned to my 1900 M.V. hunting load, which had per-formed well in the woods, I put a new, flat across the top, rear sight on with a square U notch and stepped type elevator to use with the flat top front for a sharp six-o-clock picture with sights blackened ala the top dog hand-gun shooters standard technique. Sport riflemen/hunters with open sights were slow to recognize this sighting systems advantage, especially for paper work which here was primary.   <br /> 	<br /> 	</div> <div>By late that summer, pre-Turkey Shoot season bench fest load check sessions, Gramps had decided I could point my 29 Ford Sport Roadster good enough for him to risk riding out to the coops utopian spread with me to, Whiff some #80 aromatic.  Gramps had also ordered me to not let price deter me from getting that Mod. 76 Winchester 50-95, or the Remington Lee 45-70 Sporter Classic if ever offered. At 1500 or close M.V. using old #80 (today Id use very similar #4759) I could consistently stay inside the 10 ring of a 100 Yard Small Bore target at 50 yards with a six-o-clock hold using the square notch rear and flat top front open sights, with half the shots deep cut X ringers. This was with no crimp and seat out to leade, and it was essential to shoot with barrel cool. This worked out to about one and a half inch-es center to center or three MOA, which is slightly better than most lever/tube magazine normal capability in spite of what some may allege, with open or any other type of sights, made then by much better craftsmen.  <br /> 	<br /> 	</div> <div>However, with the one cold pipe shot as primary, as afield or at the Turkey Shoot with open sights only allowed, Gramps allowed, Duke, with your hawk eyes and holdin that little gun the same every time over that log on a Indian blanket pad like they do there, I cant understand how-n-hell you wont at least win three outta six shots cold even counting some luckin in on yah. I says, Gramps, no one can win more than two pots and birds, this rule to keep any one from closing up the shoot and also no one gun to keep em from borrowing a lucky winner since I showed up with that freak 38-55 you said load like a single shot, which is right there in that other case to check against this 32-40 after lunch. Gramps says, Ill shoot it with my new glass as I now see open sights pretty good again.  <br /> 	<br /> 	</div> <div>Gramps quite often reminded us of why he had sur-vived the Civil War and a few years out west to, calm down after the carnage from 61 to 65 using rifled arms, but still the old Napoleonic tactics.  Gramps could shoot. The Winchester 44 R.F. with a brace of similar caliber six shooters was his firepower concept that had kept Gramps more or less intact for that period, til reload-able center-firers.  Then it was 44-40 from there on as his primary security always ready. <br /> 	<br /> 	</div> <div>He could shoot that old dog 38-55 too.  He could shoot it so good that mellow day when we moved out to the cool oak grove benches with a nice cool breeze straight across with the mirage waves easy to read, that I had cause to then reconsider my determined dedication to proving an accurate small bore could beat a big bore hunting style rifle over the long haul average. Three things caused me to stay with .32.  That 38-55 heavy stiff pipe was above average accurate, so was Gramps and Gramps allowed, That 32-40 is a good one. </div> <div>Gramps new glass must have fit right.  That was after five cool shots each imitating cool shot conditions over a blanket with rifle held in hand, and Gramps had edged me out three out of four with one tie he gave me. I decided Id make sure I had that old dog 38-55 in reserve locked in the Ford Roadsters rumble seat with my other trade or sell treasures, which was what that Turkey Shoots gun mart had extra to draw gun buffs who could shoot too. <br /> 	<br /> 	</div> <div>I had almost come to the point of admitting that the shoot competition and gun buff mart was more fun than hunting, not to mention the carnival environment and banter around the fire barrel circus.  The objective now was X ring cutters rather than tough flag shot sure punchers.  Gramps allowed, By thinking of both in their place, you got twice as much cause to shoot for, for twice as much fun.  And, I says, By also bringing you out to help in working out combos suited to both, I got another, third cause. I felt pretty good about that fat thought for another good shooting and learning excuse and so Gramps says, I just cant understand how the hell you couldnt get outa 8th grade. <br /> 	<br /> 	</div> <div>That was sort of a mystery in our clan, but what Gramps never knew was, I had no intention of getting out of the 8th grade until the blonde goddess in the 7th grade caught up with me and then when she did her folks instantly shied her off into a distant private acade-my with very high walls and that was that, for a while. <br /> 	<br /> 	</div> <div>At the grand opening Turkey Shoot day, sure enough, more big bores were there with confident own-ers all smiles but wondering, What unhel yah doing now Duke with a lil ole 32-40 light carbine?  So I says, Well, at 1500 legal velocity with about a hundred grains less bullet weight, which is like lighter in proportion than this carbine is than my 38-55 with its 150 less 38-55 standard velocity the odds favor the easier shooter 32-40.  This didnt confuse a new face in the crowd who says, Thats why I got a brand new 25-35 full weight Mod. 94 that likes factory ammo for all Ill need. My instinct immedi-ately indicated that here was the guy to watch and also the two win limit per gun per day loomed large to keep this real fun shoot healthy. <br /> 	<br /> 	</div> <div>The first day started right out proving my instincts 100% correct if my gun choice was not, even tho I did win a pot and bird with a 38-55 second that round for which no second place award.  The 25-35 guy was done early with two wins at a cost of only six shots, while I at least had the fun of shooting all ten rounds for pot and bird both at a cost of fifteen big bucks to make five big bucks and a nice bird, which most would have been very happy with.<br /> 	<br /> 	 	<div>But, that was not the idea that year even tho the 25 caliber guy was looking like he would prove my point bet-ter than my 32-40 would with that match heavy long spout 25-35.  All his targets did look very good except all his shots were a little left of center which was the way a north wind funneled in between the hill and the firehouse at the targets but not felt at the firing line, altho five yards further out front that condensed breeze had its subtle effect. My 10 targets revealed that I also would have to watch wind closer with the 32-40.  <br /> 		<br /> 		</div> 	<div>The rest of the one pot winners various guys did not favor any of the new big bores, except one 40-82 M86 had lucked in.  The 50-95 holes, altho conspicuous in the target and when fired with the white cloud revealing the wind secrets, if any one noticed, was quite a show but no turkey.  The same for the 45-70 Rem-Lee with old black powder 405 grain smashers.  I also made sure those fellows cleaned those rifles religiously because I was going to get those two sooner or later if at all avail-able and I had an idea it might be sooner.  <br /> 		<br /> 		</div> 	<div>It was, when on the third Saturday both fellows came to me separately but with equal ideas, that they each wanted, A 25-35 like the guy had who had won two for three shoots in a row and could I get those 25-35 rifles for them?  For what?  I asked, and each in his shame said, To get rid of this kickin shot gun pattern S.O.B!  I says, Put em in their cases and Ill take em with me and be back next Saturday with two new 25-35s at maybe a little off list with cases and two boxes fresh ammo also.  That was better than a dealer would do and ready cash gun collectors were scarce at that time and they both knew it. <br /> 		<br /> 		</div> 	<div>Knowing Gramps would prefer the M76 fancy 50-95 to the 45-70 bolt gun Rem-Lee, I made him a present of that gem and kept the rare 45-70.  After the two new 25-35 fondlers got sighted in they further proved my small caliber, light kicker theory for that particular kind of shooting at 50 yards, open sights, cool barrels.  They also diluted the other 25-35 guys wine with his two wins per day now down to one and some days, none.  My average was as good as any by the sixth Saturday and already the big bang boys had mostly changed their tune regards big holes. <br /> 		<br /> 		</div> 	<div>I says to myself at such unforeseen good fortune with my 32-40 coming on strong and my detractors decidedly on the wane, Maybe now we can do some good shooting from here out, just enough to show that an average 32 caliber and gun can do it all with a prop-er cast load all within the spirit of the whole shebang and I might go with my heavy cracker hunt load. <br /> 		<br /> 		</div> 	<div>The 32-40 original 1450 M.V. 165 grain load, while very accurate, was wind sensitive, revealed sadly at this particular shoot.  From that six pound half magazine 32-40 carbine the 186 grain 321297 G.C. flat nose doing 1850 plus M.V. was thus a stout little bucker but a deer and black bear load not far behind the high repute M99 Savage 303 carbine.  The 303 Savage with its 190 grain RN was held by hep hunters way above a 30-30. <br /> 		<br /> 		 		<div>Using the 9 A.M. to 10 A.M. Sighting in hour instead of a stack of hot cakes to hold me til noon, I had to drop the rear sight on steps all the way down one light tap right to center up a cool fired group before the wind started from the north that day, enough so that it was a ten sta-ple per target chore to keep targets on the frames with guys also then hurrying their shots before their target tore loose or worse.  One of the windy wits then had it figured out there after whether it was a, four, six, eight, or ten staples wind whipping the range. We figured the aver-age breeze as between six and eight staples or 7.5 or 21 mph thru the breeze way.  The fire barrel in the lee of the fire house remained calm thru it all.  With the sun and slight wind on the south side of the firehouse, it was idyl-lic.  <br /> 			<br /> 			</div> 		<div>The 25-35 guys held too far into the wind, the slow big bores not enough and I had my limit two pots and two birds with only three shots holding one flat top front sight width off center into the 10 staple gale.  The other win-ner of the first three 24 shooter fat pot rounds and an also very big bird to boot, shot a pin wheel pin up target for all to see with a 577 caliber breech load carbine using an English brass case smokeless home cut load with a regular Minie bullet over enough Unique, he said, to do maybe 1000 even M.V. I says, Whered yah hold? He says, I didnt know where to hold so I held dead center and snatched the trigger. I says to myself, An honest man and Ill bet if he held a couple of inches into the wind and squeezed that famous Dickson of Edinburgh Trigger on that 26 stiff Henry barrel Henry action drop block fusil with the right hand hammer, he might with that size hole, make a difference. However, this fellow was a collector and just wanted to shoot that rare piece once just for the hell of it with his handload in competition. <br /> 			<br /> 			</div> 		<div>I says, What?  You got a whole 28 gauge shell vest fulla those 577 shiny brass show loads and youre only gonna shoot one shot with that exotic tiger gun cause yah won a turkey already and twenty or so bucks to boot?  He interpreted that as meaning that he was a poor sport to win and then run which it wasnt, so I explained it about you can only win twice with the same gun like I had done. He says, O.K. how about you trying my 577 for a few shots and if you luck one you got three birds and three pots, Im a lousy shot myself. <br /> 			<br /> 			 			<div>First we had steak dinner at the village bistro and he told about a few nice British guns he had and I told how my Gramps was very fond of that Snider 577 cartridge and would love to have that nice rifle.  He says, There isnt enough money around here to buy this 577! I says, You dont know Gramps. About 1 P.M. the wind shut off suddenly and it got calm as the indoor coops.  The 577 man says, Im going to shoot a shot to see about where shes hitting and Ill squeeze this one real careful.  A lot of shooters had left due to the wind, so the fat 10 the guy with the 577 shoots real careful holding dead center beats a dozen others, so I dont get to try his two wins gun.  I never saw that 577 rarity again, but thats how it was at that shoot. <br /> 				<br /> 				</div> 			<div>By the end of that 16 week season two of the 25-35s were even for most wins average per day, I was a close third just barely beating a stiff 38-55 plain 94 Winchester and a 45-90 handloaded was fifth.  The big hole advantage myth was firmly dismissed and the next year everything was back to normal but I never did shake off the Lucky Duke stigma.<br /> 				<br /> 				As Ever --------<br /> 				<br /> 				Frank Marshall Jr.<br /> 				<br /> 				</div><br /> 			</div><br /> 		</div><br /> 	</div>]]></content:encoded><pubDate>Wed, 08 Mar 2017 02:06:46 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/3/51/speaking-frankly--bigger-was-not-better</guid></item><item><title>The .635 Nitro Express Part 2</title><link>http://castbulletassoc.org/blog/article/2017/3/50/the-.635-nitro-express-part-2</link><description>		 This article originally appeared in the July/Aug 2005, issue #176 of The Fouling Shot. This is part 2 of 4.The first article in this series was on selecting the best gauge for a rifled slug gun for....</description><content:encoded><![CDATA[<div class="row">		<div class="col-md-12"> This article originally appeared in the July/Aug 2005, issue #176 of The Fouling Shot. This is part 2 of 4.<br /><br />The first article in this series was on selecting the best gauge for a rifled slug gun for use in Indiana where the use of rifles for deer hunting is forbidden. I will limit my editorial comments on such laws to pointing out that although the .44-40 is outlawed for deer hunting because of safety considerations, you can spend the rest of the year hunting coyotes or even squirrels with a .300 Remington Ultra Magnum. Consistency apparently isn’t the Indiana Fish and Game Department’s strong suit. <br /><br />In looking over the performance figures of the commonly used twelve gauge factory slug loads it became apparent that the free recoil energy from an eight pound twelve gauge slug gun was approximately the same as that of the 300 grain .375 H&amp;H Magnum load. Given my aversion to such concussion inducing recoil, I then examined the performance of the twenty gauge loads and found that some exceeded the muzzle energy ofcommon .45-70 factory loads. This convinced me that the twenty gauge was enough for the type of woods hunting involved.<br /><br /> </div>	</div>	<div class="row"> <div class="col-md-6"> 	<b>Performance of Factory Slug Loads</b><br /><br /> After buying a twenty gauge NEF Ultra Slug gun, the next step was to assess the accuracy of the various factory offerings. I planned from the start to handload to see what could be achieved with handloaded cast bullets since some factory loads are very expensive, and since handloading something as unusual as a slug load was intriguing. In addition to the burning desire for scientific truth, the handloads could of course be assembled for a fraction of the cost of the factory loads, an attraction to are covering depression baby. Testing the factory loads would provide a benchmark of accuracy and power for comparing my future handloads. The goal would be toequal, or exceed if possible, the effectiveness of the factory loads at a fraction of the cost.<br /><br /> </div>		<div class="col-md-6">			<img 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"> 	<b>Typical slugs in factory ammunition with wads.From left to<br />right; Federal "Power Shok", Remington"Slugger" with <br />24 grains of micro sphere buffer in film canister cap, <br />Winchester "BRI" in half of sabot,Brenneke from Brenneke<br /> USA three-inch shell.</b><br /><br /> </div>	</div>	<div class="row">		<div class="col-md-12"> For the test of factory ammunition I gathered a supply of eight different factory slug loads: Remington“Slugger” and “Copper Solids”; Winchester “3/4 ounce Hollow Points”, “BRIs” and “Supreme Partition”; Federal“Power Shok”; Brenneke USA “Magnum” and Rottweil “Mag Load” which uses Brenneke type slugs. The Brenneke USA Magnum was a three inch shell and the rest were two and three quarter inches. The cost pershell varied from $0.40 to over $2.50. <br /><br />The weight of projectiles ranged from 260 grains (in sabot loads) to 437 grains (one ounce). Velocities claimed ranged from 1,400 to 1,900 ft./sec. Energies ranged from 1,200 foot-pounds to over 2,100 foot pounds.These were fired from a bench rest at fifty yards with the scope set at 4.5X.<br /><br />The three-inch Brenneke USA Magnum was the most powerful giving a one ounce (437 grain) bullet a muzzle velocity of 1,476 ft./sec. It was also the most accurate producing five shot groups averaging 1.5 inches(three minutes of angle). This is respectable accuracy for many rifles carried into the woods after the wily whitetail and far exceeds the precision most hunters can achieve using open sights. This combination represents first rate equipment for deer sized targets out to well over 100 yards. I suspected it would be a real challenge to come up with a cast bullet load that would equal the Brenneke’s excellent performance. However, they cost over $2.50 each so there was incentive to try. <br /><br />The Winchester BRI load was almost as accurate averaging 2.1 inches (4.2 minutes of angle) for five shot groups. However, it was much less powerful giving a 273 grain bullet a claimed muzzle velocity of 1,400 ft./sec.,approximately the power of a .44 Magnum from a long barreled pistol. The BRIs cost approximately $2.00 per shot.<br /><br />The other six factory offerings were not accurate enough to reliably and humanely kill deer except at extremely close range. The low price loads were all highly inaccurate running around 10 to 15 minutes of angle for five shot groups, thus supporting the old saying that “there is no free lunch”.<br /><br />Two of the high price offerings consistently put about eighty percent of their shots into very respectable group sand just as consistently put the other twenty percent as much as ten minutes of angle out of the group making them unacceptable, again casting doubt on the equally old saying that “you get what you pay for”. You only get what you pay for sometimes as these two expensive loads showed.<br /><br /><br /> </div>	</div>	<div class="row">		<div class="col-md-6">			<img src="data:image/jpeg;base64,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"> <b>Slugs For Handloads. From left to right; Lyman 360 <br />grain "Shotgun Sabot Slug", 285 grain 0.575" <br />diameter ball, 370 grain 0.635 inch diameter ball.</b><br /><br /> </div> <div class="col-md-6"> <b>Bullet Molds<br /><br />  </b>The first order of business was to decide what kind of cast bullets should be tried in the pursuit of a suitable load. The availability of molds was very limited. Lyman offers a mold that casts a projectile they call a “Shotgun Sabot Slug”. This strange bullet looks like a giant diablo air rifle pellet with a flat point, a constricted middle and a hollow skirt. These are meant to use the shot cup of the ubiquitous plastic shotshell wad as a sabot. Lyman also offers a mold that casts a slug somewhat like a civil war minie ball which they say doesn’t require rifling. I ordered a mold for the Shotgun Sabot Slug.<br /><br /><br /> 	</div>	</div>	<div class="row">		<div class="col-md-12">Lee offers molds for an interesting slug that has a hollow base and what they call a “drive key” which is supposed to “positively rotate the slug in rifled barrels.” This slug, like the Lyman Sabot Slug, is designed to use an ordinary plastic wad as the sabot. Unfortunately, these molds are only available in twelve gauge.Mold manufacturers also offer round ball molds. The head diameter of the Lyman “pellet” is 0.575”. I reasoned that if this would work in the shot cup of a plastic wad then a ball of the same diameter might also work and ordered a Lee mold for a 0.575” round ball.<br /><br />I also wanted to try a round ball that would engage the rifling without a sabot. A chamber and bore cast indicated the grove diameter was approximately 0.632”. Nomold for this diameter was found in the mold lists of the major mold manufacturers. <br /><br />While I was deciding if I wanted a ball of this diameter enough to pay for a custom mold, I received a call from CBA member Jay Wilkinson of Machias, Maine on another subject. I had never met Mr. Wilkinson but as we talked about various cast bullet subjects I confessed that my latest project was handloading for a slug gun. I mentioned that one of the bullets I hoped to try was a ball large enough to engage the rifling but couldn’t find amold. He asked what size I needed and when I said 0.635 or so, he replied that he had just such a mold and would send it over on loan. This was one of the nicest coincidences I had encountered in a while.<br /><br />The mold arrived in a few days and I immediately cast up a large supply of balls from each of three different alloys; lead, wheel-weights, and linotype. Half of the wheel-weight balls were quenched in water directly from the mold. The mold was an old Ideal single cavity and it cast as well as any mold I have ever used, dropping one perfect ball after another. I don’t know when I have enjoyed casting more, all the while appreciating Jay Wilkinson’s generosity.<br /><br />I decided the Lyman Sabot Slug, and the 0.575” and0.635” balls would provide enough variety of projectile sto keep me busy for quite a while. With all the possible combinations of paper, plastic and brass shells, type sand charges of powders, and the endless possibilities for wads and sabots there was plenty of room for experimentation.<br /><br /><b>Published Data</b><br /><br />The next chore was to find out what loading data had been published for loading slugs for a rifled slug gun. Asheet of suggested loads had come with the Lyman pellet mold. Most of the rest of the meager information I could find was of course for the twelve gauge. No guidance at all was found for starting loads for a full bore size round ball.<br /><br />Not only was loading data for twenty gauge slug loads hard to find but the information I did find raised additional questions. For example, some of Lyman’s suggested loads for their Sabot Slug were over fifty percent heavier than similar loads of the same powder for shot loads of equal weight, even though the pressures and velocities given were similar. I don’t know if this represents some sort of major difference in the interior ballistics of shot loads compared to slug loads or serious flaws in the loading data which might get you killed.<br /><br />The second edition of the Lyman Shotshell Handbook recommends 55 grains of IMR 4227 behind the Lyman 341 grain slug for several loads. Although 4227 has a slightly slower burning rate than shotgun powers like Alliant’s Blue Dot and Hodgdon’s HS-7, 55 grains is more than twice the recommended charge for loads of 380 grains (7/8th ounces) of shot. Such wild differences in recommendations between slug and shot loads made it clear that reloading for various weights of slugs was going to be an adventure. I began thinking about ways to support the rifle so I could pull the trigger with a long string. <br /><br /><b>Summary</b><br /><br />Although six of the eight factory slug loads tested were woefully inaccurate, the Brenneke USA Magnums and the Winchester BRIs shot very well in the NEF Ultra Slug Gun. These loads equaled or exceeded the power and accuracy of many time tested deer rifles.<br /><br />I now have three cast bullets to work with and an almost infinite number of possible combinations to try.One of these is undoubtedly the ultimate twenty gauge slug load. All I have to do is find it.<br /><br />Part three will report on the trials and tribulations of trying to match or exceed this performance with cast bullet handloads. The lack of appropriate loading data will add to the challenge and perhaps to additional healthcare costs. •<br /><br /><br /> </div>	</div>]]></content:encoded><pubDate>Mon, 20 Mar 2017 02:01:00 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/3/50/the-.635-nitro-express-part-2</guid></item><item><title>Squirrels, Springfields and Simple Satisfaction</title><link>http://castbulletassoc.org/blog/article/2017/3/49/squirrels,-springfields-and-simple-satisfaction</link><description>I retained my strong enthusiasm for squirrel hunting long into my adulthood when many of my then childhood friends around my southeastern Pennsylvania home migrated toward an interest in larger game o....</description><content:encoded><![CDATA[I retained my strong enthusiasm for squirrel hunting long into my adulthood when many of my then childhood friends around my southeastern Pennsylvania home migrated toward an interest in larger game or other sports. Thirty autumns of following this passion, plus years of detailed journal entries to augment my forgetful memory have helped me to formulate particular opinions regarding weapon selection and hunting methods. My scoped .22 Rimfire long ago replaced using a smoothbore; the importance of bullet placement superseding any desire to fulfill game bag limits, and now centerfire rifle cast loads expand my interest by placing more enjoyment in this form of simple satisfaction. Today, the common squirrel still continues to provide me a graduate level course on marksmanship, load development, and hunting techniques.<br /> <br /> The past four years provided a new venue toward my pastime since acquiring a Remington 03-A3 bolt rifle from a friend who claimed the rifle was never fired due to its inability to chamber a .30 Model 1906 round. Deducing the two-groove barrel may be a replacement, a quick check with a set of GO/NOGO gauges confirmed the new and unfired RA-43 replacement barrel remained in its original short-chambered state. A quick trip to my favorite precision gunsmith, J. C. Coleman of Coleman’s Custom Repair (now of Deerfield, Virginia) solved the problem of proper headspace and safety. The rifle consistently grouped issue Ball ammunition around four inches or less at 200 yards off the sandbags.<br /> <br /> I ceased using jacketed bullet ammunition however after 158 rounds. Frequently reading about the accuracy of cast bullet loads often being easily obtained from these two-groove war production barrels expanded my interest in cast load development. I studied articles by Al Miller, C. E. Harris, Dave Scovill and others, as well as referencing the Lyman Cast Bullet Handbook in order to find safe recipes for moderate to full power loads. Postal Match results published in The Fouling Shot also help reveal a pattern of favored moulds and loads. My only apprehension centered on the use of fillers and thus determined I would avoid any loads calling for such material. I also knew my limited time, knowledge, and budget prevented me from applying many of the tools and techniques that put the die-hard cast bullet competitors into the winner’s circle. I enthusiastically read of their published accounts, but set off toward my own agenda.<br /> <br /> I acquired and experimented with several Lyman and RCBS moulds in weights from 150 to 200 grains over the next two years. I stayed with a mix of nine parts wheelweight lead to one part 50-50 Bar Solder. Bench testing this military rifle demonstrated most loads grouped about equally well plus exhibited little leading in the bore. This rifle’s preferred load proved early on to be the RCBS 165-SIL bullet, sized to .310” over 16.0 grains of Hercules (now Alliant) 2400 powder combined with selected Match cases and primers; a load referenced in an article as a standard for accuracy. Most five-shot groups measured about 2-1/4 inches at 100 yards with minimal leading in my barrel. This load is my current standard for measuring load accuracy in further cast load development for this particular rifle, all in spite of the necessity to raise the aperture to the 500-yard setting on the issue 03-A3 rear sight.<br /> <br /> I next purchased a Lee 113 FN mould in order to develop a mild load for teaching my son and others to shoot this full size and historically relevant battle rifle. Bullets from this economical mould display somewhat the same characteristics as the early Cartridge, Gallery, Practice, Cal. .30, M1903, intended for use within 100 feet by early 20th century garrisoned troops confined to range practice in their barracks. Left unsized, the little bullets were loaded over 7.8 grains of Unique in FA 37 cases. Wow! At 25 yards, ten rounds clustered into a ragged hole and still do today when I do my part and there is little wind. Reportedly traveling at about 1000 fps, this load also displays minimal leading, but shows some powder fouling though not enough to be objectionable. The recoil is nil but groups open to about 1½ inches at 50 yards. Sight setting on my 03-A3 is 300 yards.<br /> <br /> I soon decided I must try this latter load on some local squirrels. My duty station at the time was Fort Campbell, Kentucky, and I knew of a local farmer who granted me permission to hunt Fox Squirrel in the hickory grove on the corner of his farm. I soon learned that with proper sling adjustment coupled with a steady hold in strong light, any squirrel within 35 yards was in the pot. The skeptical look from my host’s family members the first time I stopped by to let them know I was on their place with my "battle rifle” soon abated when they later saw me heading back to my truck with a brace of fat Fox Squirrels.<br /> <br /> I’ve now shot that rifle/load combination for the past three years in both fall and late-spring squirrel seasons. It’s a definite favorite. It feeds reliably, meat damage is minimal, and the rifle’s report is not objectionable to squirrels or local landowners.<br /> <br /> This spring, I acquired a Springfield Armory Model 1903 through the Civilian Marksmanship Program. I was initially disappointed by its apparent condition, but held hope in its barrel once I cleaned its four-groove bore and found it to be in mint condition with no trace of copper fouling. Any remaining disappointment further evaporated at its first range session when I discovered this rifle might handle the Lee 113 FN load as well as my Remington 03-A3. I did find the ladder-type sight took some getting used to but as I shot the rifle more often, groups shrank to about three-quarter inches for subsequent five-shot groups at 25 yards.<br /> <br /> I took this Springfield to the field this past June for Kentucky’s spring squirrel season but must report no game was brought to bag. My difficulty in lining up the issue sights on a squirrel in heavy foliage had nothing to do with the rifle/load combination. However in future springtime hunts, I’ll likely stick to my scoped .22 or the 03-A3 with its aperture style rear sight.<br /> <br /> I’m still in the early "crawl” stage of the "Crawl, Walk, Run” progression of cast bullet load development. I am however, encouraged by my early attempts in that I discovered a suitable rifle/cast load combination that fulfills my desire to combine my squirrel hunting passion with my new but growing fondness for "Springfields.” I plan to next develop another suitable load to participate in some of the CBA postal matches for as-issued military rifles, then another for coyote and groundhog hunting. I’m also taking a close look at what I can do with a lever action .30-30 I’ve had sitting in the corner of my cabinet.<br /> <br /> The quest continues. •]]></content:encoded><pubDate>Thu, 02 Mar 2017 10:22:10 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/3/49/squirrels,-springfields-and-simple-satisfaction</guid></item><item><title>The .635 Nitro Express</title><link>http://castbulletassoc.org/blog/article/2017/3/48/the-.635-nitro-express</link><description>This article originally appeared in the May/June 2005, issue #175 of The Fouling Shot.  The Ideal Deer Rifle for States that Outlaw Deer Rifles by John Alexander, CBA President. 	 	Part 1 of 4. 	  	 	....</description><content:encoded><![CDATA[This article originally appeared in the May/June 2005, issue #175 of The Fouling Shot.<br /> <br /> <div>The Ideal Deer Rifle for States that Outlaw Deer Rifles by John Alexander, CBA President.<br /> 	 	Part 1 of 4.<br /> 	 <br /> 	 	 	<div>I am probably known in some circles as a Don Quixote like character engaged in a, so far, fruitless effort to prove that the ideal caliber for cast bullet competition is not the thirty caliber as widely believed but the lowly twenty two. So it may be a surprise to see my name on an article about something as fearsome sounding as the .635 Nitro Express.<br /> 		 <br /> 		 		No, I haven’t yet sniffed enough lead fumes to try competing with a sixty three caliber match rifle. Neither am I contemplating slaying six ton elephants with one mighty blast from my nineteenth century double rifle. Instead, this series of articles will report on a set of experiments that are somewhat parallel to my quest for the ideal cast bullet match caliber. I hope to demonstrate that yet another group of misguided shooters are using a caliber that is far bigger than ideal, causing poor performance as well as minor concussions and miscellaneous contusions and abrasions to various body parts.<br /> 		 <br /> 		 		I refer to the legions of deer hunters who hunt in states that require deer hunting be done with bows and arrows, muzzleloaders, pistols, shotguns, catapults, pointed sticks, or other types of equipment inferior to the rifle. Many of these misguided souls are running about in the woods unsupervised with a weapon that is generally inaccurate, costs more than an English double rifle to feed and inflicts excruciating, flinch inducing, pain when fired from any steady position required for accurate shot placement - the ubiquitous twelve gauge slug gun.<br /> 		 <br /> 		 		In smooth bore form this implement is so inaccurate that further discussion is unseemly for an audience of riflemen as sophisticated as the membership of the Cast Bullet Association. However, many deer hunters have equipped themselves with the bastard device of a rifled shotgun, an oxymoron if there ever was one. These rifled shotguns can be made to shoot accurately enough for deer hunting at normal woods ranges.<br /> 		 <br /> 		 		This strange hybrid gun should make a fairly satisfactory hunting arm if of a reasonable caliber to properly to match the intended game. I plan to report on a series of experiments designed to show that that the right size for such a weapon is the common twenty gauge, the gun for women and children. Since a twenty gauge rifled slug gun is really a .63 caliber rifle. I decided to give it a proper rifle name. I thought the .635 Nitro Express had a nice ring reminiscent of the Dark Continent.<br /> 		 <br /> 		 		Since Glenn is probably properly skeptical of how much of such a strange topic his readers can stand at one sitting, the report will involve more than one article. In addition to this introductory article, I plan short reports on shooting factory loads to determine state of the art reached by the manufactures of slug loads; and on handloading a variety of cast bullets in an effort to match or exceed the performance of the factory offerings. Handloading will involve a variety of reloading components used in, possibly unwise ways, never dreamed of by their manufacturers. The final report will be on trying to collect a deer humanely with the best handload developed by the time the deer shows up.<br /> 		 <br /> 		 		The problem with almost all of the rifled slug guns seen in the hunting field is too much power. Since twelve is the most popular gauge for shotguns, hunters and manufacturer alike have jumped to the conclusion that twelve is a reasonable gauge for a rifled slug gun. This is strange since a rifled slug gun is a rifle and no one in their right mind thinks that .73 is the right caliber for a deer rifle in states where real rifles are allowed. It is true that shotguns are designed for much lower pressures than modern rifles and thus require a bigger bore to transfer enough energy to the bullet to humanly kill a deer. Thus bore sizes somewhat bigger than conventional rifles are called for, but .73 caliber?<br /> 		 <br /> 		 		The question should be how big is big enough, not what is the common gauge of American shotguns. Bigger isn’t always better and size and power comes with disadvantages as owners of he-man sized SUVs and pick up trucks are slowly learning in this age of two dollar plus gas.<br /> 		 <br /> 		 		How much power is possible with a .73 caliber rifle loaded to shotshell pressures? A popular factory load by Remington for the twelve gauge slug gun launches an ounce and a quarter (547 grain) slug at 1550 ft. /sec., generating about 3,000 foot pounds of energy at the muzzle. Compare this to the similar big bullet, low velocity, load of a .45-70 shooting a 405 grain bullet at 1,330 ft. /sec.; a load Elmer Keith has assured us is just right for large ill tempered bears even if it has to plow through several dozen board feet of standing timber to reach the bear. This ordinary Remington slug load generates almost twice the 1,590 foot pounds claimed for the 45- 70. These numbers should arouse suspicion that there may be some noticeable recoil involved here.<br /> 		 <br /> 		 		To examine recoil more directly we can calculate the foot pounds of free recoil energy using the formula found on page 467 of the Lyman 47th Reloading Handbook and elsewhere. Using this approach, we find that the load mentioned above fired in an eight pound Remington 870 rifled slug gun delivers 46 foot pounds of free recoil energy. This compares to the 43 foot pounds available for enjoyment while shooting 300 grain factory 375 magnum loads in a nine pound Ruger Tropical rifle. Some of us wimps would call this serious recoil.<br /> 		 <br /> 		 		For a truly enlightening experience, one could fire that Remington shell in the five and a quarter pound NEF Tracker II slug gun carried by some folks. The load above fired in this light, handy gun produces 70 foot pounds of free recoil energy. This exceeds the 63 foot pounds generated when firing a 510 grain factory load from a nine pound 458 Winchester magnum and should make you forget that your feet have frozen while waiting for the deer to come into view.<br /> 		 <br /> 		 		Even in an eight pound gun, twelve gauge slug loads have punishing recoil. While it’s true that one seldom notices recoil while shooting at game, painful recoil makes practice less likely to happen, and may result in the rifle not being properly zeroed. On several occasions I have heard hunters say they fired a shot or two and the zero seemed to be close enough. Stopping a practice session to tend to the nose bleed is a natural reaction.<br /> 		 <br /> 		 		Not only are practice sessions and zeroing likely to be short changed, many hunters using twelve gauge slug guns don’t have a clue how accurate or inaccurate their gun and ammunition are because it hurts too much to fire enough shots to find out.<br /> 		 <br /> 		 		This isn’t an idle question. As I found out in my accuracy testing, some slug loads on the market won’t reliably hit a deer’s vital zone at normal woods ranges even if properly zeroed and fired.<br /> 		 <br /> 		 		Perhaps the worst disadvantage of an overly powerful gun is that it takes a very disciplined (or very numb) shooter to absorb the painful recoil and not develop a flinch. A fair percentage of hunters might be surprised to see that their eyes are closed when the gun goes off, not good for precision shot placement.<br /> 		 <br /> 		 		After looking at the energy numbers for twelve gauge slug loads and before buying a rifled slug gun, I developed an interest in the twenty gauge and even noticed how big a .410 shell looked compared to many rifle cartridges. One of Harry Callahan’s quotes is that "a man’s got to know his limitations” and I know that mine are somewhere considerably south of .375 H &amp; H Magnum recoil levels.<br /> 		 <br /> 		 		The twenty gauge would clearly produce less punishing recoil and so should be easier to shoot well. But is it enough gun to humanely kill a deer at the woods ranges I expected to encounter them? The diameter of the bullet would be somewhere between 0.43” (.44 pistol bullet in a sabot) and 0.632” (the groove diameter of a twenty gauge rifled barrel.) so bullet expansion shouldn’t be necessary to make a substantial hole, but what about velocity?<br /> 		 <br /> 		 		I looked at the specifications for factory loads and found that some twenty gauge slug loads produce muzzle velocities of up to 1,900 ft. /sec. and energies of over 2,100 foot pounds. This is more than twenty five percent above the muzzle energy of the 405 grain .45-70 load. Given the known effectiveness of the .45-70, these twenty gauge loads should kill humanly out to maybe 100 yards if they could be made to shoot accurately enough. One hundred yards would cover almost all the chances I expected to get in the Indiana woods.<br /> 		 <br /> 		 		With this assurance that the twenty should provide enough power to humanely kill a deer I ordered an NEF Ultra Slug Hunter from my corner gun shop. The gun cost less than $200. I am only five foot six so I ordered the Youth Model with the 12.5” pull. If I was going to be seen in the woods with a gauge that would bring my manhood into question why not go for it and get a kid’s rifle that fits.<br /> 		 <br /> 		 		The Ultra Slug Hunter is a break open single shot with a heavy 22 inch barrel, muzzle diameter is 0.98 inch. The rifling twist is one turn in thirty inches. Total length of the gun is less than 36 inches, an inch shorter than the popular Marlin Guide gun. It comes with a Weaver type base, a nylon sling, and a ventilated recoil pad on what looks like a sycamore stock. Mine even has figure in the butt stock that would be called fiddleback if it were walnut. I mounted a BSA 1.5-4.5X scope which brought the weight to an even eight pounds, making a very satisfactory handling outfit.<br /> 		 <br /> 		 		The next installment will report on the accuracy of the various factory slug loads In the NEF rifle. The accuracy of the different factory loads fired in the NEF rifle ranged from better than some deer rifles to truly horrible. The accuracy and power of the best of these factory loads provides a benchmark I hope to duplicate or exceed with my cast bullet handloads.</div><br /> 	 </div>]]></content:encoded><pubDate>Mon, 20 Mar 2017 02:02:50 GMT</pubDate><guid>http://castbulletassoc.org/blog/article/2017/3/48/the-.635-nitro-express</guid></item></channel></rss>